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6IURRktswH6MRUf0MYtRE7O0WRi9MdL6GAaiMQELPttmWkd/7uEE6y3sM4fiKIVbX5mm9bn1hbnGXGt9iKHW29b7Vg/GYxrGYTqmfPH1GWmuDsxNs/QleMOTeBmi/nVvYxgv56U8+b8CAAD//5ASabcAAAB4nDTIwQ2EMADEwNlN7qAcHhRA6ZSGiIQ/li0YPt46lrLuSaKK65aSQabmZ+ZPNs3+BAAA//8z2QGnAAAAAAAB//8AAniczH13XFPX+/B57khEFAkhiZEhl0CCLCEhRERxIAi4QBmCW0RUcG/rRFTc4qp11GrdVeuoK466rXbYirbO1g5F29qqbV2Qk/dzz72BIAH1+/7z+1CGzb3nGec5z3nWeQ6iACHEIhYhGkkR4mSczJ+TcYAYVO5DnyxvzaIy5MOcRAghCh1GCB6wZsQiJ4SAlnEyZ5BxMoBECEu4DWqYRD2A7nibpSGeDWpcyr8zgt5L55B3nBGS00ZOQRvIz81G0If+y/+g94LsxQv8t/ATUcjNWsr0YEuQB2qMkFxjNMg1Rk5uoA38t0JDGxQcrZFraA3QBvnqos9aPAavLne73On0IHneoRb/4Ltdfur0Y5dfYFX0j81h6G3Q3YHZeBL/fQffuC38Rc/FN0DH00WjeKuBaSgJRz5Ih0IR8peFgjEi0mQ0KLxBJdXqZN6gcJdIFRpjKOj8vUHuAgp3pUoeA8YIrQ4enj10eWfx+mONLKp+j3ffOlO867o3sK7dI6PjW7cp7tC7S9YN+LjZrxs3/STLzpbvX8mNC8QT21zeeOCF59GDiuvnPJPHMMi9b3NjD0+L3mV4h9h+jRCZlkzrOckJtgQ5IzXyQk1QJELyiEiDXqlwl2h8tW6uKqVBb4p01Wk1vlLQgAEcf+orzdy1/INd/PctTh0covbxUYcEq8HjW7r+Jfz5rpXvV37WkPNRZzVkks+dOH7+3InjkIF/CffzCwfvMH+/VwclzmXjzp04ce78iROQjn8J8+c/CffzE/iYab3BbmFLkC8KRc0Q8pdqdS6g8dFpeW4SngrYSeWRJpULSL0BTJHGCK3GV6JwV9GEqwZ9pIndsmPK6Mwv5uG/5uVt29qh47VzJ74fsuErv0ZY28yn6QqLtmNqSlxsx9ZN+vUdP6DtpIT9N1rmJXdcPX7Nwp+7ZW5ImHXk9ILMj3LwP61zm8+ZEhg8mK7XvE3ryI6xwRFJeFr4vIQeoyNaIASoJ70XFhHZFCWz2F4ceZoA5eEUahB7FbkiBBotZXSVR5oMdUHh7qZSUjmnPvgoO73w5NzclkYNTimFpw+BA+rucfwdzvhrE962ZiA/RlucQrVmS/gx5DG0MYKiDUo3hbuUouO6tWvuOXDu5+9vbdthJ07Zd+LFT2P/gu3Q9Afs/eK7v/G/uAwB8qQbUk/ZEuSFkFwX2Qq0Oq3OpFRpjQZ3aaQp0qSSSFVKlVQn+e/9hM469bg0j+iZuQ33ebi3zepoHL50gp/igzkt6YZjU5K0jJei7h5j649zE8/UadzE64C64ZwmjXJ+yie0pqESJp25yq9UfxlX8QXX8HSYDghm4GklMAWkMAXPxC/xTP6dsfgwbAY1Wd2cwt0FpLoYMGkWgDpwbJYpLYEqAvXFSQtH+Izx7J+GAI2GOdQa6iNEIySXcbLRVADMEXQFoGUIwU5Q858ZZJxsGaiFTxACq8VaSkWzJfxnUjAADXkluFjN/vnKXdBN6dZSxoU9ieojD4SQj0opc5VKNL5I5mpifCVSias36CNNka5a6AU7JixeMv7a9/jVEpg2MFnpFdGF/GRPrvoM98F9D66ERNgCHx7s1iZ1qKX8VOs2qfkUc0qQh40I0Vr2JK8Bm4BMIpVF+pkMtBaXrv5uGFBhvzGaJXHI6ndxNgJksFqZ+uxJft5AxkW6mSJt4i71j/QT14KEkUiZeuU614/+PBHUPCez+6A6+IEa6py/8aJ9JwN+1l4JLC5bDk639rbKSOudM+Q9zweXft+dvb9/m3+TtQSnTtZSxoM9hZogJPf3BoNegCI1KSvAxVAGvUqpcJfyqgxpfP06gWv9USkZ40d1jezQeNSE7okJA52xxWPomYmXp+SWTH0f379yAb+CWdygYYUjhkxW3KMHZyR1H9A3eNb6HoX5RadGexybdQo/vsfzXosQ0449ieqi+mQPMYJBZlBoZCADaqplGzX5z4MH8WP8Keie0R+X936Ob1De8B925nHvYb3PGNmtRLbtcdfJORknjTTokcKdn0i/HtCw3rhO3SdN7Dex729LqFLLX8G9+x8FZvBi/KUVwUSvPsMXL5kzJ4+jyvDLl03x4xsHFp2+SWQjw3qfCWRPIhXSIARsKPAsiTTo3QgrkMwVGfRKILpH4BfTAD+umxqb+Z7r4LV7yvCLyz/iXyDwr623LBumpnQeNCI1ZQTTzTs1+SPLZPzv1Z/xY8iEubAMBhwtfzh3xaT5i2dN42nLsFqZhuwWsjZknEJSF1RcIzBl0KfGP5sB+In00XlmA7BfjcVJWH4awqgJL4ke7Wa9z6jYU6gh8kNhCIG96uTnj9H4Ep0qt0OZtvsbEoZm3yv5rnRI30nTsOWHL2atG3ekT5fkvn06p/RtND4zY9SYzNwcWhW6oe+m77/fNHB9YPix977EgydfH38BUlJ790nt0qevpeWYginjcqcsQhRqY73PuNv4J86SSaLxpYwRyKDn+afx1YKox3k0eoFr3dS4jEmyIet3lYHT1z+BN/7+751Xqd5TunbOHZGaMhy6eXdL/qj8PXD+/ieQ4a14LB6G1x6iPYtWvrdg0azpZN4uIgS/MFrBNuG1BW9tXOR1Aqjp+vzv8n9sdsYOfARukmcbiM/aaaNTwjs2jSS8i+uJemlANwSoD9rKdGQBSRDyByPInIDpWC6nH1liqeNb4cBT2I9/xf/i33lYaTCGSWf0VfFKY6DMygAdBhTGuB3Q2ILIuFuYToyVH9ckcwIZKPpQJyxt6b+2gAe4gwzUuNNjRKEhViszm70o2Dyg0RojYqCqtmD46XchZhf1txW6PmvoP3N43hIPjJ3B4/5T8B68MzPIwlthpnqTP/qicXh017GTpvjsf2XZ1mvL4qQs7GbjVUucIr3AXkMtUWeE/A0SqYTz8aNkrsiP0zNkY+J8tTreiDBGmCINepWJo4WZNUW6GSMQ58NQCnc3xqD3A+H/mogppPF1AcmTawMuP8Kf4IPY53eoC99Ak3IourzuHP6qW6rLuNVbbhV+9GpfmhrqvO+icg3rOHAqXotP4Sd4zufXYMaLv6F7eVhuxyi91t/YaXBy+tIk+ZejC3+C/YBADff+OYvf/976DS5v3mzUvRN/nP6zaLjF0M5drW7eEdDcZ9DhDh5+owRvWT+L8pk2wdM9qOXvOSMnznom7BG8UfU5a0ZSVJfX3jRHc8DJnYH9HJ+Ybjk4EZ+noiEq8NJ56IT3s+byeZSP5S6i0UqE2Gz2KJIjHxTM73N6b8q2Fl1AKmE5kBn0Ag90Wg0t44R/hIJmJZW0+5M5WcP7zF7Sa8O4JHwP14eA07sCO2Z0SAr+bge4fRTUtlvriZdYs1fPD/rk7gzSHZs24PjI+nUo5jzexTpltG+X5sRajuAJTvV6dW7bM5CXqb7WUrY3W4Ia8dpMwmh8+CXI+aiUKkG3yVz5Rci0gsZt8dd/4tu4CCZBBNTfNkCPbzXaPO7jL7/4aNwOyqPH44ewGLJgGKxY33tP/KjC3/Er/PufK3leLUeI7cceRa7Im1Cs8gZeMiT8l0akl3INBZ1Ws5zyOtR3xuG+IaaBnWb232QpgYA7k00JfVq0yO8Wc4A1e2pP49JvDsz8KLtDYGPmdLnRxS39HKQeHOjmIuypKxBiHrNmXk8aZJyCE79XMK3KH1J3LT60gTW/wEef45HPyfPvI8QUsmZ+D658/n36kSWaGmBZyz+7+YWlWBi7v/U+y9vQPgiBkZNJGI2vH2WMcDNFGnwYkV8KVzdeoxnpVtTUXnj9gft4x86TRxZeARkYgvHNxp9MP33vwbFeR2Mpj+eWw1lzT0FuyT0Y0Cfx3iVT/pRnT3EZLkuMMBN4vKwEVtBS8bUSAqh2EICvW46xZsvnVJtX8dQMyzQBxwUIwWes2Wb3LIAA1vwqXvhMY71Pf82akRtCwMncpS6g8dXq/JUqou6pLaDzCfrlyI3fAVSsT1j/7K6subzvwf7T1/zzh8/UiC4j9yFAHyDEnqnECTgn4EAq+wACqHRYZLlOxeMZeOhj1mwZS823nCufQe35D8cJ8NchxGxmd/M2MqFHsQ4CqLvs7rJEYS6KEZKoWTOqRz53AmIwciArhqNQF6RwDD/Cd/Cv+EfWXN6QfvAqnikom8p/I0CrEGI1FfPIK1EOZKvAh+oOcvyDZS9rLg+hS17F08fK2/EymWktZUvZq6gBUvOekInXkAZR+BG4u/m4ySK0PpLMWP2u3Ln7oR3MwlPxcXwET4Xw+9D/1zt46V3q6t1VI/YFNcfD8Gq8Dg+HxTDoJbYiK7KWvygT9AQvjy/Yo6gBb0saZJyPyrbSg0BNGfS2hb4CboFL16k7+r/fecjFUxs/HRfbO8H4EWtWcnc+nXN4sExh+YE5jfuG9m+TPKh+XWHsTOtQSWO2BCmQDiF/Je9e8qrWRoXMXSrxJ+P7SBT8Mjbxpj4bPnT60NjWLoeWfIp34xkwHRIhHqYaA7A5KuouXvnzzztbR2X16rbU3Dn0O3eN9L1WsAgGQS4sxiPxByeWDGsde+I9XFZuwVarIprbrhdw4WX1GGtGCsQROvWCn+sNKjlHh1JBoIYKYoNgJTX8j2vTT5/qO2XIfvzh96NSew9scevakBZdEvw+K2XNXS4VbP7Bs9nsT/Av0OqTTM6ylu7s171tUo96LC8nSdb7zFP2KtGfFXaejnzxW13FYpTyrqCSIZjwmi0JfBqtn7O4uGXHiCN/9Z0z7e/t4A4qKb4unzJlRmLT4Gaw5/LYBVb0Of4dfw93PIuLJqZEJHq4hUanT9w94szAp5fqj8w2+kZF+DcdOPT4/Km38wB4fIIRYo6QvYBYrLwGgZ9wJ2Yh7sycfvGiLIb3R6z3WT/WTKSNk7mrvAV2yDiZqwul8eWVn3EZBDjLF0+eOr0RBITNuL77yo2p7l6sufz+8WZZQ3NX7qaDyjF+cXNlZr81aVOfCb6MFSE2lTXzNgEnLEbK2fIvtIHRkAvNLf+w5rIzTEteAwCPn3S+sL74zQo4kJN3IAdvhKZ3oB70BfgZAvFafB7fxndYc7mM/rscMehVPJNQdpgfg9/3ugnrP9yJACT/wX+4OWSBFnwgAzeD//AafBSbKQt1HDeBHyzNLC5Qhlne90KI7c6aUR2eVwLCMkppKYUekAldIc1yjxpMp1iOUe3Kd1k+EPSGEiHmuG1tA89g4BRKmrKkMeHld+i24EwfenG/XPMcAVqKs6lCYS54O1kjMyiWwtPSUpwtzbjzKvvOa/4fbQANfRmGl7AlvPcHSIuzqYbC+yDjjAaZxkg1xC6lpaz5xfY77PpbvN9JfcY0Y0t4nsvBAJwzjIYJP8Ew/Nv5c9RndOPyn+EhVgnz8wjnMVOsHIFl5BRyZgnOO3hQoCuQ2QZ/C3iABjj4ey/+E6KZbRAkrKkE6wMmlIlBGqRHCHQxYOBXFe2uVHG8sBP1Ldh2JtFY5/WKaFyZIo2QYw26cvnY4Q60hz/+3dlVSids6rXpePqapec6Jg/vkAq9I3/3M3Vv1zHO4OpM/RK6ennm3EP48IJZHT1N6jrx8fuKshZ28PT38UyJi8ZX3PQNdS2i0/Vak1+OgN9s6wNmOdFtnoJG5/0gwYLXKeTuqkovYg6oC/adxthypMfe1m4RiRN7zSzMzZnNmi2Pl+NS/BI/xjd7ZK6lAjd3GbH+k4Mb1gkxBOsDpjUTw68Z0dOyBXV40kVfiwnHf7hkdxk8ZVpe8kAFuAf9+/VD/AcoH52+R/2p75ZavOP42h7Dm544DVpgQAr+Wwnu3awPmH6sWcC9CRjFEd0MepWMA3vcmX64rM3erEO4DJ/eVwBqi1vTdpP6FRXmDpiztkcm6KAOuIB6OeVaPmJHx2GbNx3asJ74OaUMx8Qgd17vAyvGrniMEc0RnSUnFKmoV9Aw8uGn+I9Zg8G95BG4SSyt6YJ+bbN09IT0nhMAujZdveFA8R2oA0H4Aj4+ZX4C5E+aNnu0IEMNEaJK2RJ+jcgNRPvpVVIebS/g3WZOpmm4NuqDsRNGa2NjWhqvXMGlaxlt8uzCbn5nXaNSOtwpP0QnEn7gFKYvkbWmCKlYpUoUopYgIR4ij7nKyMncXSiNj9YYYe8vToQ2dbwC0oeZ/OX1p578fkp/gM/PTQdpzIiji/HTX8pn9s1dVDQoZ2a8rpnCm1OGa3qv2Xlg8TVwhka7VpS3P2Ye0uLIIhdq5vZ1Gz7c/JEw90sRYrJYM08X8HLlTSlknIw3g31dgP8TPik63m9tFy9c6pPSMn6YAZeyZsu99QkjihZbiqnwrVnGdnNnW/5kzYKskngQsYvs/Kxlgi/HHAQGl5clMdqymwhR1o04BbaQZxXCswqZu2ArmWxqeyGoje+PDezXLNxd0yDI5CYMsaSs7MutvRs0eMyw/hEF9H8I0FyEmD7V7aW5oIZEyMIrYBb+Dv83kzWXP4NxeLKlN9yZi3cKc1uJsy2GVWnLTUVIsoqJ4Xd+OafgPXoVP/dKlZLwSae18amSZVOBnn9y4Mqw+I09x24M8MKlXrqU6EGhuNS7VWSbQSG4lNEWb09NS0vt07PdKksm1efD0BYJ81diiopfkxUcX/iBpVyAXWy1MplMDD83TcB+Tggi3pSCycSlfilRiWOCcCmw80t6re7SmPLemdMsuXAfbsxo134WO6jwPTIvXa0PmNVMDKpPJDjCTYjSIN6yRq5KImG+XedZ1j6BCHzxz6X4+TzwWXl7xYrblO8CkMzDF/5+gs8UIivE47Pbtn20dhui0Hycz/C8ceXXtpxT8IwRIws6fnFXSu58kBh2DzkCFC4/0n1xF1wKykUD+xfMzs4tYrRrkwfgH7EFP8M34tMsD+kj+z9Zt3/rxvUE7yycz/RnYpCMhwEyXjx0WkEj8cukIoKhj6QTTZv6HBg7D+iTQ9a0ABo/njVg4NzC00txPqVs361oPbgCgsZZPda9iqc/+3j9xj2frtlN+DwbIdrEtEKuhM8CHWRxu4AMPuJZG5vXrm9mRvuW0V2bMtr389oZ/wttswM/QYDCrKWMKxODAm02kinSGKHT6vxItIfH0t5EUomB/jBo5DYse6jJ312RiHf2mHrz3s2rAfi5rE/34WE+nlo4ldn9379vWKBpUNe0AM+mPgp3WYeY9A/mHVs0PzymbWOlxlvhOTCpw+ylV/YgQI2tD6il7DqivxUamTtBQyURrR2Zxmgw+suoSSeddZ66pIb9J3ecFOXsNGMGNGK0d3FqQZCnx81AQ0pc+Aq4fLdkE57L82Sh9QHTjdHx0sIRpR1KjCj3SnuK7tz8+OC8HR1B3bhrq4RRgaBen9a/946V1Ee44d2c6C5jf4OT/DoHfk0yWYyW/83bQ6pIU6RJzgEcwqmg+6K5SuLiegk4nMVoLb8ciFOGhFDeZTcR8HaIpBmjFe0oD/IfbwVAJt4DsguHoMHeL0GBP8FPD33GaC0J1GH+u+wm9YkljYdbDyGmrwDX4ETeduJfrwfTcDFkHDsPSXgVzMVbr9+kNBSNb4MfdrJ8B4n4kLD+XHAK05XRIjkv3TxsqQut8W0KZG90gSD8AjR4bqx/bMa05JTO6rbG/r3VjNbiQj0tp4706t/SV3a7/uhMYSxfhOjvGS0vYwYjRJokUpa3r6SRBk7hC4v6Nw1PxnPpYXjI4rGesP8WXBzRlAbq4QUcvEbK21stcAr1kL2KQhGSG2MoXsp4gyQaFLxOcJe6UFJvihcvb34/8g2ljBG6UGiRmBRZt45f76yWM43DW3k7sYFtYqM7BEikPm3yjXOWZPu6KjNh9WPGL6112PjTH/TycPtbbYhptSf7veQg3x4FQ7eEto3weBw0YNmHh03JcTwde3AKLBZsKbnMINvzE06RFryYSmgMxsnUDbYEhSAELhQv8oL/ZdTHUKYYyiT4DqGUxki0F2+cq6gbiUlG5zqa3j1azjTmtW0MddjgxKgk36YyZxbUbUYa5yzpr2mgzOoJqwmW406v7uXh9tjDMGnnoCkZXFho24Hxf3XQe/wdmLPsw0PNkuNYgd+xlJQZQq9F7jye/Dpk+EmTCduLVuMbO217qyEgD2+2LD50c3d9n9zV3RdQUqDnqYfHdcBPw1IbhsTy+ucMHgz/kBilE7FUZR78Dzk8wPdvJ+JvExktv7Ph6RYPvA26UyS2noqHMjHsHuSNtAgBXWlK6WidXEsJe7xcRStVLMGF1w3Ug4NKVZdcYlh9pTeMnTRm3gpQ/hkSPvK9Ecdj8R/11tZ3HjKlIx1k2cIQM0uKp/rCjBYgMwMNfhKYoMELE+7rE3rD0h2n0wkP6llLmW7sVRSJEKh4+H4aX6mOdw51GqNB8OFsCorXoSpOwZGAdaRBryKWCV2aH7UiPgtfTZg0LW9kNvPtuibjb84493sj/EQ+oEPyEC8FNMPP6Ba9TN00ni7tJgZ3Bq+/GuvSMp6mHOrm4X1n3MSh53MvmAPyeuelBM6LuqNUdpk91JOhZI15PoWgb5hWzC/IFwUhJNeZxJ3VpJIKTq1KKtjeOqnOFAoRkUqyo0RoffcWbikyDm0WNSxi9tZCT09Pz9lbi/RDo5vlRxTsKPD08vh+fLfUceO20btm7ivy8vT0mr19lmFo86ihEbM+KfL08vScua0wYuiovORt48ZtGyfICyDEDGbNJD7HGckXcHKlimgqTkG+ZBxswQthNF4ILL4IEV9oXeWaryACnwMnXAQTcBEuBdmdCXeo8Tg9uWXbDrDDMvfOhDtCXpKyWztSYfXQZAX99BN1nFaW/162nFaVP0QUisYpTDBbggyotZ1Fzm8fNmdf2EV0Nqdcp0VV8rW0EADw5zWDir6JHzFd4tu0C20MPZtldOjRo2WLH7/94rES3NxyOrXt7K/FpnlZffSGks/P/lwaHBSai//2jZjDFHgldY7yCw/xvhuWuDij17rWzaa1X/7F+c1cVo+48Kb+/qA5Ob7/tsjIEc3nHD1aXj8g0ZeL73DePSkwpweiEMv8Qm2uoNVoUBiMBgX75PhT5pcnT548QQjR1ufW2+w/7HWS/zMihHwYN4U7xfiQYJ+fGLD28XMzRlCC/FaIrJTwhIRMqTCYB0Muf4lX4BF4xZeXqa/xWXxny8fgB63B7+Mt+OUG7Z5Jn1zve2DEe5tDN3pmtuwxZlRybH/2+nlcfPELvOLLLyHvi4swvOmH+MbGj/Dtjz8Gv482QIDlXOTU2XfPzbg0YOxUbWLbufj2vC7CPPpRpdRZ9irSIgMvt8RcUKqUXuCuVGlsQXh+k4s08aaAlt/+VSQKK/hVRnxcNX/hsg7hDRvUl52oX7f79FHTW7UMWdwlFEDWMDqikfyCMiDfPSAyqHkH5jdt9kCdunXAqL8HtfdtFJI5sU+73h5yT1eZizS8gUJW/7v6dVT11AGN9d268Lj1RfEM0D8ItRtOlIZEDTROQE3E5cDcwWehBZWDLUCTP+kfcEush2/gjO038QdhAsmVsILG42R0mgUxABPgCICFN4wZ63PrLXHuPJGRl1PHs2fQC9MnM+hVtgC8StkYNLpQqIxV8X9Xm8dv8Fn841ZhMjSbtpb/tvmBZ9ceLUcP8g/QOBn6ftUuLisuKHZxXIAuYWEse/0cXmI3myOafoivb9yAb2/aBH4bNkJA+Vo6hJIaBrfuPqWBCxdaL2NT4aw4vA++UZo0vkaVEEOQuDJTJBfsYggS10OHxFw1nUZdZUtQHVIREBHpo3SV+GgjecMzQuubfhTqHD2KXxzdkjU1K2sqs3yWmf/X0TP8v7L49/UIMQY2BzmjBjauipl6/ntfZbbeMp0BGGCfssdrQYpfIkBq6ntqIvsVyU0rOBKPIHa7RKqLNNmSjfwXNcGywTnj/VGqxvqBesnxBi2Sl85fFqpvNLS5mh77Ydrs8ZleWp1/cHhb17GR7adnRPaLaJQe0pDowQDqS2oG+xWxZ01V8tJEp9jDklZqooDDdZo3DW8RFerdUhURrQ7sqq+zTx3esXByscIzLDZu29zpq+l97iZji7CgZg2Wgkqj9PIPMTbKDW43OVnrE+LVsFdMn2VTefhHmW3UdMG+4C2uo/MgGj9itkEQvkbwG44HM0ZGVxHfU9rMUc7oQvG+gU7GDQdVoHFQswFh4IlfeUf20LY36Zrih4wWN/62Q7+E6Xvht7Kb05s1C9R5pVseCvEjjIcS/e+GEGhIMRGJVHMyDf9FvffPia+6zu/d7GMqbeSjJXgoo3K5vm/wpwPd6+Gyl4clCQS3L6iW8DOdbquT+ALUVEtbnYQW96ISrP8hFa8NlYKbQPhq46XGV5ubnhnExbRpHduoc9aUgoR+B2bgoeOcfRpqffXu2R7DunQ3dSBwelA/wN/sV6guwVUiNfKaxgB/n+g9oU+nyIarqR8oaMOt8WgR2JzIbiPqV+pbIrsyhNxceYiuEh+5KLuSRsc/XHfiOD6rTBrXocO4JHo7DDh/AX94HsYO69Xrdq+eZIwhKJ5xtukVfycwEMVicAJ4ynvkd6AFPmtZU/FnPJyFr7EBt7D9RohBPa2XJB8QvF2QmvhzldjLNWCQG21lCAraKIXHNnro9XTOeg1eBVPX5uXtO2RH3kssoV7VXboQvsehxUtB8/PPCNEEzkQRTkg1KPZLR1N97bwGFnwsG5y7r+SXkkFvYE80aNll6fxlIYZGQ6PUryOydZ390hpjqlhaal7GGBRgvShZRdZWKIpCLd5phUE1/rzFmoNr6+mcD50J5/Lz9x18izVYPqM6R/n5z8E9mZnEDuYE/SU3KBXuLpQtUighWS4/smxigCrDpR6YyrDoC4fnLfICShaZ9GjxE/yzYej4jCDRZp7dtu6ozd90jeg0dvx0bkq3kfmWLa0nTuof34ufQ5L3lUaRvK9LlcwvaICrnv0dSmK69klg+pIQ361tLF7FVBvLk+ic14ci+sc2lpGMJbMfi5Jzco1OWm20BVeAufzLmPzXxtPhGytWVIxXl4ynqTKeRgggCJUbBuI+EKunGoTG02FgsqbF+hCfIEkBZHf25VSHA338qgC8oKo/eGSD9gFN54yRSuJ1gjwS2BKryBe3KtBtFtvrwBY/Of60KimiOVcx3o9kPDnyqDpr7hJfbUSkXinhRdxdqa8+hfNHbxw9euPovIikiIikKjC+T+E/GDWe/yCCyKN1B0LSdSSuLEdIA5UZaE7G0cDJNOnUTjbYEkits2RTT8pKMbMSaFg6mjW/wOYXePRzyMRbqUxqJm8z4V5ibl5fa3YealDcb8raWw5V1+w1Z/LL/6mu84X85mNplGA/2Gfc+eVgl3XHw8hCqEi+S1z4VVDb+3IO7N63eBHpr/I+Ef2KMYzImZeV18bgZd9umPJ+otjbD2STeTKOxEpwkb82kih39kONenL8qd0wNnmjrM8QgqPSKMHHMPA6SQPcAgiQiix4FS9QL+xfiGpq/yxP9wIIwAdFeoWH8TVEWb9HiHpPakQ0v8OKz/L08Y/7VtBFXhBIQrS1BCFqtMRKxrfFoEVa+NcaExr4Vwj6FMnP9WfNSI60drUalFCqIdMYDUA4ImaYIkjRxgrK09y34HCv3AGdCvpvtlxdtQp00Byf/3FZm/SQVsbcbq0/Z81eunP4wTcH8J1+iYGNqelmKMITzHh8Q+/kkQ827x+mdBX4QfL40rrICfnaZ/LlNWkduxR/L8f6xj7zL3Gurm9ooRZA2pzUAnjVVg3Ay3TtFQHhZIprLwygDGTy3wEuvx3UCvcuEZY3g+VXjA1uJIHr8wa4vHzVCrqZKHhvBC6KZAV8ZwJfXxv8Gme9Vow2O5aDNyAY9rpkMCKeSJwfrlZMxTVVK2LGJ8efvolNghYBNBT9wbRkjpJ6TycwOYHKCaROMBxC8bdmCIPQA/gKhJvxZXwFNkEoNDXj7yD0IL6CL5shHF/h+Rxj3S1BEkDuyBP5IQQmlVTppuAx10l1Ji2hgRbjfE6gNOjdZBHMDx/O3xqbhKfiM/jR5o2LPlkKBdAWnOvkrDl4N5S6Zvkgt3jfPbbL3knHsvDL5fhjPHzKwcknz0AU9ICleHd6mWX9SEph6ZQFFKlwRpRQ+yCNEqW8puoHfnE5rICgfhP1Zg2FEHR/sp7eGo6cA4dwYJmocmuBw+thEY5RXD21wOEXj0NQyFqhrmsGZtPhAjyJtUIKa4JoE0KHIMuJpq8RmiB3gv7vLo1CdUh2w1ahwfOsapUG3ieoHLtiDds+JdY8mZGMnwd+xzG8XvVkK2lcAQH7waXb1O1i2dOWkJiMuOwS1oz/VPre+XT24SGuSvwnvRv3cW4wMLVdjh/xM+dZHzBr2KvIwI8uRN74wRXuQiinIlErZLy0xghbSalEKlHI5rf/6uOvLg11Vbt+m3Bx9ZDdwWcVEY2bRHnLJm5vY3Bra9In1nejD3/x7czdMzIuBLtyfqorSzsXnxmaPFoXEB3cJFA9amOv6DmDmnkHx0Q0MX1SnkB0GqnVYEtIrUbk/1StQWuAe6eKDXdhr3mXug3qF5vv8f+PLy8T74Qv/lYQmXdFGF97Dd+o/xVffj2+G8r1bLvbOyF9v3LtCnh/RvDu8L/hXdMm+G6UzK5hV3wnwv5+bZNkXpOj5v8bhaLeejeCGvC76btgT3sSJSfiLKEIztEo9n/CWf663/hOyPvau5TvRsSE131OGnW3PpAcZ1qhMBSNEsRqI9+qNNiokOqERAX56SYVK5G0gkBJJSoSLxGojAF2LcijHnw24kSn9j+P33Eitk9awPns+NQeyb3drfofbg/6uHnL4m4f3ZkGlhjZuPT2A/wlbuqcdtGZjTQ0vlfqHmvMiE9qE+YB3cLXrUtMbJm2d07K1PaN6jdRqDw7dWzTLnx1cXh4ePgc/PJx0aREGNxd16y1yZTYekxLqTImsHnXpprBgk+QhnuJdWDhtVWC1egG11whZmnpwAN2XDX26vvq7i+ihTov9iqp82pce6UXb+C8sdorU4gX1VT0RTUXfYd3gMt7D2+C21KILdUGVvAd7OH61g6XFhTum0DPsQWiagQeU+E7MK/RrXkDBqJieRMKs54cf1oz+DE22+ghQrDblju0+fXLQE0JdZvaspuVtZtTEaJi7Z8VzE41viJkDsSHiV//NULUKPJsVb+ef5wTuUNe2Fnp13+LEDVCHP81v55/ze/J8afkFSGrSZFzYKtYM/JGgQgBR7LZxBnQ+CLxZI5SFQrEMahy/qsj+EdFHAhZcnIr/urfP/DljXO2R5oCEnURpldBNwckFQ/OW7l6cG4xaw4Oyewfewq/twtjfAFMz/9ZW+Bar0l857jxfXN7lu9cv3Xb8hU7P+Z5Q+rH2M+QEjWtqYKsxk3PUWmZJbaGva1ayRnFOfL/SQ0ae5XUoDWqsQqNn2yHlWhlgh1WQz0adIGgt4ZByzlwCMNHMJ1qgSHGge3heNUGhxcwh6Du2UyemoB1q1iOFfAOEHhNa4ZX03Q6xCCvhumsCaGe1SaVeY3f3jVjJi4ah4g84k2MmqDOtdULoHB0hNEzf9nWItiyp/z3ZlBbRjNgGQ1q+ho5KvgeSPFLPJgk4GiUYT3ErGf6IAXyQv6Cjy4eqxWqS8ixyCpOeqQxgt43aER+izh8/tHOOaOHjWkRB4bH+xrGpo1c5wl38YS2aaPX0qUTek5ufybvL3w2dVaf2YmXhjwGI/4ncve67C7QCUeH7Vrbm1+LpJ6OvSpIZQ0VdfzGVb2qDn9C5N5RcR1Rg285tpyD6mNbFhN5r2lsIuv243vVNj4v6dVBlH8pyrlDIDvtZdyeDu+aIYmS5ADU10+OP3UIxlZzQgk1fWwJkpNMbLWqPpmcgxoq+8T95PXyPuaTCj6ReljWjFzFuMjr9bAq+4JYdbf5WfYFsaoq1frd2lQpiT1hV69PV6HBwxEVtsVWAyXHyKZVjZB7ApPEnJTkefV8GWXkqmeEJlKFVZI1r44cqfDHFv3/+L1G7h09lUZU4bvZ+A2OHKnM6QUTepVVs1YGF/DR6gzeoI+snrCaMbfeVvxsa7250vRN6fY8YB4UrVlT1D4xsXoMIOZ/84Ls8HgnntS1R/GdmMPUr0IDwlkV53C5qjxyoQmirUAhEQpPI03VeEVnyBsr62mauCmDUmObdTV5xFfJ1VqOufgHBrlzIZL6WwO8I+J0zaeGibzDmUyUeDYn8X+TIwf4vRMPQVYN93fiJG7ukDhKOBMsjRK0XW15RzkHb8oxYp1gudSYVmSWV+gpct6HLRHit7X4eTzYWny6vQJEx24cyCrzhgKdOagRqR2olU5+D3ljOnW5zXKqmdizlfuKPb0+b6CXgK+Z5PIHNsg1EK0QwdpoTnjz3Mo42RvnNgvca6W1Ln72LvPKg6xlXveBe0306QVQFfRFv3lODSqTgebeOKezf80f88tlXF4zneypFSvwjXeZTxF0LaTKbVAd00u1EEAiWjhbL40mZ+v933S6XoRc+yF7/J0IvNbT9tREEQVEo2TrA/YkexQ5Iw8UgBAYKrtl0FxtJ+vOWALyO+o7toVJOTWesWPNB0ZMH+AxWJ3VoSy2xgN3CP0fyF13sz5gvmWPIhXJtpFabQU5hGfPgyocoBPwd9AU1MOH29OPgyqoZ94/OmjQ0bLB9oTj6XbnDIWahecO6ieMVboelE+kCiuLFWKILSTEUha/TQyJNnJvjKKMpAprDqLk8iZNRa1Gd+TM27lV8LUzJezrRnLtLYUKCqTdK6yAqjEp3RticHZQ3hiLG13FjqqJNDqn0iCx0ZfgYD5knMy+nsUA7nbzIeqvd4rryWWc7E00JIB7zXPSg0Cl0AqcJfbM8K2Ks8aBiWJHQ6dq9kcFRQ4sCxq1wVkVZ2L1b5gnB5DfOF/zRXxUgRW2XE20W5aKGErrVbV9hPmLdlBLJOhO+yXVv0JR2qQyukIvv0ucVBj5TeQVidBqEUQCnRL6lEhzSA/CN3cqsXnIb2pYYulcYd7U1rmE0VTUU5EzxcS/aMr7Wu94qliMUb3t4eJUEbu3PGQMv9gsMRu/goWOPG/u7GKnQt7ItPer+Dm1Mo6VVeqRqryLfmfe2au5t2UgLLXH9S3ZSDtVIG3jYwLyIfvfG+VOxsneyD/ckDcx3yBvNt1pzzPDO/OMV6dvy6ux4P62cmYV0UOA+uNepH9QGEKscOBWZ1Qa9LaElckPySLc/Aw+cpvp6GbQm3grQiZh6DGrz66Y1TY7fXvL2Jh2am0r/C0+/ynE/Ua59sU3G+8bd/Hn618d/xDvoqam4L0Ng2fnjnId59ybM7hnu9QJhI+gyU3IOo5TTCMnvPrrb3xvivm55XDyAsK3VJzM9JUMRs4okMREOOK2qlxAagCWHGQg/AsFI7FgCP+gGv+oy/iHJhMGapOaSQotO6CNZOOAfj5TzxR82xefOTsdpN1/NWP8pHzMyP7FkyaMGMdszhrzXh/PWe5R0a966/KMGb3W7FxVVgQS8OL5+M2PI3Z90ICasmTP+k2L9u+r6DETKM2p0M0VX6KqsGuMFFJRX1PZIElSmUeihP4CUqMQO3TcYcAkFgxUazSwqHJwRw0HUu19PBYh1kxsUpXQf9bIKSrsQlLbqOCMK4uLQUfFga64GN+wHMU3+H8xLcxnz549ay47yyPPtDhDzkCprVbSF8GTnyeFkC6pPOcv4f8iQOAT8Me35pyesrMlvq9KbTdiHC6dOBHUbNejL9aP3L2HR3nJoJjln1v+5G1MYj+bEaKGSaMRbevnUWMWZgEE4Dk1lVu+ipe0eC0iT1mPIkQNZz97i7GXgRovcTw2yWgdqDb2TYSo3pLndrk2I0eqW7W8zfsqnpi7tufYRVWf48GFUoVk6GvCc3cRolKk3YX+fyTPZ6dOF0CAe1WT9FW8nTXKv/8zQlRXkptz8P4yUHvZv88DZkvs30cJOAuOkr4PjYT3HdlhCyCgnQP761W8o6AOjdrjLDCL/S+8KztgOBpZ7IrRstro9n0yHMfFKKH/mLShHY+FLmT4V97eJbXJFfqQ9LcgZzds/S2EDhxkHOt9dgfBV2nrnFGtY9kCCKAuO2ha9iq+WuMykhNahlPoKyIPnEks3C5TU73Hh8gHqO+w14fAhhr6flBIY73PzJfmIDfS/aA67rbkePWmaycrSwOr0MCY7PSKdSNOpoaTHkRKhMTBVAIJOpN4+CySH+nnMfkvglcUdB0ervVp2tzZltmYXVZ2ZPdg78dOwe3y6P8Enn+Ae4i93byrditRRRp87Pcrja/09YZvRc2N4HXsaHpqSvLx5Srv1/q/eUgPZk9wneicFksjCs3FPcSeKG+G83qjlMavw6nSN8UeDqCFCDHZYp8FOygLXxuS0eJ5r/VeoYReddIooT+50K0O5ByQjnUWJ6FQdHdZYpVzCBMRomKkYdVz/l9X1vKzYo3kOtxD7IXX0DY+W516AZz+NZp5uPaU8vLwCPegGtivFwej8ah8/zr/XsVXHcpGO8FNVkG7XQdUghTeKPRATU2kighC7O5LkxaM9Bnr2T9N9KNoVxITamAfETJq+LVGyYXAT+wkXADqKhEeocONPQ6V/JdxMoEhrUFNYNqOMQr9fSg/W38f/nla0CgbhKY54pOA6iLE7GLNqL64+hVCTEhq3Aw6SMSHqJ/LXqyhblM/Yg9wf4ofYflz+GvGI6Kv6iJEGYVePvy7JoVUxr+5DNRz5+LSudS31O+YHXNiTLmVchtzwv48QxRy4iFWnmfwAA7sji5Mt1UeV55UsJMroV6iRMij1lAvIefAYWlEgRAMr14J4V45/ircQ+yd6GmPo4PVaIfyh9UWYgXur8kmKsZZYr+gJjXiXx2WQ3KmVoVanS5Lij1wG/+jkRPpcFJBm+hz29ETXuHMVxJS4c/bz4FXjTSIcV0HeJdftAV0qyFMt7LBsF6wWlmFLQ5D26044BzB863sQsyaqsNkzRW90sv6OOi+BGit9T47WOwFzykiOb3STeZKScQdJFLmamsitRa034Lzx99kpX+2btukzJ7tUhNWzRy5JxLfZM3f/X4IX8SP8AH8ZGncLd0RYGDo+cI1i8t/ImtmEe7IpDOtSEScjGqUVyMFxL2X6mqI8I0MAlVG2/jJfoSSa+9tb6X7uDAZD3/umtyPUi0anZhRvF6gIm/TGsuGb3YPrTxTInnx5rM0ciNX+ymNZKrwDYc0skks01b7svhNNT1GznF1yQ2qsMbikskERMVZmUxCl3+tZ5PsbMzazyjFVIlJ1EoqPcU+JmFfU+NbI732iDikG5RVEKiBBdQkO5vYdhYn6m3O4vC61SDn6Fq5kD4ftNj6xULwfv7Gk0uB+Hv+266u6Pqb64rkAhIOOfCHHfCaJCDVDiyiUHvrfekpklvSIuSv4IwSzkenlbmSOleV0RanBF+JjFzW4WZ01UpPlaeMxv/gsqX7P135fMp3relllmFUlmWLZcfyPdkdVh5Y/OnLl7vO7/gWpsKkLz8dmLaRnEEdS9+5iV/iH6b3A/kTqH+TzH2G9YFUyHcHIVPVGmNkJCwQioq9aaldcFMqkbJ2IQJJI3ALf7Ir53yHLub8h/jyTPzh8CMd4vbm53wyvJMvWOLqTurZtldonQlZ2c2b1C1/MW3yoIULBw1bCGnB7+9I6JiUBKanK8BlXlJSUlK73A9OTZwxIx7yC6YkNxs/NO/C5i3vb9yCxB7bx6TNSS9a/7foRssLTK0daVXi9lxLX1roWLmfkr5t5J4Pdwed23jJqNa9bYFYxVPZw43uW1HTtxL3qOitG/EW9Mirb6a1kjf/9a28FjrLNFX31ya4h9ijTuOI1uqYVCP956rQ7XmA19kBs81rC8KHgLfgg7jJ10r78optvxaiK5KdFOpSMbcqR135BIjVaMR7RDD21DHzxXg96WcsbY6CUdg7djTmzb5362p8Uij0frvmxqyuojaD9BNkS0iPiHfpKMhj+LZdBYcLuL1Fc0HGVUDMxruBKJj0PHoX3omHW9+JfU9ttepvyb+MirqLSv6FvxP/RCzfkoXFNvzehofu9nHKJNxL7Knd7l1lsIZjF+8mlxHVD2K8JZMtsx31JQjDvcT+l23fid81NcF5ywm454CMt5gLyzVHNAiy3eJ/kG25oIfeaQpKbfnFt2O7JLVCJ/6vsi1i+ZasHWfD7y34yUbbanKCcS+xN3tju+7sNUyyrWs7Tqs+jUIndweNjyjUGPekVpE+p+G1dTqtCaqjDqj4mAMMHHdFfdXekeyQnvTSaCRFLnZ0i9uTjcy6tl2J0CZ6uxTytj6gfyCxG/+qsRtpzV1cb9oiOv2qE2MX4HnfcWPXyh76DYTKGRFhobnhT/g8NBdQhub4PL5OBRyFn168wNxRy3UESGp9QM1k15F6CYNCo7BHsSXwCApIGhQa2LlnD6vzJfjlz/BfsKCgANQnT1K9dzccZtB63AxML9obtfsBwepu5ZnyaLFTQc1n12tMZjg6aD6ixk4VNRzPXvJ6zkOsST8gnLqosW6/BqwcFNzHOEbJYdX66xmYCj5Jnr/p7D1JuDhiiQtVWDP5S0leRqR5ce3nCYycowr821ShQ1KuCX62bZ67i152jfhXSeQ46lVgqZobqoEiZqd9zVDl+QLfmumyrzqofhbjS3uwjiitTDGJ/QSkPZAa+ZJ+ejVS+/oZV4ck0/XtD7PWPIl/vHZwVTxXIaGREjVGupopfx0LB+T/bI+CQ/JjqkC38aDZG3sqgOjHO5ZaeaUjX1snhwpPXqA5m73+prMkIlQHkvxnJUiHEr2ratxgGc4U7x0Jq41Kh2lAR5PNOMg51kC4JbWG+vKFOIsZQnp4h9TIAUeJyerciKhW8eWIJw5LvRAl3IcizUH1kPy1G1FoW68Axxej6CtTdFUuSKmoMKCEHuFsScXYFV3CxX5sjnqFr68461m1Z3jlaSRbf44cVIffKe37c5BsYtUWHf62gi37Jh0xlXVPled1Gjk8rSMMWsNhnaOVyL5+YOfTyl4/Ar4SK+kn4mqPse1oblWUuSfHn1btKSKeXyV3wFTmUWy3wPDzZXcTTPkzwYW0XQhjy6JQQp9zcm+qu4NO5/ww1budWwaR0V5rem47gGbDqXE1nGSczA4nSwtwr0RIIdZcvgEfGSdzgM9ScH8dmYvieAIuFXmOClwEi8+eRV1tdrQNpwq7rxInlSOchKGqo1V+VRzxNdzYEjIuycNSn7MlvCUK5G4SUq8SAwY99bk2tnWMHpe2WD9kEvvpWdcWncsWM+Nmz+tE+oOS+2XMSMXvyYjcwapTiPUtCrH4RUW72vwK3rhmlg+acPvLGbgsPx/UoMffFOz7ccLBP96L0UckTpwQHUKzWL/ms8/WCnXVj5ZvwRMgY2C3ws1dRgzP4PWzN0KSjuxR5IOCSC0UKaRvAjIBhlRrdG0CpKuywl0iVaqUEKHTBpEi+0i58CenN0VKOu5KGdcDP8P14721rmf9oD+VtCZ6Yud1w/vMSOyIV60ILNlxelfgx5GTW176G9zWNl0B2+9OjKpflznvro6LidWOngC+0gbGvKODdwRps3rD0yVuLN7FynFwUZACT3Dy4vmzBiF2AGtGLqghyeBwYkDMBTScPyfEwTTcGiah/C4s2HT9g9XnDlo6QgD4zBvRrfhTXMKan+GdydeLV1zt/Myjb/zAXhV3+piRjLemK3nOD14Lt6lHOLgGTrPmX3HJ63ymUF2xVl9GzqG4izX6OiMYZJxepWQjdFoNR3hpimT7t44bk33I0rEYCkyw4Pf5H+Jv8uIX4xLwGavLCAuE/TPyR4do6d82c+BqOZg79s7EEC88WdIgsinR804iTW7Ix54mndHfUBtRU6CPqSbxiVnDnbQ8fp0sBGiwtZQdyJbwMwKuUgnnQ/u7GXxkrhy5etMUyfmolOzATw7ic5grgMbtMQzCS8duaYRv6Qdsg/rQ6dAO6lt84qtbcKMHvkhR8LhwVPynfdb/dFmomelnLZWMlnxCaoqlpIO3Qsb71jwIvZylbFkBTq9y5fSS0drYmDi1OznRgpfCINweGhdgDp89uGPHIei0cx7ETpDMOeuq9Y7Hd+JHz8SuFgymHlh36ytoC6mX77YDT9tdTGwSqyQdFwS4XsBqNb4yV4PexFIcuUWWtBEgP9kkEfAfnpvu/75ZC+4ZOO+/ohkFc18UxKV0f38C85QA/UK/FZ/DWy81xdPXLX9Zvnxt+IikLv8XznLweqATsZsChJkkcKtqAUauZF112goFYIqUdLrUuaDfZktJe0+dsOy9DvcBJicMfzMqslurz2bdea9ZRmhv6jKee5YcqZE1tK12z474+sJToMs3uLmUG12UEXkEj54Isf5Edr0RagK+YkOrSNIDmjNyIOMIUkqV0sD6WzpuyRzftVNcwoT8TbCg/C6TgK/jksXxeZ1imhd5Nxk5ZMXMYWOCAyD1WVkLKPQKntR6QAOXKvdhkTXSBIxCvawwowRO1TXSD5fN+PL79/IGjf95XwEOph7hB39MbGVo2m7SxBj92s/2r737x7LtyyHk1/I06J6bWrCj47BhmTyczjifWUh6uQSI617ZGBSckasIayGDj5ysfx87eAsHDd+fG7akfBr81+2rEREJfhzonkGb95Pwk9hEXN4xrm3S9DkdYinXo4tXeSf6jzj/sNPcDsaknF4DnkMwfjlj9uzUXv0zZxdmZef0IPI8ECHmlFDL0QSEeAP/zZwq20wbLD7U3fKHTKvnsPg5xL2w3Rc5peJslyvL88dPFmHihD76/NI2+KiUICS/2Cn4wtJvSpfhv53pu25pfdc/ScS3wreu/QUSDm3HFyyd1eZpCw9T17DhXM8Jd2FlSOqWnFFPYq+NGPzTZRx91nyA4DjMWsr8wF5FQQiBRCpWMPsLs+IjZ7W2GYkGReXkRJqYH9oumlz69/J94Pd41+Kv4bNe+G6EuU9MXHrSBN/Y8R36ZSTmT5jqD10vd0vsPeJncB4w/crJ3DS8OvZwU0PPUdH6OwER+QONwb3HILDuxCnkflQFqWLjlxyJWZEKAVOkUcYxhcJVqZEdLncbER6i7q6Q0o+Y03jzC8u+3wYUeT92Smo0np2LEFj/xCnMOPYq0SEmA+lKFOkj3FbWAAxSDU06pQsjm+Tg7nfJ1dPdp1kSuBRG9m4dGSFz/tb/613ubQpGrZ0cNbR5jNpdtpLuVpL5QVBb3+Amv3iGpTcrKQ8dPyYu4I5K6zWIHizc2So5I/kENbHXl1quUpaF+mqpROOj07oiUW2eEbXXzVj88vth2b2HXTdvwLuoqXnmXRvw5ktnYD50ujLXTnfeMj1cOO32r0XrSV31oNbR1y5Tu2E1rz0pROEUVkliWyqEnECuVLhyPrIIkxw4JypCJ1G4G/SsEruPCMFf4Esho3BdcidnPH4QGhYWyprLeuDnQ5LwS5B2GAxOzOby27Tfy13GrN7hTYW70qylknLWLEgm5yMzRuhESjlyKZ+PjKdVmC5JOdZib5nfxHkm0u266DgM9g75N8Qb1JTBcoAyRU9smjOs0yrLn6S6GWduntm6/8C4RZRPtTvJmoCMg538IKxwX60UISpKWFOgEQqRZZzMQEXNwtdnzYKAWdR0y3Rqupn/xT//gdXKnmFLhEwaSHmjkOgb2zwBB+wZUl2Iryd2/pzcYRevlot1h3v+w3HMuEPJ6X5nXXVe7fHn1HzLOYLHXKuV6UPWqt24r4/M9CHFf7hU4ZXaUbgfr51aIRYG3pmLdzLjxrZIC23id9bVzzsBt4JxeDIC5IEQpXFAo2Y8Lp0wAdTjBRqPUtMsM3hcGlitTG/WLGSCaa1OIqU50LE6fx2nMqmkKqY3/vGQNkgXcBDfhVXu+E4b4NqBwvtw20Mx8EvO/Ol5WM34G6funbS/c+ftXdaRe4GtD6SZwnyLmtqmHXinXlyX/B9q4KSZ+O/5Pz5Lbj48N+9CTk/Q7Z/VKgx0+/8FXfH23V3DgscMNjPR5fXxi2l95tNLy7X4J8imV5G7B3bhFFIXpiB8fH3hg4xjNfgHy97QuK87iytfKKeij5Vn/95rjm3pl4fQJWItUD6TzsQId9nIbFeQ2FUCEbuaSceljLM+qG2n5i2FIqCr+Wl9/RrjfHrfNK8+gX5BwUvXCRVAIfpeKeuEOpk0ayn7G1uCGpBoks320hpdRZOL4kgxAiceCWF/+/QoNmPDwR57j0ImpJ44hC/o8eZdg/uraI/ye6qMcZ/sGJtO3cKffX0Luu98CL2//P7alzdhSl72py829ZwyuQeiUHdrqaSE1MPo+L1MpfQR0h4+UolYL6lUCDfxilioIk0amDd6KAzLHzlsCC7KG8GEgTpoVLoUT8dH8WE87avD0AbanRnbdCxTRP34tGj69NkvnhVMnjoT7l2cvGCoT0ws/gjnQzH0hBHfnbg4ab9xsWCvpFgfsHuYVqger+mQq7DcI3RaXymPikQ8DuyrCwXSDpPwmsdmVIf2v8V36BD/W3vqJqiDmseOUU9e++f70+YUxSW8Wvtk9XyXAqaI2om/yUxNzVyzqntqKnAXJy8wtfHfP3V92/iyQ0umzSpau+g7o5hH7I7zJQVsCXIjs8DJNDKiWUWT1N8AMm3lXiUpwNc3bfkL7z5x5OBRSD31AyxvZqkX3uLKkB6987+OxvmS3mVz8y9fhDTo/+WVgsFlJvpGvVWFt3+Ys1boC5fPZjMxyI3csSnAqrRaRFj8OmCzcemCLef+nTujoOjlmY9hUEtLWy7g/u9anM/8Xn6l9boVLyzL1uZ2Kd9LTXPm7VHRBrRa2V9ZM/IguwfxUYKIZ25nBfKzqmQj7I1A9tddnTsO/PoUvm6zAuEW1O+2pEsivpzVMXL94o0FYbmhHP28bEKkK7nXudIKVGonjfyo0xCXurivkzxWjFPNx/nM+2wJ8rThofHV8UqtUqN5gTClLJlxkbvM+0Mm3Tg/Ape+v2eC6AeE7Ozzw8Q8/Et4y2etjIbWM36j1L+u3bfG8lBS9+BWP7KVlSYP2LXql1kZQwekFSzsOZbU8uJTbB+yf5GVS/Qep+DNHZkrK690gNk+eAYeshBfh4D90LLoDF4eXRB1cvHGPW3H4VOUGc9izbviB+D7eH4cHFkeIMN91MG8XhhgvcfWE+9nIw4Mv2oFu17YyCrMK9u5dkKgj5ytF235Ec+aF3+n/bM7xuCmiTMmxrR1x9frbF36BNILWs3p+9dR/dz+XYaDix7uYKcbw6aC8xj/1lEh/hFRvsZQ/Zj690cNuNBv5O6J6dGhbmGDciNDQC3e9f6AiWVakQxYhXcj4GQz9/QCPizZv01MbCrOOFX44Yyun9/Ven6+WYOfh84ccvTwuOKpmXjHqIsn/KEpPtKl74G13SKCDJ4K7+7TwzfEGuPSdn6Q3rKjus3orQRuFkLMTLHGmFNwTuQGAScYSj+3jIP3cG/q27IfYC6ex5pf4BaWl8/BDf6Ez0R5xSl0KwmFGhHvUNwRhFufePapQSFoP2QLpLca0e2vZh7+EV1HtW2ZCb0lAZ6B6hAcQqLoeLj3vrSLzHDlqK6Zpgg8oezQ8BgPuRNrtsXvgYdHFbPr+H3I325z0FamBQ0KjXAXjokqDo+/RAzEMbA0pNGMGdDo5EmJa7PWiW4/95rp/dhphWx8++NiPvAuTu3TuIOHeL8tyQvKBPtTprFffMwR3Blfz7EtM7oVc7osxn45CTZLY+sDqoQtIbfe2dYLj5nIDhXhlA1pojyoEt4caOR+8iTt6e5BsoUb2njWc5oxI67joQnsp2dd/b3iO93FqYNj3F08bgb2DIgzFsPlu8n7UrIEmCE4heAtF05/2AEyEj/jCO5cR5GhDgkf0e3nuEDcmVnAnC7LH+uR4PTYe3H6H8yGF6K9Zb0v+Zg1kx1GVOQK4o3y60TY8UUfif+Tl1ANOw/UQVE9P2+oarMIX8CbFrVy94IA5yb//dm4PgQUR/lSRayZ1+HdvWZhy6i8Tps+7ZQ25TntUn7/88gL+zrspoMs/3l0Du0h3LdZyn7JaMk6EOHLOGOFteEu3McnxOwJdGYfv41kmnHZlF//SNaC2tU5pEmr9qMDQT2/mS9VxGh50OneOH39of1pJFJ/pXWYj3fncb/BScszz44CXN5ur8OaSRcPDslcpRKyi5C4pqgAxN1WZ+QkdfCvwF46bdl45hKw+Ddq/bas1L55MDWvb2rmdmo9cwb/hc/iawd27/4MgqEFuD3/s9WSIvP5guLigvPmoiWt/hTtaNaPvUq0nCtNNJFanDwfGb/sdZEGvZL1y1mGF+Mjk3MggIvYCEmjiLCtO8KMxE74KX7v+BoYyjPz17RCesB+17N+nyNAyGqVBJF9ETmRI0daqXChjilSJQdJkOUevoF3RYS3Hji/04C+2bsHvYKurLl8l+UDajCl7gpU3pJebWKA2o9TqXbCHaDsYbaERM8EmZaCuMeT8L0JODkQLcUenh4X2Fwj8ccZjXVtxrcWIvgfReF8CMLg0do3afoCNvO7wFZ1c8uGpkX18ZHJbtf/imlicaGjzJHj7O5fJ/fKkNCyLbzMAcccL8uEUHwFzkFLSxoTjvdDJ+yJT9FtwRnGmqHoxX080IzH2901Smxho0lj5EwSDT+S1KDgpCaO/r6844ULkL+/ix7PpYd99RVecqAY9t/65eiXkocXSo9+LRXWRHOcwsxjzbyFIeod8cpBQSCCwCjgp1QpmXkr1v73XfG6IHCXrexf1KFVfNqaC7DBEsKE466r8y98/GL73t4DjzXtPqpw6JJ52ePuwJcv7mNNw7R1CFAmTmG2C3DYCv/bFGkCI095VZ97e9C64u/+W7viQv5q3JUJt4TAhgtr0uJbdSjqv1LW9NjA3nu3v4CkdWkN4c79F9h4Z1z2vCVDC0d1J/fA4xTGndEhT4QqI2kCFF+dCIc36xn3DJz3bM6MKVnT8Rf0MNxP3wX8s2cltPl9s7Ypnr50wV/Xx6fLIenCQwm+srlT/Gj81SV+/CiczHgzWuRHxveRRfjzjAoCo7/AfiDhbLbCJWa8U3Eq9gDqj+Ul2SDtosdj6WH49uROifjA5yPCIzOP6QbhI9DtqyRjgGnQ5geShxdwuVtqcu6DzoGcIdTbd6swTwaEmHrsKaEylBd1zshV7KBunLB/GhQawTrlmHrlOtfkuJP4GCVpr2p+4kgD/KApHD43Y37Pni8aGwe7JvpQoSsKRx82J/imp5+55wn7ckec+qDY3Disr2uiSYCZZS1ljKLeqJAN0eg3CkFlDcke8Ns3Y1yw+NbZGbMaQUPnyKi0oabQ8KgR+MByegEO63Nx6gT489bylbn5n3tlRMX07jRmXEI3uPTixaOl8wVY3tZSei+jJdYnD8uH9hfhVIFC7101aQ8uTAOIWRwX3mw/vrSMTsY9e27NmQbGXZntoUnTtX5NEj6G3F9/3R+fWTE2k8muI7GSyrGN/4+274CL4mj/n2d2905j4zyKWJDj4MAGwnGg0hQQ7AqICthFEcXeENQgFrDGXlETS8QWjRGN2JJoEjX1tUSjscQkYknRFJMIN/f/7Mzu3R4cqO/v/X8SRd3dmWfaM0/9PsG+3r4GFtNCb1cXyoDdXPmUrfM/JP37QmOf0xcmk70pc9gNO8Vt/unEudCjZGhviG+1e0on9x4R/Tb1ZLdsyxBDLY9WpkSrjElrZkujUQvU7C/Jlcz6p/EODeHXz03/mBwjZaDyPzH85rSx5N7DydHtgI9ahZNv7MnPOXFQKC3qmfFG/g2oNyZtuvnm/k5r2JgOISTX6NXpNUZ4484d4TLC4r9zPWWsXPpErzFyPe/cIdHiG8/bCEx/7IcQ35/6K5m0L1ntNCw9TMf3JxPukAmwUvx1h/2AqWQpTAXuOGB4iwwh5DjC6H2E4IFQynLLgNPoNHUoS4au0LbLd+AOOfgBDCDF5kZkIUsw49EahF6brw6lOEt+FOm0ZqSlyh64mjGXuCKFg27yy+AvlUfa/Heh1M9Gaay9hfrvPBjixgtorMbD9wJSi6s6AB+9HMWO/YM8SrI8qHVcuIIaoKaoDQqmt0P1qFHVkc0PqxZDiltVleYfJJqrg5Qyt3NMLsJoi+V+rUN0/zSy5UdWyfClqYr4x6r5yTRbsmqCMoe2kATVImlfNpFb1jrMTaaNf1YpMZm2XE1GMq0jQhK4O1KOpLstO9th5jM0rtx46fO4atvGaIPlfu01VXMIHcyLIudO9ZGD7G1b+l3VSeLQBpKgHkf7qSfey4qeHI5E0Rm/p8qIbF1VMzIOrSQJKlHWcEWNUetqM/8c9u0oERDcKhHhIDPTy/Eky3ig4Q5q/LETUAXdcpHs6ldigP5jxSj6H9TUkAJKXwkOVY46fUXYTxlvDlsuIoQnqMMVeOmMjKXgR1ytrOh5nDq80jd2GOvsm9XgTjysyRnlN+RTbsu9i3hxnSwpkLnGhLOO8qhrTrgbRrt/aRxv1rHDJLOHcofVJtjJ/IzFwoW/oJ6RVp4wB2FhxJY8W03A4wopxuSlMJtZTw6C3z6X+nEc4cjGw0vjMUqxfTXGc+pMOq3eZBT0JqPjeLeu5grMC0uXkjlLl1Y/uno5ZNeGDRsQz8ZHcWUaI4+a4jnlmieO41W/eHrqd/OEaoJWKWo0bDx+3DrW4JcZq1ofWvNYB5StK/j5RUMtPHyY7Pwvx+oQ65uOlXhVD/jNhiunIlUaszfyqzEu22QMVet9jW6hXLXD7rV0qbD9RtGphN6f1zBwrvWGc+++O3w42bkBVRm7z4vHXu2epks9pIaNzSYAJ0qM6ZXWXG8y+up9jTUOfvO6smdDax55w8N02P/FmnMOsePpoD+qHj/euuRUtuhjecAH8pEUI1/ShnwNWtnz3lBH/e6u1OXBB86c/4g8nTtewB9woZHjC1qTB+NhKLjOzyQ3yUAusN3FDibc5OnGPWd2QOPJ8b03BEBYyQpyJjOmZ4/OSJDuWKO19mwl3G0Fv6iKu/2lglfYXbnTJPaABKn20G/Wekn/He62knu82uWrEnfb+FcFJKeVk6AvDZbnq8xR5RniHM7OdXF2TlWdmbP0PFWel/9qVqT4/1ebkS/BmQS96oRw8Bp5BuMoTjur+av6m1aNdXNc9Vdr0rlUU/l3HwNmtSv+C8NZXgLPajsJb0i1nXr8D6s7cSady/+owtN6PP//UOSJy6KDBTTcUqZqI1yh6IF6F1tMhqfWLmKDAuuadBqjqs1Ea0DGYuiFGw6uFLABSeQAnjMRhq23RmSQBGukxqIZf5NVIn/xJgn8ST4S6VArhAR9fdB7anRyT0qXoknUZozgJIW9hfAnx3reKyNOEF13/RnPigecfs4HV6ePGTPjzsd5oOaHkhVPHvwwp2PowKNboHHMrIG3929afO3H5dsOrK2IDw3BIRBIviHX+3d/dcxO6TZ5IWZnXyt8dY3Qk92sOsH/EbOT0fWyMIprJepeGmzSKs+jjQgJZ5VYgDK6k0RCZXyqoVYJ1Q6YSi1jpi5CiB9SQ3uVcaj+skm8SgAqqT0OpZBUoYzaNFjmRfW4HQ4SHWrG76gKu1uzTlHh4zABgkOJJJXfxEdSHaNN9XgeDgh0jOuhrkpYNbpHxW7HORk8mze1Tpq34FedOXgRuouD2SMHX4T44mgGVRlU/qZzKCyX5jDwlWYRqkOGcTCT5Ivq0WIczaaEZch8JeqRqDnFDXmBt0S2pL3AaVIxRdr81XtPhGw5p4D04evS2AW91D+zZGukrm0eCLnzunMLnpGx/cHZsOtRpy4LRoBP7yAyjBtPzuelzq6Qs5QH/bp0FeQFXITgKXE9d4G/6uGn5Ki23wx+q03nf4sk4HHCZaRBjVjflQKYJOPF23Xd07pPp77pZNfa4E68pD50xZHz2gV4PKkd1Tif+wsOsJY5ZgsWTki24Je2BL+8CfhlLb+MltpbJFpebJWubDp9ZVPvq1l4xfuE2nZLJdvuK1p2X82k+9KWXGR3374UVrGoub7wsrVIpU5qhCtuLuux/1e84iagg5e9aDtRyl4Wsvg2JZHFGX5B459oXKmvQWOyYe7aog7UXxAD+c+EJPNJcp0h8DZqMT9Hjijd/zp49jK/zoB4K3ptCM+QokkxWkuy+D9pXhD1uANmLicaWQPWGNYQxP9Jfv+RHCW3wGn+T1cXLCWfRUXPKOwWcQtacsfI62Q7uX5gvbpXUcmy1eTHlckpE9JyKyaswrVrwN8DPSjB3+CwXGLcDoDvJbH39OAQ9I1sYoUBHWLvIVnXrFWb6lFahvev1KSq5L1qdVBVrVqiTH09xNLflGWvvlEmvkIztvskPVSdaa2BG/+/qYLLvWpRaLtKuB++eoFo+3q4kCLVKWU6mTqzJp1MPEDV6GSJEuBTFbVMOryyXnbl/4NeJpL1P9LLnNh2+D+oZlFswDyKtLyjQuoxyBk1ZTY3kAuI6jxp0VAqndkVKmyoCaawlNe2Ltkd043MIWfJL7u2L9+3CvIhGurUGrn56F1/fNW8MWPl4Z/MX7Ep7/1uzslU8u8asoNMmH101gdnoT2kwSryTr9y87ZJ2MXcMxUwoO34rM0eSGsoCpelGootXraKImXqL66kSHpTyl6moCKOsu4PZiPJdGwj0YOO0zvw18CTQ8QChl+O/A0edoe4nCV1W+ttX/s/2Um0Uv+vdFD32Eh7tZrhZRLtsv9qFJ0Tl0ozYvBU6+nxqDIpmF9Un5yuv6juroLCnXazQlasKCjaXLWWXcR/OStWGl5pYrYpyHu1mXmkoJ/VHcmkeLnaSpVHpOVSVsV5blsNWxWZKGmmbXWSr79cnWS5hxeVIMGeiv1ZbVkZGxnWeiqjUB0Jl9g6Ks423cqaKorJtA0sWp4o+7oqhheNytrDCwdWV7nHqh2ZjQ5LKEI4VZ2prL8sH6ul4Pe2cnmex1lXhrO0QQj3Ea45+m41uO+0fUfRxSUwB4QtfyCE09WjEIfqy19ZR7cU/A7ZzdvzONuUIWz5CSHcT7ji8NvV4L5X8S3t9ZD1Wxl3c8zL4G7Ku6hm/fucgo/UDLyZbttHL4+7KRPhWK9epej8BcCbVv/vKDp275pHbp3Pmgf/pZJX1Dz6DNueV/qCdTWM3EqE48EXKTuvbvT9FWvP8BbHSDiaLV4CcVGe/RohF3Fr5emoCVNztrwDOMvnFHfxOsVLaOQIeVG+0ypDL0If5ZlS4GuOtK4zG+coOs7WLzVK60zXPNAQu1NZ00jz2LRj9LoVX7KJw1Ha7qiqA7U7x4qRjlbcM8x3mPli3BsrU3LkNVytXMHq3IarbeeXQxnU7/8i3BtO6rWqx/CCrceaYG8UWE4jpVNbA2aXjQk6GuRcu9WrbpTr5MlVxjboahihtdeqgzyo6NHhKGXOjFE380UJrzH0VfEaJWDxEJP+1SAa90PLljMyfArmvyRCIClOnZYztOkCn3SEUVvzBQmP0fRq+KE2al8WRrSDlc6XQAokf1uJZLh55gsSXmBDG26eYCPCip13Q+6FgedNUoy1ufkCXkXxAL1rwgPkbK06ggAssXbgGPevPNNGOSB/ksBHCpdp5g9NShJM3qHepmBflaChf6DpC+LtpXFWu/KRBxaSCicyArwXgCpqD2kP7UZDg2c71rzTc07+CmwsLITgsm2zBqtmmwfELT05rUtGPvCDgws/eVR8dVC7MOL+6cZp1GfXhSRwd/lIcaTMwir2G0L7ZX+Q+2XR3q7c3e1znnQiJ6DB7LKUYrIcXEaUlyyc8VGv7PzCQzO3btmy+et5ozppon5qGZi2a0RATNRjf8/EN7bueDM9qnOP9AvnRiSgF9SCkkB/bbWg2tpcP9ZaUFa/D6sDNbKmOlBS4FPVOlDtbQ07qgMF+yT8myKSJXhRO7SU96r3Ukv2I0+N4EWut43ctmMhuQ5+Bw5iTLKEWu8lZCSUTxZK2yUQD9lW2Ee1RyiliG3tEBKYJZ+mkBhka6GM1kBBTVzV4tS7GoPskRtUe/oNf29HQeNWZ1t3Cpx5RoZwAPfZBZsHJDxJM47oFD3evMIG5jBlYb+hw7yiVkb1zNjReK8E7ICdnq/PH5ayNGliB/ytAuABo0RLGV9KsUDbsp3oKaUzmBh9LpQWGslu0JvYpnChKZSeLs6efOnOFQSt2Nmry4Qb2+cfjgswfvtdcNte/84ad2tCl17kK/NzrIKTf84YM2bGnytGDHRp0OfKxqSY8maewfl7u7U0lKenbH48rIHLwBGLv/vuNt0njJ4ryIeiKFShJ9RN5eLsaQr2DXWtnpRb4xJyxkyG9yePyUmojpBhj6eM7BG8KSnv0qW8pE3BPUZOURICyJU8pjk0Wrp2vnIuguQb8ORPsSz2ipOyFwDuwdCWLG+zkUa2+LM4ei9yn7vLG5CbXVsmUKlpa6Hi3XLX+5yToVm8eSdubkgji7jx5psrh5Ts8ZeT6G/i0Zh/+Kl5pXoxssWWjqxaWx+0Gp2milIeA852cRxurKqTvR7+X9bX1+g0rxbBcRec/4voDUk/JYOk2qf6yvVzHaO1KpXVj6qCtFqVVgdIsVR/JYOsNVCNL6q5Ww1e7AuU2XAHGMTVqbTllipUCpLeE2zV+WquO6EIiapZ+dmgCI96gfJzWwqYEpjuo3pi1fuqrzvBKWKiHCpAd+TQp+p0n0XWKCe+0hz4v2gGXERZRe+l1hvEdTIGvcCFv12cCn61Ya2n/2up0K+rzzKfNrVeOCcb9nft0X141+5WfViaF+o9qm5WqsWArW6aqgGnHV7DxA20B4SFBBoXZac/11iTRTzyNU4YNADnF0xPnnym7fXlGuqyaHQahxPQDJyrHelE1kvl/VGzXUQKiXuJ03HqZU7G2Q2V1r/GOiRSTJzDkbpJoW81jpZFudmwJz0plqMSyVFXGcUxEs+3A3HMYLEIDG9yuVQLsyrepEnnUg3Y5Ht4vgOcyetSTfH+pA/3J8UpaVZJMjJVFoa4PxXij73QoxR0hGirfIMwWkH6qN7iI1ELFFilfQnFxA7ExMW+T9Vbij6F+u1btO8ytTVzE36cGlcdCfB2nle6b9NehYeY43DGwGvmUzaamlvKeCxsoR4POdNRpsmWe29HB49tdASx9EBl5+C9MHkY6z1zG7SXEvG3y10isLxFEuBt3iDKsQ6iKSqHUdhHTyAWC6BOprXXmogyrL1g6mP3NxmlT29yINpyXW3iKf7Zhs4HnhS576kNmQzc8w/fzsYNbCLqPBteH8xkYH5WuDLsZH6y5m3GQ1JJljqZj0L1UROaGyO7oxmQko8SZ8OGyEFplUCMTEa2GbjEwPBZeZGB/mH/RJvwT1bkDfAYk/Pt2ytI2YyzR6YvHp974+KMJ1OuX5s5FnsuSB49YcCSwuRx04bMXtB/XHrfeUsHTYPEHza/t9n8ELtuKnwTGtxbt7tkS9GRAyIvQJaLwhnhc1pttrZ4tkDPga9a68sZQcfpOH0oBaA1cvA0cgJODe7t1P+T8VwMOZ1HVt/c1px8Jgp1mVu3lUNP8iVusXQpmB6b75pPQk8yO0QoJc+hEYlBGA2zXBAG05qT4p4z6D01Tm4+WOflq9aHGqwYL6FGtaubYPAVD7WWO9E7i6xK4abkE92u+cHbBnt6ndx7DHoeWuC1rffEYHKzdkMS1mUQiee3tiNO5Hn2AOLbcdDuxt7nIQWSv7oTG7FkxPtxfj4Vt30hVDzrzmQcP0T4HKmoT8Og99I4uwFn7ZBBEXJ6rbwMWrzYtdF9d/z1g3mh5HEtZ/IkMEqCI5wy+KttfxzOL/y3b9yX3CCefDytB59B2iScDArQm281vRhA8nzIUHiwFvzMq4ucYKsoe2ukuoT1qHWOoT9RgZHfVf7P0qXgR33Fd3FeKZ5qXlpKZiCMWlsu8seFJwjTzFW9i4+ecmU9aHQmXahRbeRSEuHwh0/JdfLzNniP9OIu6rfp9fxHeXmkoOIY5JA+eA/u/U9ICJP/25E+1JYSLJ18BbhEABgCIJTGkbBcYenkiBOk96LZwh7AO60t+HqwsUP/0IQBq/t3DOm4uXXXZSs7pI1OvEVTh1dOf//EmHn+5G/9rjNNW9279Q702DdsQE70gI8mtfTu+0WHkMGftg8wjae5xBv3J3c2xbwVmDfAw8UzKGgV00/68Ig30KgOmSplrFdzulI8ypjfr6MxNntI3hu4+fDmVEk5kzpzVljbqDDyzYJWXsnrZtzEo1UPPzVP16xeF09z5TtZLPx54bI1S1mj09hyu71EDuht9HRz5c/PzL1BykIS3ug7cHD/tUN2NamIhhal4P3mFm71/fWbvchu3NGp76DDBwYPmNhnxIq9G9ezuQ1AiFvHR1L8TmfavLVxqx2DW7doFClLShzk37rLxtBf9Ytnbjk4NQ+fmfSpH3kLPuzca2xKcOBi4+Ie0YMzZQzk4cIJag8yKjBl6e6pEUyWotzqgkJDhOEyoOzGjTVBybYj55VwsjC4lNteLY5sRmlG7WYII1dLmVAklKLG9FzrWfAYwxehqeaSZcUomHQyfxaKsl9z7bOMfEJ2Lu+obTZ7NvjhTuCXTYaazzCkEXyy0Qe9DwzaebBX39l/O5XiWFEaMJ8sa9OUgoyIcy3qnOJ9oEKoNhMmuK64LjlDlpGN5BNcj6achpefo/ByiENrLWv5JyqByg/UOq7Wh+o19AS56DmdC9VYNTq1XmPkn1Q8Dd4SfJCb7bPFx2frNlCRuefwOrKHeEPEzHO1xo4VSrt3Z6oa9xn9wXwencg4Xi98jpoiT+SHWiMEnKtGp7ZjLdZTpeUMvmrpYjCq9a5uvP7S16TTON9WBa2h0XjyZlrPA9s+ifTPnDn/UVq3YznYIzKkmWd6B9PubsOxp/A5abqGjP+3wYYA8rEzmQQXWkSuuP1kc7Er7KzYntx++ZPa3WLH7u8XLs6V3lLGJ0uxWOIKUZwIK7KBvExGPrnQczDZcHfqBCmjNtvgtm8f+Bbik9vfH0p+ysv9wXNOcO+BoStK6JJY4yT1NC+4GUPZ0eo1le93qX14m5SB++zZdnf95MngPps/CnyFG+mjuPXhzROwiYyiMloKSVBl0nPrZ8UmUiKDhRqliDJ7gLBMCo+zdi3Z/9GpE2ch7XHx3HYUN4d4vLHq6uT0kZO/2k4meLzR/4L7VxehL6R9+U1ExPO0aU261IZd3I6ADQXfXllchDBKJX2EnnwkasrQNMX+JbOZxhbbzwiwv+qFnhQkyXZLA1fbNdm9DQlR3OtkgsfhfmdH2W7mirrzGkfVxh8qrnJmb0AWi/A1XUeDhAhIMaOVvMBJcHVzdeMUuFpfk63fTDd0LXAm1588wS1+yZwYFUZmT+jZZvBf6z3ff2vtVdMkiDrYoqe5CKc/wlm+LcaOmE3ebNdpYMg6/OvGRgJZ2tCAQOTHXCitw8owYzhWhJ527UJ5GxfaPz5it8v69aQsKwuE0FYRSUP52n/5kycnyCKYcQL+XN/fO9iqC1BMGGdxR1Kjjd5k9NW56UJ1aqOgcxMGPCJfkW/Jfx7l5EDaBPg6C5Jzc823yLOFvJFg82c4FCpKv/jiiy9K/2VzQ/UD3oAasV0OorLKwGxE9YnTaXVaHWcU9Fo+8SD5q33JmxKSzZ2S8eOh1XAwDQH9mDGk4/uDcFezYfM8zXf1Psc9ToAXuS3+OkEes346Wx7wLWktQys3VkuMTZCyTkK1Ib46cRlCGKwaQ9hRNaMwJiF8yx19VnzSPbjlsMUByBIwM/MEOdXPD3M4GlzrNqiFVxzfMGw0KRvYsWdskKaOdkO2LpTjT/X2bWJo3jTVq/EC/z3xkVu7vAddvinwMDVRLe2TfDgqMcinnU96O5W+qZtBxuOleBweVfB4a0bjBXeHWLyzzA+VSLziPMy1PODfkPuQpFhbBCaF4PaS4zz5N8bmXPtsLikXRervZ4wm3xsjcx4HRc7MiQ3Abt8XHT5SxBtmrdmz+vq8vqNIcX7K+PE9kBVP/DLD0LNhbyuBPptBDSDczTo+krE5q8Pizp4Xs5ahdH5aGZAbULDlAe9BcweVOCoaJysEDe8xt/AvOd78/s6m5PEImP5vYT5u+O+aLTTCPAXCdgdBYtFqKn9a3uZD+CjkwTAflXqXDZZX4yzuG6viFcKHzMu++GFBRNiWsKj2+Yv+gekjKDA29+7eHWeezxwxr9PQ2BzocXhQ8rAe/T9I7pa9tmJNEXknaDf52Ktp/qY34yd2CBf3BOkj9BBKUVMbD61i+pd4mJMVNChE6EEZ2Nxj13LGjs6+K24QxsD8xV3yy8zIIAb1lnvkcNH3j9ZQ43425V6H6IYhReMHIAkjukzIobH8LRVoupVSpOgP+/0p5LAFVO5ScV1JtG2fCgfpCpa/Yd2wFwpj1laEV96zCZYyKRdU2rM6GXUnVIfpTeIqhEiogXxg5nzyiLw5Hhq1LsiKaseZOwoT8qDBo/kzyU0wtR81sl0gh+vcXlECYQEb+nSZCE12nC7evCwztkeP2EwrrqZ9f9XknhpZ8umCh+T3uRME/AHXLnJcleTT9umj2ptwk9827zm9ExpP6mLNPh0d27NHrNyfqhMfyXKK6eIyq6/Yq4/cpzaUdlgP6AKrOuUV3moN1sTXXcHr5Z5HT3rfzWVcv4kVf5Hk/8wxtoDDHa9rm0rZr3MWi92Ta7qFudF9epAfxyQhQL0tZdw9PpLekjIWlU2JUNNxS3DjCgCsUO5eMpm/d1bR41Nzx+/cOCHX+9dm3i27RvYNMejj23Zt26F9UMwbkaAh1zolFp3tmLZmc1J8dLelxq4e+m4Rfr3qvHbMQx8b5qcvojJ4I8sDbh8fJSOEK3CVWoHJahFX2fsV9xXN2iuBLMUGtXuv7aw2zZKiurb0bvard+6EjTvHzz31GNyKEjtBi+AivW/4gmPtvAMiu+o9uhqXdouOTyxak9ZR6lso4CNpJTd2tqX5t9JA81aC7GjwdGMLIhTkFd7wd9/6uCh3n42WDoFd2n7SN9JKCwjph+mq4MiOl8f26HjWRlWs3uPYkohuElVFngtzoyUfVhjFOW1h24OaYCSPXbCnycpDw7bO3kfMq5dBu8e7Jsw/9Zg8lEhZHGsKjl4WG9SezsibmwD9Cv7xSZvXpHXcR0no0DNn2BsrhuTqRSZnOUeS8CregNwR0knagVUytEqeeFWRc9PknlYk5UuXwL2oz4wOff1bMubc/RbXteKYuMf7kj7CTOEy8qfZz1JFECcVxcSumgNh4yuUsyikM8pbZhpiIiNMv5C/iBNAp1rNWiRL2RCXs8eMyb79eQbDdyZxxqg5ueGB/mE5s6JDRW7TPrkCkY+/h/j6zlJehNeQzfv3rL1ZtnbPjpsU+7mid0G/0RlJ8xckZ43qJ/FAksAPpbJDwCtnbLxstsZL5mnQs5JoecCP5qMoFp4kuzAIfUE+qgzlXG/S8Rnx2QvWkKeb1oCpAsbOJI+cWoX3n7O6c5f8yWmn4JtlcW2CNq/99x8wkc/aBfgE7V2zfkBaq/E/0HE3IAl8Om+QMczdJAzzKKDlkiQQcz6dzBrWhnxBLrYZRmZBS2QBfMW/VSt/3lDxRdnYruRfUHcdW8YZzV9gY3mIf6+uxmBR7rM84M9QnicjdDYQO3D2NAVHgaR5G4Oag7T+rKszkSMjkryzsoLMm4KysryTIkZGvr9ke9eWLbtuX0KWi51yVz6KDzt8ZXhiRUXi8CuHw+I/GjMrPn5WxekWvbr6ByBAi0kWn8D8qCAZ7xSYlgzdPoGUFZ66mNoZ3Ll67VuEbza6gzvJwk225Q3/BU8wf5XfaKBPk0UxBdgZSVjsLF+EVUOWMa5ZxZsqMo+rC59Cyvh6oX6Rm4yNSZlC2Ck89VlqLA58vclg78aFcQvMP/NTCmUx59K2vKG/iX2RBNqX0YE9tnLPDvuu2zjVpsXZyHBulmxDRKeEKGy588CiJGpGeD8ZI52RhbAVI51j1RypPmlFSmeI8TNkuHRJbQyA/8i6ooQxzxvsMeZ5wwufIYsFF1OsJsa7KVSznnKQMKCWHFyMd9Z3JmWxOA9atU3TgHtYHW5yOTYX4C9S3eoN7hCNu5qH9RflPITwWaEUOVHJUaRf5kXiIHQmlYszPjuDlC3o3rt39wXgPoNMnAq3iB5ux8TNmx8XDecqbu+EhES6J0gfvF6qbancZcagULyeCmeySCYKYp8IRUz+YuMlffi9NO5Dkb1pnz/JzDMM7nLvwiV/n5+4vCu4+370pzV78ok4SfgOzaAc9MuyVaaYdwImWjMnK84KpSSLpU/SPhdYHqi28QamoTJ8eXuqQyofE9U2Yl7ywRdDlhz/NaEZuDczJC4JcAN3vk6Ap2mVvyu4r9yzZ8+JmI14t/mtbW3Cl8etBWIuneSRpnMt7LQJ8+zsLCBZcr/SeXyJfsvmHa6hX3pUa+4a0BySoNrAR6IgexxjdoqsZ0h5oJiKxI6RakPjdr/Jh4hRQMr4Ov6eISv93UgZcNaJ8biQeJidIdxmW5vwZXHrCMZxEz0GeboWxmwwV/AGaZoQWHaJZ5veMwo+Uh9cKqPwu9j4iOxaUpAj+Ziwh9WXFGGlgfuTOpUQoBWkjxDL+pL3p2O3lqQjx9I9W8WTpdjCGFV1Xm217umlCPGDeQOqzeoK0IQ8HT+Y/E66kd/BGQ5BfbzbnMIbzCPxZsRRGXwTrTHvrsT1xBKSPRKklWHw/qLks2nD5icbZi9c3LlL+eY/IZBcbxgVmzG+e7ATPCeCU8fOlzpHYdenW7d16owsJavn5C8inxdlRsb27TBo/9joLvHRSI4dUg3nI5Gb9SRY5S6pAJnORScLJE5SfNVwsz59LzGvWS5KXWPxBRILq8k4+NrsFhGXNzcuIiJubn7n8IRMSeoa1PmHt3+4BkELU0aOSiG/p4zKSKF997I8UE2nMp+3Tc+UEWhFpcPJk2FQRIBklFVNn5h7/fchQ3+/njPxw0scvvQhuVvR6OORPo3A3dUn4xO4d2Pxujt31i2+Aa9tP3RoO3kGM8gi8uPAsOx582a2H8RsrAlkrHCA8lB2GzsJKsb8vDV0tjU6jafWFTn5GvSaoFBBw0YuHCC/z3+DlC1bQJ527vJ8E7hDr+Wdyd3wuNdfjyNer8eFh8dhL7J8YTSZD7OiC2DSytfnLYJZZD75Yx65A3VTMsxTMzLw0owU8mdKBgLLfcsDvI75GsWZV2x6d9DhdaQ8tFV4Xxr6PKuFG7ivH+BtNP3lvy4JNNAFyd/LmMWv9D3+Tvz+J5LAzeUN1CIqa9r2jUingZtLT4O/X1A/W3OKozAyubmvlTJmFhTPQAHJorY4jVWTdqf1dWxmuNwWjcSjFdJassGt60/+MHsLpcwCx9pIoG00U7RRCWncvj1KViC7cewbJo9Ewp6IBPO1WA+ACiR7YR2pfZFCJx1r7SQpg6/yqG3wuvk+boy9KU2W+wjhdeybFkDNLL4hRk8NXkfKTkbE9x+WB1/hxuDn/5fJ/J24zxdbLPwhigndjNpD/YGaQyVwYJVaYQjlD5HjFwMGDWhMHuIWZwfNjeuaE9fvSGTrIRfevwGRXYNIPG8Iijs6K6mf2nk+lPT1cCW/IWUfTIfnqKuFKnXUqxEUEqrScsGSrZU/dKFfXE7XuLmDzpqvgVvjAYMC8OchN96/MKR1JG8gn893VvdLmnU0Log3kPigrrUh3uy2iPzm6oEABVTyy3n5urq52q2Hzwv8clvnfzh3BOBa+qYtrQtlRfR14JYrGdrbs2edgEZatnSgkSF+q7rlmB7HNVBghqtcqpj5JUmRa0C1KjuFjkmFVHNKLO+oUOz4MzPC+vm3QHZ9GGx9UJhiB0qjfV9FldVHZX8V425VUiXXK/rcbHmA7wuXUWNRB5LuL1lrsF1b+P6U7Mcdm5oiKFz7o47NXNxjI2Pqeq/tVMC1SmzvdM57bUxBxTddPLydWC0F/iiNp26jnC1qArEzucl6Kb2DaBQjf5QOKLBT67POgQUHSsYMTRu6ZeVsNh7zjeB6bQNGxgX1kEZWa0dGz6iVHjHDhg6Yv2jgsHxeT0f275awOi2TfNtKNgm8RNhC/al6F4FK0iaDr22I4iCNeMlccv+DD3BTbTMaSL6jY5O6tefCkMs7YcZd2D8illYqSDN0Ma0kgawuglS/weqntS/cIJVHwCutxQ+gsVwQgeSymgfcKBYnUnFqeGfn+k3YvdnE8oD/jDcgV1qRSi9bCO19icxoFhIawn+WLdUKmDwZ3GENuGeTLDKRq+s1J3aaaz34DwmglQK6UwVB/HViju/4HpHeLP7c8oA/yBuoXKCXzrUc4qs36VxUGqlSgJOvSccf/H5IWOjuTSR80+7QsCHfw08nwrrCa13DTsBPXIzfpDHZdxbm5i68kz1mkt8PN2OJZeqAceMGTAWIvSn2tdJSxveUbMlOOk96B0h434zN8T3Nz0k3cN+y2dSMVQWAePyduS5GONK89tfz475d4nSO0d0QIX4Yb2B8kjP4GnzVnA6M/DBy56JT/ToNO5wn38J+M/Zo2dZgKjHfoyoOAlZXmDeguuJ3dUBXB1hxYVU78vizd8nTY5+S36APaI4cg/qshrC5C28wJ+N97PsGouwl172T61HpOH4wuXvUz7eV4Ri5jSPAZTOUjc1bMpJ4CKVkrPxdPm9AteT6BbomwOeTRPKAJEHfR9/zBvNG0gnO4Azxhmd96Ugf/kNmN5L2l84aBBAqu5L5D0U2547NI3FzhvtvvrkS3rPeoL3fkWIAVqo/ppcnRl4WTyGRxhfI0qCOGuJoCDRFDwlF1sAnY5CQ2G/4YXIiMvhKLQNZb4uHXgh1H20ekPA8odesfROh16K0MZPG52l73MSjMca0Q9gyLGVp0l45pqEub0BNX4BiUzN8TXWoNezciPPVnjcgPfU72xgN1TVMwTq9siMXZ7Wrj5XltD/hHFTw4eXseWf2732XI78rup3Xf3b7YDJ73oj8ebFDycMNHjHDkgcdnr8p3037l5WEXpOuLcyO7Dgx3jecrV00QrwHzalXxlnY+U0GDS8hZeFxVqfJP4vyud1Xlq7xI9NwTiOr22QNqx+KEB8otWetG6rRaWRnuicfyGqFxoWTspLhg6iXhJ/LyoM2Mi+EJX5rll6pWFMk0mYp4z2kmoSVfDoimSJt+Yv+IYtHgAtrEdxLhg/C2oo1RZAYtBvCIKURziHT/NYsZbSRBD6Kyvly/QWNzZfjTo3sfJS1fqnkvPn1d1p0Ycuaf2G91VtDMsnui1SOHmApE8ooFjtDmJEKmLDbwlOBbyKHv+k0OqHs6Gnz4DPHY8beXHyY1iT7MnX0pcuZaYOzvvhqTBr5i6rxN8m+z658fQH6fr/+6cAOVz4nB7/LX7dh3q1vCou2FMTR8kUsp5Ev4n1RfeTGUH2DXFlGo4uzSq+TssWozMP+sA5nnDqZ0Wt81tHD5hHQpGTetHFLSm5nj59zdAVvWLwkZb5rkzUDZm3G46LjY9qbozt07xVG92xvywO+HR8l2aad1Cp7nwFiXkSVi7OduyCEb7dsNTHvm7318an5E3Y9hnbkril2cWTfT9p2CezQPih2WYwRe1nQpjdt/gJyybx6WE7PyCXHPPSxnXz1uUMk+6eQJ7hab2lWl7ay6VOjMI0GubGyKHlSjcdKVlCFjXRmqrrPgBVyqdp9SpsoibYaS5uPie3KzkwhQnxPxtO1toQkXSG4wypoTO6T8aSMN5BcWFB+A06TaFpvmiRwR6itTCvyFmYtkxwvzGplFMRDLk4aJyoE7kVbG5P1R0alffDmXHAvIt3zR47v3rQhfxT45wYyaWj/BQv3cpkV62+l9Q9hMjlyJlncI0YXyGG7oRod94iUkWPkbRhLciEA6swDd5LFvUYWw3y8negXQV82Ji6ZNyCB2ds0Oi7ZbAR3OMIbKk4hjNLIWCFX9u/aqns7cAnKG545JXOpjETKZpy9NmPU+NwbF4ZTj2C3wIjcvMjAn2ZFm6h8lPSvGbtuOrblh3vrdq//vDBmbUXP+cmZEwYsIUenDVHyKQkZVs2UcooP6YBfQR9yiJSRd6G3I77V9URBwQloZ8+6FLyrGUI+UuMmK9/SKrgZH0jeJWXkEPSROdgImalB74KCghNdJSYmcYvdjch5CSPLhercdBarVN/V0PuSmvrsHau1XMrjlY5/bi29O8nY3kFkuMMoAOxEssSbDfdQmbdCsH1t3iTSRz1EKEUBKKIma6MD6lzdXO3jd9VDqjFE2gUqSCbJ8kc2Sh2ZJ+2ppxfmDXu/MI+SLJ61VwqlyBu1Qm2pX0kpFziYT6WE4GBqa6+0CQ3mVZUn2U50MD+sPN02YaLKxEsihcP597BYVM2FLcibRkdT+u2Ecl0VjVGQdUlJWqe155tvnfOpeYZVZIftyVPt9UZyn+qTrx0FD+cm2DTUswv0eK9fDCtidowK9I2UyuMBplL6+pJeqd1d69fSIoyakyR+n3AZBdDoaIfaZEQVpcLqxNPI2gW/r6qiOWC8lfYzTGkinc5QtcOB8pnkKddeE8nuRXWncnecSvqKCgmTq5pbHqjShK3IH4VWsqUpy9QZg2qM4VClzcu+WLb6vf2lEQamCcUGTvatGsyRNTtqpBTMsWxZTq9PrSXtWr81bHR2pbiOsVHhon5HuqsyhMsoqno/DjPESm4UU2V/jq14qiqjlmtq4vw+o4zBXp1c6vJ1jK1iumV7k7JLpKyoyL7U7bUlV8f1HeLd3HS6bWF4qP5vpwh9AnbLazakpfeAFdtIc65rxTGu660+ijK43YuOtA4aklAk+7rKhEtCqc1PT6OHNK5Gz+ptHMKlc5vM5K8PxJvsn8vQqTrLxtnU+L7hQmn5rHnVGTQwWo2QMJTWAqkv305WRikMLTdWYojUyyHzPqnGO+8rlKK6VEPh9HVAzxmbgLEJVvwZeN87h2ZMf/e79+ZmH5qyoET5F6HU3ANOkRh8hITBx+KviueV/wVheoc+pznlDUQt1aSTwu7oT+75P2TOP9xk9jt3+fvvoex5nPg7s6eRLGqbb27zUUaA1azmonSGCLGSr1I2tFX1WI5glrc7fgq3pdhHguqmFPPBQiJNNXYkGVRUN4flnRv7ZjVd+rUeHRFPFpoSc6FdYDV9V/jmh8X4070UBN/iM0Ipy15QOlv0GiNLY3HBZ07jWr5N/TK9NKdPD3x9UYQ/3IBZafUiGjcc6J9GNnB3yeqs/p3eou0F0vYuMCxp+/aUp8fqDKWNGxq3Ehuvp+0QlJDYs3HLNi31cj+5KQ2i3DViPxs5nODXoXmTRvNf82m3nHWILffQUYgUjiOO+QtNxiqmNSNEnj5dSxNh7GPqpfPQtG+gOi3UPlQROrFVisHTZbuqpSYFH5Dm4gbm+ffpbpGPuF5D80kwH9a2ZVJTp9PvdkuJ5tfsaj6qw9Hb+MtR06n/Ey7CJb5Y2mVKRmyES+IH4dLHcGPUdG/2rbjHLOgYnsgX0xgCtQNjdwQYrcagiUKXkLcMDZs38QrrFN6hbcu+TZ1O8020TTUen4E2u31BbAeXxlLT5r7dWjesp2I8OAhucIgvpnmvCNRME6EmWCMzwYZywa3AxRjEocIw/6Sh/aPmk8WnNGEdm8Nin9WzCgv44q9T6wmT++YGeOEvyTdegapbpNag42zcN/gAvhjVtT/FwAeUHZ2V8/6Pxwtyj2Uv4ovNQfAlCcJfkhZwTfzFYtCP4XtszmorAk7Fz/E9ctUve1z7II2/V5Yv+e3i/t18ccXX4/rWWVt7Mf6aYCCMDw7k3oXltG4T0nImnQu30gRB/ty7oPnnH2qCRhhN5N7lRtJ36shvGenvu8R3/1R+IH0GaAM3Gs4L59FrtP6/UaNjdQHPb+YLSdnIDqlC3+BtpOzCreHtPCkd07gU2EX5mRzV6hsSqtfoYFcD145hKaFFuADc+ScTIpIj2ntOC97GdEVAa7gUOCeU0n7UNOhfp9G7wrnQEn9XcC/A3JfTOq3rkn2RlG2j7//B58AxFRZHgpxVelNQSLBBbwqCY5MTfYKDfRKFFTsnjw3uFjzW/l3wMgSHGF28VM6uRjiWOJm9zedMZm8j6dzewF8KF2x2B72G2syttk78ZVR07im/gG1FE7QnYszFAwfwiW8MSW9C/oL9Tg+vTvL6MTO9Ujtqg6RBafRWe0MQ/vKEdkLRtgC/U7nRUQMGFpv5n7wmXX3oRPpCnSbpQ97Ym54p0jME7eZ7CIBUCPmACTS1ge9RoeV+McfgU7uh5Hd4j/xA/iSP2Ltv8z15i/huqKY2aMBlCD5tjuZ+fRuagDNowJ30fIIAtUTf8fP4i7RNqowZ+XmkjPxGfiY/wdEn37GP2Hwo3q0NelF34+eRnk9IN9Ykf7GiIferORqfRoA4fj8upvlZqAnotHpfNXcJ+K/uTc3i94Mv+XbtWtam4j0J24KTkSykGjoAOn48FLI6/yLvgcKMDH489KDfa/mreL2wXHymNelctHg+Q5sWn53gi3Eeq/FXG/RanEd+ObxYuEyu0loegFryxfAbey4OB36jGKl8MX0s9ksyodBSouyXZMr9km/wessb9JnOpMPrzbPwfPLNcVZDMwt+s6yv1C7JktpFJ0gWzmPPBStdmRJZCKOLCEEZjStRUy7CgU5rhLLUzFRoRn5IzeQN5CdoUn4DmrD2LnJ1pPfZ2+Kb7B32/A+UDsfg52rPCOQozojtXR+HZyRdPiKA3kaHMQdEpNJHZzKajC5GzJEduRm5hzN++on1rXgH9C56k96kw1xuRi4MgvU//ZRh904d6ztSW7kZueKrPlOmZEyezNrTQj28Hj6xn3eoR+fdnT+IFwuXaTvG+uBp8DV6QFAIhkV1d5Nnu+suUvfb2U+4XLh5c2F8V8lO8gV/Ab5ne0Cr0Wm+AGf+Asurxmgln4PdVRjVQk40A8seXha7K+FihUgl9itruz1Jhf0IIVeEdI4g14dVQVaXsNNV9RRI9GD5gy/Bu4UjqBFC2upS6Kc6zpTnS+zT4en+Gsof4OZJuH/i6QSjVscNXQIGYjm/DDz+lgGsyDfMp/U9TMb9uBDKy1UMxpRdwP3yCm8EdG7+B40ghcMdv61/MWBhbrT4TTmnwgeZbR/U4he+oW6hbmp8cOjz50PLy+nv3Cj5T+VDnyNM779f6P3nKsX1Oeu9TMFRIN6AXLCvytkYhH8hz6M9vrrkEU2eX9h/8A3PZs08+WLzN0XxQYcPB8UX4ZZkPsyqOOsREhgnyS/oN8Y7tHqN8bdTp+AGd1fm75/hr/lSGadI70llDAoEJWlfbmqbtoC/HpuST75vf9p9bmHPh2HJw/vMAnXoe40mzG3osXHdVHwip5PpVrNJvVprgv06jJ7aPuC0rn+4Sz1XL6/hTC7Av/LFbI/7qvXAsIHwr49Wrb4D3D8PXl945w+4cfs2TIaBH39M9v8P7411COEcJhPo9Brx1OQUkffhR8GDxTjLz9Xyc42RvdGliPumiMYw1PQOfqMIv/GCd2hTlWhpAewN0hS6FBUJHqzuCkK4KzdRsvEZNTrclbgPhkXcxIpflc/VUt1V9saMwYNhESwiM7iJhMWNcSQLF1tWi/eKwOnEycbFX5GKSz9kTR1HvgVfdv9g1Izfi5epmkq8ltZwNenwMvMKPFH8JRSuIcvXIIwyuRRuknAC1aVagVKiEZytf+QmKYQb4pcelhq6mS+sJOdcvDWsvec045uixANoPtmGvSzvMzr1lE6vkuCSyYMGdRHV0r177d+he0drxF6TBw2aXBJMtu3dy9q5QAbCPctz+o6PycdF7Qb3WANkIGuP7XnFe/XAFOprEsT3xFZ+K6FtinyPJGB3y7eoDkMIYlX7Q4xK1jc5MWHK5MSkSYz5PU6cPCUhcfKkbFs9/pboMPwGt8Rz52O7Aw9DK4QtH6PD+AF8x+bcR8Z7fWBD1TssA+hhy1l0GN+X3wVOr9WLN+b9v48s60ssh5bAd4xRQUuRT5KxeLdlLPWdSOYevRx0KYprIsvajQ/5eDRKT2gdw8IuoyYmtIqrs7ZcLfg170+jLoO8+yOMLsAauCfVJ2XV/nUaHZtSGuX5FriX36BCK6A9/HisYntavL80Oqx6lgGDhKSfRGGh0nN6A6oynsEgfrx0/+0hmVhlKaHPdRrx5lORHRnPRFnjpyrPxbtRfP4sg2Rm/MTqM5OBnJPlikSp0UVnMnJO5vqb4PQmMhCyb99WvCP3oaNv4AH0BVrHfCCehN5EtRESdG56zqQ1qnV4Eun69uDz5we/Dcfe/QOa1IcmfyAwH1LVtkxT68W15fSgW0KXVlUbGiMgKarayIU9A60OSMpcCCPPxIfkPkJADvL7oS+T99he1kHfe1OzfrgEPL9/7VrwRVAxSVXH0kD1O2qIEBjklTPSFdV7uVVMgklpkWPD9BF181WnozJimvfCqjqj5oR49P+xnfcQBOQMfxVimExIC8THiDICf1WUEcwlKifcWfWpVX7oXD6RX6FyOibSdp4/BO2Ey1T3YADqRlfPUGhXd1fBwrfrLqoP0fWFywVFWxauWEHvxWz+AloqyQ46jW4p+ZlJDwhh8i5/DxLkOtIgYRJBwu+/k4SnT2lNOXoeiUF4YrmmZn78kNAQKZCCFdJWu+hNIeS5CaBZy7TmUXV8M3N79cN86cT2qsx6OjcnN35ULQDflt1HuwWNZ7qtJYLPQR9THUeLkNbB2f3Y/ugKkZXPLiYT+AOwSpYP5DMHq+QzJ1yznTnyDr8fkqT1ZHwWkiQ+K1y2MlqwfMmPRybbPWyyivAIW0bx49E2+ayJTzm9xrgtI+MSe4kcoS9WpksGWVXg6Nowitlaqm4xnGFxdbS2FaULtd9uVUWRT1pZIJ/SfXCF7gMFyGk7JaapDZcYLKO50WgD0421Nt14g2PVmL6fgjYw3VirvEk2VKsa274R+7DpxRtCj/q7WNXi2FmSWizKG1wKtHWkf7etUf+2NCdZ6Eemm2j1oPvRprrYPXMDvfZH8vO7ktoClliSid6ylLAVZBL8WxnPRCY1JWMyAssQkolOys9d9CKXO/ksI+MZ+W4K9GCyPSngS2GmqpDxSfEehplrzTvw73wptF+LwPIzFw5jhVJxRaUxmUJC2ajGNnCNGnhmZXsvLF63TyeG94sY0Gxyk17+aYxHW4pIAhpK7zSkVeg1Q2W1hiRY9RpLAslE70i0SnrNO1StETku02uU77hJes07VK05LGo1tud12HhlneYdptKQ75hKA+QM+QZibHok41VMj7Q4kwRwR+kOMG4iQAfuNWDcGNkeIAmYR+lUe5FMabpmIBnPeCnYX+XXtKUUH3ohxjiuYxNtbYSgIp9MMG+2FFK6NDpNRT64kwm0AD0m75IsSLAMcszbSJbE27AlgiSgj2U5wu3FvKiKGIHAMpb0Qhss34r72E3ex+Jk07My2qdgPrScGRLSM7ht0yE+fY6xffQ7GQRay58iT5UQkkyy3YYJAqDtMvzI3OiMfrtep8B0o+KSLgwI7e40vc7gvs4jmrQ0sr7jSSoqZfqb0YH+NuGl1DeR95FMZGJ2BIn3SWYEcc+TgTBTurslKzzM3ESiN+HfycDbtyEbATlBjkKcZZ5Ih6D0GBmdjUHsN4jzD+yfajKl9Q/07zlmdM8xo2entAuPjQ1vlzJ16tSpIp8mWZBkJw9b+bRCHrZ7T76fk6T7mWSx+5mcJ1nQzvKGyIuEau7JSdZrUuSn9P0VNfFTkmXjp+RtMhZSa5bjIPWl5Lgaz5f5GBmL4y06qywQL8oCZOxRhLD5eIUZd6XPlHpBV/EN6S3zd8dEWtEdSIU7VCt4NVrhTiVi6djPQD2Isdk3GL3MvmEuATfcGb60l13AjcouzS0P4Ca3g9m6fAFuVnySz3XgvCo+mct1QEDuWcrA02oLA/AkK7+CscLl587Cz5X4o6vCRjRUMhFtlC1ElfesJG/CTDt5E1tiSQI6abkg3ek6jY4z6V1OkkLITj1HEiCb3Dt3TmyrlGyHeLa3Qc/cInoWnaGX0logvqemd7DOo5eHztjHqWeTldO9vWesJA+iW/mGmHxbR28eMACBRc+PR7dUfpTfKuwNtwbOnSv/z19U/EUc8yZ+HBquGo8aiPe2i7Ori7PaFGIKFtdu+OhRn4we9YnKWWWqtzxoZb1UPlS7vM2a2ojuDZUT7qruUd3eUH2eR87NRUDC+GKE2Jxr9KBTWBcBIb4YPrbZJuFj8TK12SbJbv4IpAlHatxXaQ73lXDEwb76L2QOjrjxxVAmybB1GKf34fRaTuT2ZU+fkn/vHRmz/+lTvvhpB5FucpXJtJapJBMttcxlcrHWuJQ8CDpCMqERu+P3wkyVlyN+x++l/O5lzx62jCKZaBvlq1XkRpHBSnKjTTYRJNlE95aofpFMqn7RuZ4BacIzW34FLSKknO5QN7Vtxp26d0gN9HGVJj1sYFhqcDNXNu9809FBA15jU+83NmhIrf4IcWQ3vxvS1F0Qx+pqUYTSatZUnNvUkhIAh0v7ekmJanXJJfv1JUElCJO3xf2i+hS5oYDqd4z21XZSvsN/VX1aqf9fHO03joxBZsunoj7ppjbpXXxDXYwmc/6z/PxnD97JzX3nYG4ufS+RDEQHLVfE+4bJUaEHczNy33nn2bN8hFAjc3OE8F3hQ4omV0+qqtQKBaL2qBOKRz1REkpBw9BolIUmo2yUhxaixWg5WiNr2oLIQ/Uaow+1JBqDfKWfWumnq7PeK9gIzl6m4CC19G8g/6S6PNO42RuO3gtSOXsFswc+9HettSv6b3qNUdzCAlPs76bfgRjzh+QUxOCo9HSypm1wcFv629/GQGOgd9vgYJKRnn7AGBhoxIni7xVL7qRDDD+HnLqTXqFJT8cL0tPXBhqNgeYDbYPTvdJxy/R0MjA9/W/x5TXp6WRVejrnIXYgdpN+h59zJz09vWIOxKwLDDQGBAYayTWjMfBAejqsNxoD+wUGGs25gYFGDt+BmOdR6Xfw1UD/EHN8YKBxbdu2wdiTvUzURmPgA/Hrb4PbBvsHBhpzIKZiTno6xNwR13EK/zpaqmpG/TgCtSstZWYlIViyK4FlC5+DhjH/m1IGH1bV/WbT3ygCtEJq4HQanVVyeHthwa43RWVOKF2xYuGWIjIBXhPvAhKHbiFU011Atle6CyaTgWgJs4tpmf1sSSXzmd07bmyMS+xNZwiTMjIQttJ36lmtdWr2MmxlRruH7CNmu9stf2o/Pw0Vd/CwKq5MBAD8VtgjxInnC8mSdRDsaeutD2zbRXDt0jZQ790WgSWaDECnLGfFWXRTu8mz4WtUh55amNY7Pr73sAXNc+oOrD//18aZwVNnhKd7DYxYvKQ9EvnWAZIAiZZvaayIHiEsSe3e0s9QZ0kUlcPCjUGuIVSQhwT6Y9ukpMTwsL4JUyYl9Q0LS+o7kTyhkj37PyVpUkTElISkSeHhExnP6MCPR+dUvSk35/ShOq1RfW5IRrgFDckIF1aR706B9ynxvSTSR1ho+VKcJwHrPDmjqNJ4hgoLn5ivmb95suP1bfOvwDsXgsg8mL3I1PoR/YY/JCxUtaH3mKNvpi1c8RjeuaBqI340J7jdI/rNVe4HYaksb3E/iLcPf/UYo+Eb7gfLMvtn5Bv2jC8RFghPKcKiKB97i/xW3L08xWcQFnjdXbTQ/PWUDTE79HcWLcamMTEdOjUTni44vGTFwneX6H3j2HwoadbTquNqfUOdp7BwxwWS+HjFwmk7nuCWuAV/6FG74Dkwm31DxnD/sXxK5Xw1jQ7l/pNfwXMVD0TVk+pl5F24AIn8caSjd4Xe4KtII6JI6Ip0ngag8jWpFJjokHiiTi3MD5uT0SlufPCIBcH6JjGDPfe3Jzc7NAYMxwa+bohqZWrjVacW3GjatHa9wSHtR841uWvdXRtGujZMbf75mLY5t1deN2hbNW7RKlTnbmhCaToEF6EXf5zh5sooNm7KWElXtYECnbpBL+KNDa26pnmc6v7LyZT4xJStx/p3/wB7GQp9vYGr06NtSIbn1Zxh67ePnpw3oVt8m2BjQBzFloMbaLDNzmQyavQa4+BTp06dEl47VOGJv0SYLIHPYCJ/nGKtInCWCaC8R82QVhkWG0z8avv9If7+gbvH7vj6bAv/QwEtWgQcCvDjYrdfO5g8e3i/1LRLOweGxXYOez+sc+cwUc54Hy5AHF/M4oqkOFCNUU4ijwSTxghx7yZv3BbS+DTU8mvaMqi7x2m4kTVrZoeR8Ak5Ou21pGbOwUnrIUDS1eAzSOaPU9lZxseRg4lcnI1BIaGQHEZ+3TWo/4CBxeaYE9oJm7eGdK6PvyTmMenFe0dm/ug16erDiO7i/G+HCzBEOI6c6PxXgro1csEKFDoYcqj/4pVJXeL7bMgecPrUtsSWek//nS294EZmzszMDVtHTk6HkeYFDzq3HzA5uHu3cEprKXwL8TXHVEH8y8dUmf+AG7ghf9wWU2WNqFI0rMiMxw1POzcOHeTpdLqli/ew5g1OHxyct6Tj4NlvhTjDDdg0tnmLoW3TyW5YtKFZg4GtR5Md+MvhkydPnuPPZESLO9xAj1kclLZSHNTjasOgEFjawEV0VdiF3EUdQxmCGupCIz3pPr/aKXl864a1VAMGnM7Pd6nfsEkg3G8a6R6oHw7tNyyfYN5A7kxo8FpDcR6Xwg2YxhfLMRjGJgDTyA/7yJ1PDx7ii81B+EviBg/Z/iiEGzC9qs8Rptfgc3xhzIQttkHgdAC/LSYfg3Om9fl5kgl3mexPoxbuWoX//z3+WbLlAc2V4WjMpCgY2E6BIhYel4k3OQzoT8b+uWhufuG/1lD4XQbYBO6khORtWfuPebU1FP4i8w3K9FrbFxxSjffR9qc4pl3s4a3K5K+pHJ/SBHRwgtb2FBVEWreTs/zJF3PnFPqXjtPrTFTddoGV0PreEdj/tKLtU3F1njKjG2d5gJBwjvpgK9fOAK0OhHPkVJ752EzyMQ6DDi0ufmL+5k2YRo4p62fgycCTCuor5OrBPRZXotXoNBfAnatHTYAIW04gpBpH/fsNaG0iW60KrQ5wQz6q4gH+3tycC/63F+3BWouCP8qal9rYpWjD+h9rA3xxZ/Al35pPVORLbdiK5libYe1w7WW+rvze+t3zONv7nGWXpUwVI1xBdRh2q5Zi5DshnZc39nFuaAwKoSm72Eerg6OQDT2hN8wkheTCM/JFCQTePbrv0fWT5y6bz9DG8RUYBRvJcHMPMmo/9P/zKfn7b1D9Tchfj1mP2HIeIbU4V5Ww6rU64FuaH0AqpEASJJt/ej6dtaiAq5fIxpYihFRJwhWG72806SRkf40T6Fx0ppCGpmCs98Iuzg3d6AocgKakHKZDHMTCDFIOzcxD9x74z/GPLry/raIP7eVvaAjh4Aw5pIA8JufIr3//HAWN3z8PGnL/zHnyV+TPUt+8pQVC+F/rPmzAahxxit24Gtzv2/Yjbyi/odiTmNVzkfakckdWrTmr2IZSLbwRwgmkRZ6oNc0b88By4lh9UKsEqaI8q4Wn5zQ69hd/0K/D3d7ZV5A6YcjCFYPemt6N/ETqgd9HB1r26N+9W+v/7IWGb7aKTuo486JQ2mzgxiEZ+1v5nnw9/dSkerUw/wk5INTuHx+bXFswHyfZtesO6hU9sKV4HjYhxG+XYivpZt/E1zJ7kutC6b/lUYpxciJ3bgGg09YG4czzTuLo9pKj5AOhtDyCG1exGgGrRcriY5SVXhQVXawnhvIKV4RozZ7a4vtyFX9XW5l+Wx1+YPWorG1b/1OUoVKeJJaj189SJvxYzZlwcrWeCa1J59JPOhM5ZCG5yM7Ez/v2Prp+8vS3xfBd5fNgQc/ZeSBk2T//yJgrwPLMKH1LwU88ocxvtREh4ayNdnZW1JqN4If7wXLzdRxH5pJxT4RS8zS8xPxxxVx86C/SWfJ5vRKGM6CVCKncmU3MqBHfpx2CZiWcgNdADSfJL+QW+YHcFkorGnEPnsfx+eVzxF8IWC13eT3kSu6KKu7K8u3i/I5CiP9Q4lF12P7RUpRoF10+ry+/FcqVVHRP4tPKd4nrfvofMuFvhlVMczev0NoeNdT1qLmeR41lPNhcbEJI8GexO/Ke2cSvYXvleRz/UXmkrYbuP8IJ1EDcJUaNztNNPo2twB1bC1Pq18JNqJ84Z+/w9b3GXPhw+8HpMYO7mN4USl11tw4WvJ+pcTFf4z8iQ/2Hd+ozut5rjIZUhPh5bO3FualN66TXhnHc3+bpkEsG46/Lr8EislicoXDzvyIH+xmOsG9bIyTVyrNWypPL47GieAisOMG1FFzYvlqIkvWyc5FsOacKE+6ghsidIgjoXHikcUaCi87kjUzBDb1DXWi5dDcdGzkuAT9oAL3JB+QeuU6+Jx8sAe2Hi3duXQF+i3ZuWSHcmacme8lvZrLG6dAhJxhX8Q7UPyCU1/9ox8Yv6zX4YNeGr+rKezmJzUUg28z0f/iLdIBUMIAn9Cft4C+ymZwgpdiMT5EWcM3czlwfyomAAPVDSKUXTtCaMzqNk6ubRqeJxDRhoj6oNTqNwdtg6gd++XvAd8rrHcA3nTwl394n5jFCKdlDLKWYc674Gfc8dgz6k+wfKt5Sk2TYp95ImGyJhiGkqsXyEGu+jYZbb6IYyKY30bA9Bz49+9H5A3tsV1AheWS7gk5BU3L/zHFSFvUzu68/Rwhnqesr6xSDVGBpKfiRRk9P/U7rDDejNw4n1YapT+9bJ7vqMOyjShVi6j099btdiRipHdTL8oAvFi4jN6SnCLtGFR2SrDBjU3BDUb8ABayiKMdxx5627xln+lmo59Ig98drfz+7eX1BQ/Pd2elDc/IHDp29kYl5hqlkfZdB5Eq2s3d4+HkY9PA7CP6qKxmw+tj24l17D8G/ck15ir/EHREuS7WzXbwkZdyNmV5CJfMLy3tz5kTZZ82+3H5hY1YdL7v13m8n15z5+uGmtzOGx8XH0a7xihvtOhs7jji2+NDiI30S1s9+b+x77UMM43Aj2iVGy0kW34/mxzO5V1F/kGZ3eQCVMfh+pMwtObr3dD2F3bqSuzfKnE97IFnc4eVTuqQu28Ygt8bsLMLOtvHkI4Tj5dgYoySvrQZ38o00NeU3JCmYR1mWB3yEcFnC2W/OaqjS+WZbmZY1VUrG08F9fP+RQ8F98L1Nb/+QAquVgon57tnpiw5hT1Lvm18Kl//8H+5Nq5jC5pkvprn3+pdb7Res9IvWGNF6Pln8OuEK0qIWopTt5G0M4m3J8V6+Gi3lKxLemlxaVb8CQk6eBn7p6OItV45dXv563oopCXEjvAKWJ/XJ2rGXZAmx0OHh5T3jdzdu+vCNQxXvmf/DV+DpaUkZyQvnkkuFu7JnDCqkWBINSBbFPxMlU9Bp3UJDQrXidQYHyHDwPd+hWX2ni6Ajo0kZbzDfK0lr0wZ7lN8gWWy+yvhlNFdYxzi2q5sooCGdl0GcrVBDAGidXeXJepebS+okX5w7Ppr8TP4uub72u3cm+q7Yv+Xe9q3j89YKpQ97F/TPPT7ye3J6IXC7PgB9s97NJ5rxurf2bNhYTOO76TmQ8s9ecAqqOwHV7X3K03qRPtwWoZTWBxP5vIuzB7jxGmeVLlRac19/MDmB7jj+kXxOnrWISYBR35GHcU2cjCFdki+UwJ9khlB64j8k5p3wvr51Asgfa+8Qvr1XGz9VvX93w2R4l/ZDz5ekBzs8XQ5OloMjRe8ncc+qhMtIjeojZ4QaemqcdF5Y40ODwtWCzgOCQnpx7xPvWxa8rtag5L6D1TCFLFMP2jtIuGx+zVwH+sP2Sc+37/j34fPtO1BlXEvxdK4Gd/FIsmfLEeIzrLgCsnimWw7u0AX6k2T4nBwjFzpScIEVMJFEmougOJYU0b1msVC8l7pKvBdOp+UHk9vH9P6+fkfJXdiwGVy2wb3UdXljiTvvA2sZ5ot4TpIpbhblALYixiyhWqNbAe5NR3TukukB7sTcu2BFDCWhWcGGwcOXLoX75TfyNmww/0zHUAchPpWNge75ELbp4RjpK255NxXb86l0x3d2ZVue7o8EbgWtJ4pA0jr8scnJxx9MwSE6owvbeh4QJu1ON/Ekw+qo7onBIzZu7gdhy2dfhdc+8m69b2FU5qagD3+YuBJ0T0mCGdr5eHk1bjF0bwY02Ot7aER+6TMhNLZFuwY/nZ+altEq6eaaqwwD8AG/iY+kddaqq7HmsLZadUXVEKC2CAm/yevpYlUW2gpnyH1SRnaTMnKfNzysOMtFiL8on5xOsvhdfCSqT1GuNDqNSIonI4VTsEd4g5T9P+a+Ayyqo+v/nlt2rcgCy4qisizsgihll2VFpEhTqiBFmgVFFEXsFXsv2LAraoolsXcjxkRNfDXFmNiCLRqNginGRF8b7Nn/c+feXRZEk7zv933PPzwB1L0zZ+aeOXNmzjm/X++nuwHAF29cWbx07uiRJTMmFqzoil5M5F1o/D4eevgTfkY3nf3e4RWr92zk300CJrESNoTk5EvN+N5mY2i9DP3teFMp6Twy96M/p289e+DJmaAZnVM7habFDX5+80PwOfU+a/Or2/lF2QXtde8s3nDI5k+53s9bL/d/8u46cHlftPdcLBtCtSCoU3KlIxkBpfenlFoFZWsZCBeDpkT87uUTvAQagLj+GFc6qmjVkrGjWfXDOe9W4THwffYUurTEOfjtng/eX7ZfWCu+FMXksmohA0KYW1/GD2uwEn8V55R8bpypitWxapKx2cDuVm9He30XI2PBQq6QDaWcCVa7VPBJZf4i46kDRVw+Su9vCADhKCeR00Gh3aNHjPFbPGrjnWH45ClW/o6/LCmmHe5kdFWq2ZAXju9kTzyrhnMfvpezobr4Mh7tgPNhgiuE3jGun10zIw86DNkUvEMYqwwL2cVmPbI3O6zgCQG/AgVqnA1r8RMThc/xAqxm1SiHX4ztjc7wEqX0T/wcYCG3jNWQsydZ3685rN40PxOawjRwSh+iAaeUH7/Gyn89SGPVxj+mTI+XMn1r3m0UP3Uq3cL4x2dfr7bFhTDOdtnFzwT5Ek1VkrGsmvfj7JU0meSQWj70AL0/rVE62skdaCGkxe9f96HZrLFJhpSW4KRIC0gdGRkKzTr1ffHln337/fnV876sGn/HH7eUROYNgnD8ZMDgyNIPR4F2Rm88Me9nvHT7Nng/nAcRFGM6T1H0sNp7PGv/lfd6lH+c+JP4PHdFv5Pog8XnaVAn7MXn6+nGEtJUff2g95p9nL/NR2mvhAYtia/gQb6JpLGH6OTRdcbQsM9mr4T6vlqk6P+9NoCxlnbJe+QuURrK6++/SXd7JfzF24RrYt9/66XetsizzFTFriI8+x1r8fCdwN/MBsB7cgR3SB9gIQuQC2ip7Kop85/i1eJBE2a8PDqtZOGQDTvwTk6v9cNje41Mme7dpqZXSBCsLB8zdf8K0EJPXLImd8j+Ydtbt7qxbk1SXBntGzi45+CJ8WvwImaHhYpzvoG7RakpbxIVMeeMqi24xQJ9kuWOXCbXKfX+JFjEbihQ+kwbuX71iKl+HcGpbcenHds6zY2L6N5jBTgX4FRffRwTjb+VD1kTHxkcOWv8t/DEeGdpZP6gyCUQlpcxtzRnEC4Kzx9eUGi5i5F4cZdIDr9UrVFLBaA2sCe57RKvRflhfv64G68Z70Ma9Hw1eM+Afnnss2VDaehprDSuoQcxKcaPYddBGkK6CndrjVjuMmUnMgbVb9EdVPaN2AZbfWWDvx1Y+Ka2p5vrLhlBZilF+mjVcC/isnuD/NVL+fX3ho6Om+/o/z/BtaUtNtGBeDTWmaX+BK9Q5cj5a5QiDE0I1KL7jh0x+Sq/bq5OHhEQINEEBOAd75rRHdS6woAUJ3AK99KfAdOtVVtv39666tbCQw8fHpq/aP97Wyf0KAjPH7Rr10d6VxELKplLY0N4beWsoaQNJL8dlAaZdSS6DYBSaoZ9TvOJ+YKkPicqmtOFwZ0xEsf/1MQxoV2Aa2TMzvw+8C+Yxv+5a4D045xlbR839m+b4dG/97gN2OgFzC5wS7K5Yz+yYMMmqP43Tixw72HDr+UMHEpw0hzMKGlSARTuzUhpXOWplXew4ofSU2/ASaNv4KYv1rvhJJjnvuYc9G4IJ03Ad8ahxLezI7dMDua+RY0QsMtcLMjO7PoNQ5dhZXQkrwrVG/4EHd4OjkI0QzrTjn9sGuaKY6DE1lVUBPzyybwMa1xnoHIxmcviLhGEP44cGIRYtMKMScubDqEk0gfUAtyz0kXhyGXhjVZbx73/1aBeS4sOTItNOF56efh7y/P63f3Xbwtqns6bueMoJEDzD/JYdfToWb/giy2FOe7OnT17po/6tG9sRw/ty1n9opQRXfdsvwdpF25v7ivi3vmJfp8AedMOzEIYLGwnZD5qAfoOGfH4ohtTv49fUzyge8KUgG34IQnv0b9qt+OZ84Gp6Wc+y4ro/GvX1m06BrvY+PSHYuMKoeZxDUWxs8X6VOKZ6cl3drYxiM7DCvwcK5jf2NO4FbN3G5dz5QRTDQsJ/pj5GZVeJaCQYTys+OJLrKTPMxF4FkuWG6PMd8yUqVLCcJd4r0zEs9D7G+xBYx9glY8ud5AyoGAImYSEcWnfe2PBZDawZknL8ezcwBjXDtn8n7swoxVj2blB13/jwuKXtmsD69GeYeKc7ec0+5X/G2VrLIDf6Zr9bezmCX23oSjWWbijbgwqe6UedIySdcbrpy8ZHcHz9FX6Z6ZTzTk6yY8JNO4VMT2xUKIWMXNtpRIlY5574YTKrwSaH7uZbQYoibr6W4zIWTPq/sCi/v2S8EF+7oHz+AQfrM/unbF51xZ4D+TQFgIxf3sJyDrkDHz66tdG0xehBm5+PHJYa+iNDvDhqA335+YW4Cd4iAKqCSaz6wR8RndbKWen99dwGnc1+eZuYO3t2HWBeCbFA/f3heEtA3B2H8i5gCvPw927uA8r7+aB0w8rNr5/7lD41GOf7r0w7txx/BE/Eca3GpOlmVw5b/HcRdhlCzyUuFvye6WtGV7GVqd1AqU00zPqx1clnEcveaOpV54ldR4+aOjZgTmgOTgn1Bc0B5+Cpt0vaUuA6956TOq6PT19O4wpKGeDaprji2l9FzGlNWq8DQOYtWZugWTCLeDbkAx/yTLgE/lNtYZdnCGXvpVtwOWXnPnAxbaakPaXnAOTKYrjddSJ1NxaZ34ImSRKrUGm5BisOLLt0bzFsxZVDxoSFxp5F5p+PAw86MTkqbP+uDZjodMv9k8wmZ4gjHEhRbHJ3GVKadVmPdYRh3rMJt+nhliRjijUIxca1OBEt968cPAtcF9kZhypWh6aX5SwlpCcAFWGyZyryLNh6wlkJvW2SoK+SRiaKc7VmItO8PCrfrH48MAwrACPI2WPoC30rnkK3IZx+2F/snE+V248kIxHiS1uYqpk17PTKQ3/hkAidZQTrjhzdrrAqi/zF1PfyJgCDCBCS2rZ9UGhgZOmPx18xtbVQXZr5aikzzvdJIBcIvEaXu7aL3LSxAEMYVfD6mVrxrs4q+btGwVBrs4z188WqNdwc+cumm5kjHmm++z33CVKX+th8qbYEGBhg5VI3cUdSkC3rt2h9P4ad0f2+29WncE5C6NvdXt2S9/BJ2bGxJBwB6xotL30D0ifGTqv36Pj2gX9ewzPjckPBEiB5T+PSL5WNBWajnEPC+zo7h/oqvfWjmn+YFTe2dyReyamB3nb+Q4eFNBR5VeQERs/nchYSWTsQFHuEiXv4P+1hARy9/vbePjU8+Vvlax08e3nwWmDvp/zdoGSJg0h78+BojhbgsFtQaNnQK7UA1OPv6cpcLZ+QyMy2s6C8BpfiJjdNiNiqN+p97YEd+4cvOU9vPfOZm7+T9pgfGoc8vw5vRqaBWt/ips8fvzkajeIwuO8rlAU+yUbYtVXCyB91ecK0kjZL7vER3f3LgTvmkjwLvTuHh3fZcOKzTkGQ87mFfjJrFmM6RuP4KU45PlzWL002OOb0MmxsZNrju3eTdFUqqmSKyGxCHeBu1Ap8pW6B7jL3aSslJ9b2taa/4Er+WIv3sHTuw+dOA2DVoI/np2F+xPKdoNy75CRgxcvyR8+fNDiksGMynhx2dTdhyEHki9ccbVpbGSau1zNnGK8Ak1SE+J64tP0Hom8HsaZqth0NpTcjjuwBJyLCGCQSziLypFtTc+vETYNn1Tfmvl+xXZovvHHAfjkcNqw6JD+dz7IjR0+8dPzkH/07KiloAO7RUObSyX3oVmz4MQDZT27r1vV5oHzOd4/NJkIVhnpT6oR+c74jVdwwaS1dDqECvmV/TobbbseSqxQ9mintVln3yPufVfwcH0/rgfTPybSM6BdN0WLmjDmZAtFt3YBnpExqyNCIQxPhkYINsuDopgcgacBlDJ3vU6mkvI7PCdXyZVMDj7DmQNH53UGGUwdCE2YuTWT8rrQD1ZCAhTndbkh4puaqohPqzLXLv2VI0vc1Te5r+0CON5NbdhrdUsSMQVzMIn4jkrCFCdYCDuFYxAtIN6p1F7gQslsBagxEQXXCv52/eIVl/BxMfNZ2nS31naNj0ZkNPvUIWgJvoeVbXUbp3/4G3TGm6HdJk+M6hLSbcLEbqF0u6ubtz3Es5FtwVO/xQN6wDhgis/nJeP536f36p+XMXVKRl5ehoBXaqpiw9gQEkkSfEyy7gMMpHKMktlSvKb44S82A3oUTJk2NClfDg5eT88/xF/A8bfT9+lftSmpy3ecKMse7vPJaVADC1Jw307yft7DZNhGYupyIUNJLtwuqDUG8/3wYnDSrxnbPreTn4OqhZfBTshpWVZd/dX2Pi1aPGY5d/+ZzL9JnLeS+4m7RLBH2om+jwtT6/LSSgupC3H8f9p7HMtRdyR7/3HIJH7/WS1u3V3QX8G0rrmv6DVu546x6fQNPHT+BmTsegh9vrp65avrMGXogL0vtuRMmZxNAZVMUcwsVs2fkT3Bhd8dPUGudJUq5UpHnZKZhZeM1TPnUibwwkvf2YIXXmn5FXjRjjXzS+5d3XmbzK9VG/z+p1dqDUq9Uq1S6nmxmVnGarwEXl+15E+5tt/xv1OmuTNpR+PP927vvHqvZL4lps/rfRvhdkpXP6pvTqtZBR4HwSZl6odiWH9bx5BeUQMuceX4q6Prrb1zPxpi64i/Mnuwb9MW+amRA92Ifi7CQnYt4a8ikRUZOdDIbCn+TcmUgh8gXhkvAqeURVnHgMaaYxlLe2AlKPxjJvaeNXvQwLlcufFxSlf8AY34DK9FpxkfMp9s7TFi884j7wr8c/1MlVwfgXsBOAmrEtMkFI4K8XRDrnTZUGgXjud/xZs4HyaBP39Q0YoHmnPvjNtBt85+/BCWQhYUwarNffZFj5r9M77Cn39dXS9nxBNItoiSpI5InPA3vITP8TL+BtNItHs6OxPVcL16KldufEE3EuzDBizk8sR4m0oGKkamIs9zeb+j8fHzx5ADjaAJZNPHjVH08er9XLnRmf5JWOeNcSi5d29OotF1KHHdzYy5BHHYitGCYuYEdJ1VExwxcUpUELiUlN5cvBS0+A1WFha6+s2euOcZBNHyRakDcf2UpMwh2eNvb9qSueP4iBHHaacvx27LSMbTRO4CUyWXz10iXPTC2nC305Fgk7Czk0WSv/MInkHlTGjXDWEwlo7d1gpvaPM+gOaQcHQH/S1+8vUNuJaNX9A0PJ49Knpv3823LwhjyzU9IO+uJUGeps27m+Xt8V1p7TVKmZLrMxOVeObITvMpU3h5WAqDsdtBkop5EjU3voZw4XC5N3r0LLQ1Ihh0pBactoyFMaNcc28aEZNKYM7t3j6uRHBa0/DQhLX1WBpoyZurzZNUgdIq2wuLSHmgJelLYgNehGeef15iIs/b12tBvIyyaqVmDMmFsLRhvvcFysf0p+SMJbYpeMbk1tcSVBEQ65U+7GJM+PHjX8Aff/omZ7B3d0Pu7BWLtt3Ea5jAt3w0D6v/+Akfu/zbZW5ewZrxxq3saYoWcuOkgaROS4x2gL0SxAw56ENuV0miHD8yvMLLlGF6QO4f2pDoiwBpxa9bVzdab0sptay4bqVMb/R3OjZr3j4H8NThly8Qb0yFIRD8b9D54A2XXUWbjsqY9Gdnjr27JudGzWPo/DlkwLaqf0WMnnptizD+WNMD9k/uMskjdDeH0TVqAeopBHQuYmfCvsiSiBNvQWLBpdXmeUuXB8f7H3vUb9603z8EB1BIscJ+ypQZMT4dOsG+C2NLTNSn+DNehVvOy+dPTPaPaW3nHZQ+cc+Iz/L//LL5yAF610B/d5/8YScWTb05FODtOXCM6UuKoodITG/Kd3E057sIrxcolekBc54rJ3uAUuYgFfZAgY8/QE9vA42L191j134WafgH9OTKa/od6T99w5NfXKb69xh5gKKpVqYXjfoRPmfCeKcV7D9hJXIQoCj15ht8pZDkpVKyp2Dx5uvr1nx+1BiPg9uvn6vySurRtpMz8wCUi4alLduPl5gRqd+vWHUxjj1t7H5v3zSGe2ETVsS6Vndp3a9bXh+KpjZSVKPWXDnlQJiA6vRr+bL0VwyLN14vW/35MWM8juQPcrAUNKAsKUxbtg8vMhNTK9au+S6BnmGcJiQ4VndpPaBbfj9+vg0UJSnijhMMNVH/29LkRoO8db4bA6/5n22fd3lSG6xoPX30usVmnb/cLWvVgvcwGAI+W9Qv3jiYPU3sCK/z30o7C9lBZF8TbK5BrnG1AakNSNuCwl5JGFW8QSOuCPAYEB2T0zvnfBNl++xUf13r0KQBMxLO4Za9bHPOJTAmDisgWFwuxmVNeh5/1Lkz3ICOOUvj8zs679iARVDcSNEouDAAjFPFxUSTvEmNNJBUSQqReeHeWgXKdSCne4IGfzHuxQr6hGhnanyZb19FMydqIgRTQ9EUZXrEvpJ2pGx5u0h2JVK+RNATAgzWkHoQB+ngBnqUJX8wZ1ZsqG5Qpie41YHZKzdK6ZfV2w6fkN1k4yZzSy2oe0Ctw0JOI9y9CTjSwheT/Qz9wYMOAQ8shJVceXUw+5mwJv7THGKa2kBRXB7BDDG/+Vodc7do1ga2e80dKNlSsW79mSPGePAAl4UjUpbvxUtc+TPclVSxfNXlxGet+0Xn9/7/MC95C0Wxc6zzkrcwPxq7YQVX/qy6C0WbXuFJbgaZA3uhYl8A75bpAuxknC2jlEFT5t8zntUMfDY5uzO0mkh35Mqruxi/5M9GdMDH8AdMzjbm4TfMN4It/ae5ywqKkrpzZ6gIioI3LxIf8Ba4TcntgJRR2oeAwRs03jR/oHQkR5m2oJCx3rHxERk52ZebKL2yrNfPPsbGrVN3Pd7WxRraSRo32odbzsXOGpgU6qzVpfVr1krZ5PvsrF6RcbH8upL033s/NMSyrtp8KK6rqILOxqn0zE5DuzRuYYtzoHTV3jYdByaU9PGGGxAadm9froQeQQHlZapkV4r3pO52ShdL0hardHXTWHYYL9Cbd1fIxzu94RDQIJ0wobQU7+ODB/gsAlq0X5RfMn15aYTr/GVjh5Wz7SMg/966gg/DtEfnnnq07mLm7MSJiVlFtyYNTCqqzZHWCPe6tSu9ziq3Xt7C+hHsg4ZqLGbQmO2D1aKuayde1F3Nte1JNbUAmkJO/LfcGf68+3cs4N+xfn/D7Anz4GJ6zoGw74kcJ7aCvVJoA/QaZBmswG5ui1b6LwjvHQZCHrNxCT65Mr7JfdD2r/lvc8D/eZ79/10+t1lHpLX8L+vYJVhhPM1P8Kto9vPqLv/b+dz/F+exv5H3Lexr5PzZwK7WwE5Wb+8iMdtMipIUc8coGdWS91Tcxfxvyl0vZApS7vxU2SpB5iqR2zLV+AO+i7fBG3qCK/QGFf6A743ZHo2b8Yfj23bu3Nkcuv6BoGu+fHlzPP30Tzz1c+LsaRBiHEkv3f4hnqL+J3LA1+NJ7j1zPr1Adcdb/vXCHjvpWfUj3s7zmsDbeuGdTSGxgOOUQ22eXYCBPEsqmWVTwMNp8oS+KwN4Bc/ak3oDr3Hl+N6O4T09PegJr6LpRA/PC5RJsA0mk3REnf6VMqW9+3rwgA9AA0dAQ79sbxaB/fxVFIi1CHhS+qfAUW3FXWSW3fzs7GcvN9U+XDsGmtc3yWruuHnPl1l7lWDZ81vRt6Bk4w9r15/m3dc4+ha4zBudsvggv+cbj6RcW7b6ciz7eY3WuW/0gH5EBzZSlLQTsRWOYl59Q74Eb0I2ggeUlP24uuzTj4g3oVw4LG3RYbzExvLTxrefdmPJqu+jn7XuF9W/PxPGezmCr9KfzJdgo5Uudq85KnzD0LJ67WdCwy4lhWmCm2I8gq+Orr4Yx3spA/uQeexlquQyuUvCKVc4SbkHuPHWxoFmVS6MsEsZlHQqfG13dOP495R4oyPonkEYDN6ON7/BpmPAU3F46sxjrdGfSd9ybfawiM9+wV64swoPfATf52xed+QcRVOrTZXSO9xlykFg95Lp7EgxAN+Jq5rWqGRKcLDTae2EvLPV4PGoFcRCEPhAfhneu1xh+lT2CCuYkNP7Dh/+7v3NX3DlxjJoAUU4AVc+wr3H5oPvKeM79I2n+BykIK35+TfhPbMmE7G/DlQ74km61noN5EynlAmZtSQlk6W7lIxedBU3HRwyte/5I/Nu3aSHY0XlvuFJCeOP3qDzUr/DU9B2x4IAl1vr517oxu8VtjmxCdmOQl/dTVWsN7nX1VIUaMS8OsbBUaHkNzdy5OI7JfXzJPmRt6GWqnk9DDR5Xbzw8UdxTGt3/LmprZTpvqX3lhPpG0rPxCcNj0uFPgE/uxkyIuOjdLZN6bve61dmLjiKH5XMiXc2ODWKjj4wP2txnLO7i3NyVBBetNO21HQJSteqDW4DxTtgUyXJ/WlDuK8EYGh+8FJy2Sbmd/HmV6etk8G+79PGo++2bu0294OhdMiZ+d+BK1549qGJKgIn6LMkyPjD8oKRy1cUFqzkbk6bBUE7Towdg8ev3saT74ETRMFUSKzptfzDvQsX797xf8j1VocLTPB559PnMR4rWfW9mhMUbXqJVewDVk01F25XBW/XnlgRxl5JS1moufnT6O59GjOZo+6/D7hLVoxVgEmQCmU1J5EGpDOx+7tkbruaKlklGyLyRXA2IETgKJ2WYoRrC3uyuhT0K2gZ8HAv/jKnABwu/QZ2EmMYMzM3PEvDTEjPmQDQ02f9u4eX34JG4IVn8cSURd2hcNK0uaOFGnOTycTtYTtSfrw22wCvzAEG3nFSkXiKQkiK1AaQjBCFnDjKjrx7xbtWdJzBK2AuXlw9qjjHzz14RIqy9+zOHQMCQBFg6BA4Y2CblOEh7n45xaNW48U5bsGd4AzrORDPg/tNF1XpMK9yruf70yJoOICJ0VPfTeXKvYaVqlxu4g3Q9ezCYhAlcL8yO9kQ4vPqRYvkKpGSxWD1loUCaaJgsD8mPCgmplOG2yO3X9ecvJTdf9zYqus4Ow0gZGmPvgOS4NBR+xgfbZpvlq6kZN+clGE+LjNzJx8ET5+ylE4h3ShzvaCZo73Wcy0BG9gHDgJRu0DPXn2d3m7MFNYDeYa78jZ/t04L9LvW/q51e9wVa393PkWxNOvN21TB3+UH3w5cyZnFsR2Qt6GSKedDy+jOngHTB7v0gOHt2rn55czJaboRL5Z4hYZgFavGxEbR4zZmcOVyx2ErXN1Py/mZ7q3HIAooJ9MjtoTkZZn3PwfBY9EKNzq3md1YhTNS80dGFDVWd2gZ2IpVV19nwlF1ZIW33QWaidsp3DXzZ1/hrtmeuLbihfMG8yWzcOXMqo3O9E/V14UrZ2OUZZz/jD/wfyc/nZfDYM6hFmVg9mIlzuL7r77ORNScsMQY2BDh7sJeKa8fY7AOMUh0e4ZYhxgcl+T3nzl3wKD5rLosKa9OgOHYwZ0bD25/b/P/ciwLeC1lrtbNFZczp3AXVuIuYtOYCPI5G0xme5pzxVuDEqQ2jEgUE2CwAS98ASpcEOEe0WtaUnKiU7i+fx8nVm20of+soY/17h/sKrvZfHSmkO+YioWSPeRO2JPSkZsBftaE1Fl+1ojLRxOeSkeF1Dxavb+ac5WI75N+Bgrdkuyd155si5vdCR8GL0rcdQeoVclzAz5OHDssueeoyXRieuHoTaMGc+XG+z164OEHlfhZXKzxd1oWGwchf/wOneLjQ4+vW19e/u7eTfQXeHH/ufnLz/JjbUZRbD9BB3WNCbNwY1A2hWYwDZdDr4//BbG4Fhbg9orrtIpm8Ca4YWPjdxCDAg4otQCr2ON1dJj4kAvACZaD0/B7NftZNT+xNSeQg5bCM6MoinUxz6+c+L+C+yshWcujwLndwIS43uCElVvSZ3wTz6qxV1qwK5ypvg4fdBi+e5lgryTtXl87JUBDNDAQBcyrYeaemYjq63y/i7FKsoJVN+TzLgYGIoCBbsCMvvfqVu2TtXLTlAdFcbPIfudo5ZlKRJdX2Gs96DHQ8sPdEw88M36AW+kxwBVHj193hFVjN+/NQ+bvYSKMw3t0Sugsxh0kSayGako51PGiJcQbFdrjbeoqcIJW2/ZOvHzZuB2cgMvPGb/+CDOfnx++XZ9NQ9dvOBDWPSGQzq++LtxDsOvFdhtudR1p8cC4S5eMW8EJJMVR49ce5dvy3VywfsOBJENCZwqoTqYqthUbKlQoir6tnVJLyW0p8wZkUMKX4NW4sH/I8Bb4aCD0R2DxxQucOwgcVRsHjLDBG/SwycVhYTrQ4BUjPsUfIFm3Y/p0wv1hqpLMYUMoe7HmUBfgxhsUYogFl9ZqPSwHpzuO0PiHO9B26M39pldN7mAl8+fYoaPHFhaOZdWY8vVL/AF/f+fxCpBvxHxmwOotF1ds3frlIgG/otpkYpXE3jsLaLsqV0kLILu/6MlyKleJg2MQsEp82Co7zV92DI99kR49bkXuu5vB7ovhWfljPuKtIRzziZfj9+A/20G6dfqgUv3h0NIwstaJD0N8dFJF+TYvBlSg/EtPJpNcI7/RoaE7kztltl6/qrf3zJgLdP+i9xl/nPjzzV2PEaJeBP+YzeTKSbSUt6mi0y6zqiUSrv8JTaxKr9MrYSf0wg8jt/SbvjNo7ntpsz3ilVqlIjVyxDisLC0FJy6qFH9N6jF6915j75PHlRfsdT3oGUsHh644afyVPVg6lqxF4ptyl6xjYbylFj3U+WKhwb2aExasF6CSTZWsVtxbyJwYOFrpSsn8KZ2LvRgGU9Lv4A2bEQM2qsBxEM59gS+AReg/EB+1GB7Sv7AxeMHp6dN36HAvuEIzI3jhNV1YWPFkUotkqmRt2RCqvTn+ZU6oFUm9HeuEv0jlgspV7Qut7IoGDDO4O8hjcFf21Ov3r1/2wOeyvhnDfV2c1XAqM+Pp79eM4OPVM83D2cdF7iCLC0lft/DjJYv8QsLbOarayp3zY+Pmll7cJ3Akwi4L/hbvjwnVhYRQgSRmVMcKlYaM6VuKoke8uWbGrW7NzP9kLghNtTQ9ko4mXPGulpiURAiFmcGkxUCYYLHYEnASDNZ2nLepOHB5b5eObZjdvHnNPHKUHua7acj6DUwoev2wye5Go06x9Hc1JUmGzgnEb6EoyW9kv3Gui4Fj7tZiF+lfsJxEt6OhJbT+ZHfeoSd4AiT52RPWHuU9MMEbw+KwDRPe33kgPCo+ULxDYjO54yTuqyfZAZZloKyj/KXgVKv6WGnWeS5q7FiLyi+n/Wp1nTLrOktzlyln8ez/Zo+YLIG3esXV5hKcN/nGlvVi9u8vNRTvquvXDxJgd60cepHgixZ8Ke6K2cbX96aszwpv8Kwgpt6poZ6fxVXUOTtgFRsv1p1axb3oG3dxKfGrnbAKWgr7u7neNtNU2fgn7hKJnThIJSTrTlNb1lOXfdXMMk7uQeWWrHlL5pnCsfFPPbPww/sHD4QHBIQfOHTjg8NZ6Vn9Tyz5bv/2kr7DrhTl9R1WUf4u7ma+w93vllcM6zug6OqwviXb93+35ET/LPrupZ3HT0e1cnZuFZWZe/zQxTu7j/WP6fVDp8XTbt5dsHlK+fPn5VM2L7h7a1pJpx96xfQ/JnBIOlCUJFA4zzQGVVNQgVqvdFC0Fn7YgyQQs4yL5xvxQTpouiwc04P/DhzZ0CLxY3rOmZs1S/EjCP/0Iv+TvmS54yunHMXsQImQRy0OXSlXahWOJNNNSK42BEhWh0WNGUCu+uAweMBhjIOSnxdtwm+GRi/FS+AyVtPLtz0cnFE4uqOa9S6/eLH8k0Fjb03s2AYnS1oE+FA0f/rnEsndaBtztrFQNUCiivz0cmKGopZLxCzjVvwGtOAE/vg1tFoTNSE0CH/I1U4+CpKToMevmDPHoTP+6zh+0KJ1Wo/8nDY2+CeZr0WmSul4IVcBLK9aIyiMzs4QQPoSzTVJFhNygAzS8fp3Nz66WvZeYofmZ7ECPM45lx6G4J/Wb9PhjXYfjN6Umy6Dr9FfHp+1fkmvFHv45P6kCQMGfTZsmvEdcudG7bg0eMTViOEzR+VvfbZ1wLhePQmvU6mpSuLOhpDKFFrp6mYWJUDEWSMappQr7XRag8R9EM69jzUOGwg/vP3QmcIOZdNJF3HGDrzwhvOZjSoIxL3P72EI79adKl6F13Qhri7Pd5qoHeZYb5oZF8wTGKlMJdMwSlA2pRVcGn56LP5m9/34L7o5dOkweeJE2jkHw+CTDOPPXLmxJQzBUtE21dZ5121Hx2ikCjYLb89of8hzGl6DXUa/HomJkOeLX4NWi2Ws2njp+rU+op2RDuLKhTrG2jbMPro9L5N0kEWm63iO5CUsu1FfNrqfMMl0Xh0ZV1CUJJHY/4bbJ7JKEi2yHsYXZBNIOFBPZjgtTCccs8huxoBpx+9jnqC31ZBTnYTQNItgn6AEod4HlPYSFV6bGDoGr50M88IKdcCy1Fk4nsvGcQvTFuncjZU44sujEB+jpo0l9Bh6Tuato1XnR29O0zrQGcYP5QEZG0d+yVxH4c5sHEWRel4l5Ub6JoiPb+ldpeCWYWVTh2B9Olbu8nDASpeOxUmj8SbbHX+YnDipfTvj4xfjvQp1vTqoG+EcKLaZE17s5bWv74wErQKuoFdL/56Ts/czdr9a7n8adeeOU66UewNjtzWYGZ2sht+ou/Xwo/EJ/ybphcIUzOz9pimAJjONJeKbLWOCLLNA3q00l9VQapFJv6E5UNWXQ6WQ5tadCC9Zm6ckDU39V7NxeoinGrNYNXrVmxGaisIkdo/Uj5JQYbVMPUp/lSvZUfS2pG7CX6nSW20aAryh3EHKyhykEqV44HHTaR2ZXSJ3BPyED7raY3Xeh8OK4eaEXiPxVoTrhNj0qOB+5f4k3n1hya7H4HZnA14Li4/UJYA0bNEBqZ9AOfE8KC6/R9Y2iFRr887d0gaN6q3z/igC8lMHnbo4PQ///e++4YYOXv799wrvNAKTmT8I11CX2jGo/FWuEvMY9P5eoNdaCm2FGiVhDI5yW6VQoBGg0zIhZvlX/dm18YXU9Zk58P6eg76TO7ZJCY1p79bmkVvx8HVbimac+AV1/t16+5yJfm6mM3qxLi6/Z9o68C2ac7STm09IjKptjK4kNrxbz7KV2WGf4cNAv4K+xI6b119rC1+NTClzaQpKe95iy5SyAKGkR+WuLZn+GK/hrviD4HGwqYuqPWiu69uAhtV+NaIsI5lgL4Gevm7s1b6dK+NQ8yu7PecI9LLUzavr9sFvGIzS3qoPblm79pNGnMfKLRnZbUvAqaRFAjjt9LQHJ1qxP3tyzzhSLt8t5gOmWc3TFKZvzbu2s4Kn0y1EDCxzbrQz4eVuODdaUA17taBSf50nHd8tD9qGpY8clhWGd/O6xQs5070azpnW5uH32jy/LTlTJucINbTkrjGUsqXaWSqvXTVqWm+ulxQBZglfvk6rUAta4khqoNn1azc8Xjtl7sKo7tUbnoIfVtiFRg4qivO31ftF7NaH+PmF6HdH+OltQyMvR4bSjn9s2tw1ijIdXjF15gL8uqwgJDK1c2+PpEseSR6F4d27hxPeakpSzF0iXDtC3bASlI0hwBCgcJQUL8oP69YW++PnxqfQFUaDf7vs2JxPSaUwnVI9lSuv/ozZ2sfHHWgRn4RzJXeZYvUKYZG1J7rMuU6P8gnW4r+NmAoaoA+o3WNHzWM+/679VGMuqzZ2hN8KdP2FPEIik7QDZSvc4bwml5l6703yYagVtVYDsvqaafooRpCZ+96qr7pya8S+Gpb/Vm1H9Ycy3NwJQ2VgclNfEs/0JlZMcHqlgo8kcmUrWwPpjyip3pxFLDfX7urNXrJcawho6js9qn1nFafGB0EZvTcRp/6dQCwELywJdoubXlKde/QE7sW9J44eOQ6pkHr8CF7IGnzx4uCsnKHnzw/N4WUNbVRgpDeHdJXdbP4162m0gS1HA8dhW9z5xYUJF76ANOj/1cUJF7/CD27NWjth7axbFXPLJpTNFbAYMLnxQYLZ0YFYtL83Hn9KJ9c2AltxNLbCYBof/KuxrFi8Ao1oXLEYOv3yC3TCO12iZ8yI7kK+v3EgxnEmav07Re+sB+oReBfhRZwMNpn5RUIdcVE+scupptkSH4kfJTdXs0slrqRW19Y9wBDAO6ss2LpLXDWszJYzkJIoN4mP8dsWjmH7whxbGL+ltS0c+F9taD+8gA/CT4bjA2grCcnKDpZCG/qycVx6K8ewMMdW6fRCenlfJ4ewULlTX+NEKEuOjU3GPMxNloSFSpMpmoozLWYvsKuoVqSmnciicjUXDhtEcQRPnZRbyh0IQHQAewGH2Sg6Jyd1bmmDw0cXHLFRBL7XWWFzpGAM3ikLTEwI3LDJEJ/QaRPtir4ZzorOnVu27gXfXV04xau1IjBQ0dpr6oL7lTEBATGVD7vrdN3FXJ/GP0k7U/ZUkoDSr3SUCyzCOqWA1/93T3QNHeUk48O9cR2E54SHe8MgCM9h9v712e7V82ev6p/qJC9ywqVNvcPDhR/VH7z1kLd1a70DHsFhltzh/k3ZU8FvHqcVtoB5eKTK1oylLAyL/bPeoGjfGfP//cmCGWf/PX/GzAUv5uUWe4U8ePrusvWrnz4I8SrOnfdiwUzuYJ0B1LR5uXJjRMTGlS9rVpZ5nnfCM7i9b1/IhCCn854Eetn8biQ1VATV43/mZA1SlUYl/v/fnbKNzbNcfX7wIf//B0duJvCzgQMHDvyMMtdCSgK5rkJuRoOnb8ZK8DecxHtZCfTmUzm0tnQMVC4Wktz+lmKsjNRvGEQ8hbo4AlgKg9OisOKjNR/XAQ5AWyNqjLkwv/U75yBTRAogcTgsJFgBcjNWgK3O3LTeGh7g5+guWHm4f++ZC16YMQFwe0vjPFjosbLkcs3KMoJJVsluIDg1FEjdpZzUnVHZuxs4g7uBs9cx7IYQLO4As0Nxcsb9gTgpBOZ14L/PHfpgArPsVe6h3Opc3AxrcqtzD+W+yoVd2FbkMGOnQQ73I99ugysip56ec5vr6DBpYz97BZK5x8QPEEixJEI+qU7rCMlpLqpOzq+6jxpl+DasYCp7pbO6/cJj/TdRgDvYckiVaAX2JMK1qIRUY8XMmbQHpy+GCcUU4G62HHqJn1ERnggd9JpprKA9ZrLlxTOLKapRjRfuY65w+wn/h4JqR2koH8pAhRJpXOUqfxd78Se84SdT78/u5r/vnf04G7ZNIN9rnpIf9Ery49WvVv9EvyA/jNPJD+bLVaueGO1XrXoC1atWPXn5ZNWqJ4zO/HfVv/H/sGrVEwIVUxOPecwhCUf4mpWUNxVERVPJVB/zLquQavj1ba9Sq+T8mUfhCCq9f4BBLpHrzLWmhOYcpLw1MCh4C2BgiG3QORJCIEI/qVfpde682y2AVGgMTNtQhZOnd8Dgwv7a7nGXMpsMWbEoNii0Zt26lKi4eLq0VaiM/GN09YRh/XU2Ldz5P2v5j8j4z9LLPNpHx8WvwyYD/KPig8W22MPCUwN0Ni2M7nHx6zza030XxRTzj7w6pvOydBnNzBlm9aBxIWmt5oa5+ZGWLgdTNLUOT3JfSdtQTcgqtWLyY1T2KvONqoxtZcXrRweeflZcbNyLFUKysLSNQPT38prxSwhjTtRECKnC1V34MzhWsb8SPt23tc8csWofPvno3vjxGIt/Cpe4Zr7dalvkoCW5vSU3uTUnKJqSiflyde8ASRxHrpOrXr8D5PqLd4ALF4LH4sX/wf0fu77O/Z+lr/r3f+x6zDJunToVnGbNaujuj11zfPDg48arVjd/NLXKZCJ1mPYC+h2/GZFyZ5IyS0BC/NUaIXnKoDEoAtgXs+a3aZd//hRWwA1onrKsR8zw01nxAZuXvjcyPG/WdEc6btb8ZhK58Xuu3FE9aWTZZ5MgMGGITRPs1yRv1vT2Qt7EUPZTEuckCCUaAUxRQKIU+ySkJ+IGSLr9dFZp79HblmElSEZXfD9xaP5HfsHPQvW6sBlaz+JZhXLZrNJOG4wPufKyQ7vX3vllKUyY02tYXuqskt5jHYpnFUaLPPDMXslLYn9kQvY0fewZtsAKrhxCjV9Uh4iYKxTFpHDBdT438i4mYiWrBgVKak6wvNNpMoo1EM2Fij65gM+ikynZOcZuoMFrWLF9O/Mj+zmOKzdOp6eX09PJXiIV88jIc8KbFJ5j0jD+o4+wcsYM+jwTcX8PJsG+PXDOGnPCubYWkrAJycy4E3Iz8sTolbgRcyaAR3NdxABIwofLl2AF86Ox29bdBIECy479Dr4+XqoOcFeEoXiGHwg4FEDNw2R2M6vm+6FsRcfEwj0h9ENeE7t57qLn50YsiQEnzemnTycNx0r6GaomT3q+CLqhetFyfcQenxHgBpoOuJNV30NlqVCXgSelKu4M8YBUMhWjJig/pAZDainCCBDwmETCFrEOg/8S7hYs+f5q8RFHhWM70ElVzwbuY5u7dXDyDsfb4d5OXm0aNZHuwy3n4jqkDB4V6C3x0LXPbdZK2eSH3mkpgbadMkCZabANTEnrc6uJ0muFvpXOpY1bTEFPr7iESXgSwkhtRoqzv3EqPdPfOaVTc9sWOAdKV3cZ2TZs84zmvZwVcAO6d722wjlXSo8wLpP2a7X6+/AYuAFMH++lWR7+nu2Gd1lTJuTZYSW3i+1IBZnHbbmVq5dyVztSrXmk5rS7dqDjdt2LmePi6B6CDw1yjftcvLh6xJQcP7eQESnKiV113u7NNF1BEa5uqvb27zq5TcrwUDe/nCV93YdjFbQEXUwrLxaD4Azr4J5mzsMb2rGc66qdWSCPJJl4UfaFs7WhXLn3kFJVm9vhJN8dk9mV3GXKIFo8IVArEtxqiIaYo7tvusxjVy4edLDVglG9B8aELpXem1ISDi3cp40vjOn1hss7WH1qfHrLEVEjJ3rNU2zy94xN+SZzdN8O+vzX7+yIXrXEZGYnG0oFNCijG8nO4OV6810ds3NM2kIns4i4NRkgZGmktlODN3SgmJzZ1a6wuyCewcMGXHzKVJqghq7nhNoIPMl+zX1O7rLM71/UgbfpNPv1s/572ebSttpWHdKwAjyG65t3TU3tfauJsv1KUWHzwrpHxVoUtllgn1btwTiVKzcua5rkuO1a1+5wA9i+gkI6p/VdXmaOCwLbkexiojyqurJYkj2JHHAvtsRdoY7m9ShBbefmrQub4tKjKFTllzMnh5W6jxcULNnJA4NYNSY2Dmw1WNSjFa7upxs3C7fUiLDfcp9THiTyoJGpZJY5kOnkDU6Dgv0Wt+wNHaIy8BMQ4DbEsWW9GSjo2T4eisfgXXi3hTh0zhYWvdSG1B192xGd1/FjN5lYmu0o3NIzao1cJbMMvlaI2vErWBovljRtGu/cnh9le+f4Zk2txt8zRBkEOieHCvBrJgyeawGeR9soLeNXJLQvooCyNZnI2H3Efi0aUOs+vEEThCmo1YMFC8Bj0qQGdEGYiVotEJyKn15XBDIVFPB7EEsL+SqCTCpreWq1oR3UnQ1BF4qLoeW8ebX6AMNrJ0RQBcHnuFVHHch0kJxTk4TjPhciFXVWhP6Na0Ih4erMBMbRt/7OPHz+rKHlIMyCiMPCGtmOAnaUZTVYy2E9A0bLDOBWevRbxs9E3Ku3FkRdWC3WybQQ1p9VEoaOe+/ZDuPHJBAUCR4T+IVtXV5MWeL6x4XcvfrPs8fvbcUiErErhVZFZGFacjVqToiYZBQluV3ru9R+SW5jHFaY+6dvsZ9Xd6nt3pyny71r9l+sn+XexV1Cmi7fN13ERNScqO1atIPJjXifqe2b/BgLhlajOQ16MsbTWMEueZMvw0tbC6sl+DNSPavm+2vYnzH3p5DqX/NocBZWMnsb9mn4sbFqbEf8GprKxSsE30FJaiHcNFIB/UZJLnNcZLachVJQbss5KoAgoCoCuHycc7Et/oDzdxyFhJc7Lg8oxlKQBWcP/PTY4H74W9oneCEprcNEvOL8goZlwpVE6al0tMWUuAFnvpw0b96Us3hwTYIt3fXy5QUT4sndGL5kY9lQURa1Rlr/CkwhAteTfU/BiLKwsU8+zBauvP419lin6Af7te8vm52cUBaX/LBTF9ee+DJ2p0S44cra6YFn8KZP+szlB3Kz572YYHCGz0aOHBypE+5hkkgNHu8k01zdnbhhjA2uzzAss7gHePbIjoaANuAkjg4bHmN2CW5+DV3rw22IdzVJhKNN1UD/6te52tjQ7vhja3Pnv8+ZUo+ubTB+ZhgdLfQa4MFuWvm0Dm0bUB3xJKkHbGqpdFbxpoM9homTnu3CRLaEPV3jzx9W2dMvKKDkWEXyrut9nrmKu4bf24q7mFNMhPEd/vDJRNyjgDB3Fwj1oo0FaFh7R0WAwZ4twHSsxGzwP6dp4eD6NVdes8u4ns5nUjG9Z1C3aBBxsu2wkM1l1VQjy/ONgc3FIViJ/UADtJD2goWwklUbW9Akj9Hcpx3hNZKLcJVWPZ+BxjgfK3ExcPhFrQTGBbd4EW7R4xuWwUZsT07SZsySQCCexUo8C4HWEh2/du24WSIht/Ikl1RrM63KE3Vc0rNCPI7luLFepWLqJuIYVSNXW6yIrNBeM6wiud5ie01JY61BCfY6tt+9cRXX8ah12vejDcSUxuDR2tRvgh3ZAU9KyixymUtCiS2WlD2rfoRrmRe4ltQ/8sKwp1+8qPEnxbBEF7gUiwx1nuVS7tXsweeMFz6HleBEXHgm4t494zukAAGoKXiSm2Lht1TJJCoXJ6iFbiRtTHm268g2I4IHaxMVMuHjYaIMdGIyfAO/43trnfI6eibTE8z7ykisYpeyalI/K7RJrqYFHF5zZrqOXXpv65b0MXmj26vBuand4Pi43qKA8EEH34B+vZYi9nAzhLrCGbLh1NZ4thKwGVuATCVzs0irkOl434sAPmanNzuCciKwR+SRUXHgQSd6ODB4EZybwymzzK0bwyosknUyYz8KOfQaqo3QvlSu0qskFsGtumBdsLKH/9Bmk696uvCy61u1G9qlGzjBB/ImP3xHjx6QuJDI7mIrBVv8WdIKzpDzN4k1llP2pH0zl6i4ebjIOFesYGyi+RkmYI/baBr6bHQY4O1pwXnUEjlLKYrNErEj6wGCCGinsHP+idyyHm2w0iU5OLpIh5VcufH+5u4j5i81Lqf9tmfpIxfMNf4qYL3SVBPTA8l87hLlRk4WDlIxMYvEoFzEGJRCuEmxcycHd3LedmEk85vWuNil9X3njxhw99tedhc/OjqvNW52+9zWvU2UCmSl31SuABmelcdlrcVLOvp+x9RtA0f9EXFl5ODbW18CKEXUTHsYuStnwh28vWXAeJwpyFTFtSa5W561vLqcwJMpbEWiRAKaqxg1V3CtjWFMp9DCeR2gZRG+c23ZmnXJse322CtbRiimzPoKXuJDxq/TwPxAPcDpEd2T1vrgmelzrnQNHpQ5Rp3ZNtxRdn7qHPQtiIyPjyygKIZqgpmWuQn/Z7MDNgxJPAkFuUTl6k3r/QMM/3jGHO3bOTZTedo5eqVGdOppaB0d9DcnsWabjXt7LwdlR0nz7R5t/aM0naf6kvFkWeY17J/MbEOj+SezPf61gfz1CzCWNjCGt2EQ0QJmh9RbjI/996gd1sm0/z2CB0TUw5r57/A8YHRtmi5FC3WY3CXKjwr+Tyox7a2G+k+rMutg6PzDEk3ukhXGznpM4ly4z0kOaR3f3oyh2dCpzlHhyLmMXo7rrTz9rD5brzV02eF+dfoS8MKtH14Vnf595cNHN3jVoW8zY6l4TkpmN7EdLdjLFv+/AZlqT3jsprlLnp4bsTgGWmpOPw3sVvpV3XsP/pxn5/LTuBETHq95RzgVhJf0GvLa1UeAr3zeDAE3BE9yW7hyqiVFuZNQhNJClaBXOAbo+WMvt+X0s+Il2I2zT45e6b8gvE8osMwzwW80LvnVrzy6S5P7AJ161zBR5v26JVZxTqyaXzvmdoVjjl5Lgsd8s04f3Rs/A2fM042MKLJPsO/WjNl9j3iX4ajCW8EKuwtc3zV0PvEpVmEyqW9X1HuHTrUnPa49OZglTgCPZkExeZBUe1iFPlhWzp/I2rvxJ7ICq2Oj+C4SSI0D5W59FhMQp8UvNmHkmJenRszSgZPn2mm+rrUn2Sx8MW1mUPRWnxHZYQsgz+pYKZ6nzws+mHkezF/ceX5aa4UkM1r3RC2cp68Lflj959nrH90bP6tWDjJ3dU/Ugi/GCO9XqSIE4xKVq5s1kjbv3ex6NunItuu8IBZ3DE/SAZCR/C1ae2O1vpiL4IsJbeob8sZYl633hr/mjGEVVJ+p54oR7Bk8KflYwCVxF0NiZjhJmeTj08+KJwrQM/ibGYxGUEARgUZApCHKB9QGrOL+YNVWbVmgJWXcHx/dG59RB16SzJu54FcoABbmrrZGx8z9ZcGlEzC4pF0IBpe8Lrd0bXDvNUAuupl1fM8KnYt9IcT2SNsEX4G7RPAVgv8jhAV7qwDjPwFbGGsd3vwnwAtsc4v8rDg3wSLvtp317NBi3dJrMzP3jxN/1pmQRma8RrbOfARQnf8zzAmx4380HYRO8x/NA+Ms1mDtoCjpRrLu7SlKBbXIYEqZkgGlTJVO7+I6GNvTG40D6D+qK5FdDQyUjubKX2D5Cxz9HDJxO51Jz6IYKsNUJTnBhlK+VBDVXawadK07ZvOoRQACBfluJxUrCsluze8hCk4i0GERSDauDOwDqw6N+CSh24/jd3wS0TfN418DolOzk/o4mLTf3xz8fufg5Snv3JoGxhDZuPRuee4SO6eBkUGZrVQM3q90iND3io7t6tsaUvw2boyJCU7bPy95ardWzT3lCueE+K6RfuuX+/n5+c3Dl4/nT4qBggxNpzCDISZsTLDUMaR9554+qoJaHt3H0mCqKX/6sEZRY2rV2Boe1EpJLeBq0mCzAtat71T/RX1nbQ9/VWhJU9Zr900Vl8xAsxwswbeaIg0mbLlulIfIbiNQ2ygFH9gMBC/UOQaYtZSbgmd5rx1/b8rcsUvrt/mPGLzBu/bQ/eiHeNaY6FQ+bfFHxum8el5B3ZmcCXdgtdmFH1Fw+wIGfV5+mD1cu4aSTVWsH+GRaEu5klkR0fPtzZLYKYkcYrKyWRLWb+Kch/jnjOEcfZLpFDJsXgesKoJ+4Di7AG9gDuMXmJcfqDee5CVp/fuGDz/ZAq1Gdu+x1geCDi/DTwdHJsRHMitqObcEXzqEiqC6UXH/I960xizpf+1J7yNgov+l/1xqGauV76ynAv8T79lC0vsPPWd0563pP/OYxepR/h0RPD9pMKWm2hP2rL+H6WcuWP6b2H7L/zjx51vx/WCIIBAjYK1wly3y/E28FbM8f4W7gvx7/wvwFcZbxJftYKpk13HHSZzAoa6vSDx3vcBHz/vq6w6vqbw7Z2kktOh+fXx0woCeoyNAbYxjNfj+7n5pcOjX4vyk9DOZFw1dRk3qqr8FhhcPcEXLOeOID+OKSWwzId+BnA+EgcnEPiQqSy/NZsx7hkN7gYN6689du88ZAO49tJjLFOG56VlTej8qKYXpPl+C/+johK3gLXl4Fo/Yp4+3wkGUvHitblSvlNfBP4RG9Ow6IKmhx47V1p0uqf+8vV4pr1N3uoqeXafm9Ar/OMWIOIzB5HlZ3RaEV1dHildkdVpJEW/WD+v61wbbqSPNPIEXsFYcUfEFe10pDSF4hG0Ij+8bMQnNLb8Vm7AbbxTfik9IjzT3XZeLsO2b2QjFjhvEjvmF7/BNfIQLLOs73VLD0pIf5Ws1LOZyESuE/33H8TjqjmQfOA4ZkPLpUTyr6Dd4zyeFSfK6EP+HvxHKVXp/ffXK19f25g2Z0XejiPHPUD0Jl0wI6Zcwe1EqV0JfWq9MhfRLSlPw699XT5u3wMzrVWEXGpVfFOdvC6+Qsw2LuhgVSjs+xtNdo41HBF6v9YPCIlM79941lJSiUJwwVmmwOFZ3cvP3l+O1bMN/b9zGEH7e3zZ4drkw+ZwwB+Lcm72Cv5oHy178N+bDWM7L8pZJYRZZ9IBg4kmDSb2621/g4lm2or+Dj4d//HHizzeB5DG/mtctwS3hLptX21uwS8ym/K8wTPAGP/oGgUwYF3HcIraz5AWpz3kdBZPhLWsDSJjneCNYBwyTfVewg0Lt/BIzv2f92nm+wTfUzB8klrFeoTxbIdpHAYM62FxH1ICk4rQ0IO0jwZepI+4ekVNVkNeKU/V1iYWG3yD1acGC1hf7vvm9CnJ3fbPc9krQ2SuZhuT+ahGo0XRuMbR9Xl/8iUL1E16lLGP4/i1jEDt5wxg21/bTwFD21XZFMUKMSBpMRuP8BixQ84bQACboY/IqXscFpWeI74PEiKzfx+tYS+bmX8NcWkPeRT3cJSgXdR2oLXiS5II2to7psnOM3SY928X8yH5eozV+CWFmTr8qkv9Z57NMGsYX3dtCnzfHflk1b8cI/qc0WMT/5M8Ub8MANS/gt2OB1swQlPY1QFDzVk9xAhYTd1nEYjIjbTSMx2QhhXgzLlPNYWH+6oEzmX0CoGSYTOavjSWXViezZmIMBpVVbm1P3JOuC18dE+ka0C7BscmXK1aIabY4Dr/9LDHPfp1NompIgDnllgKqNSaTOW9jybnVyRtsn38PDx7kWLV+atgw/q0cPY5fXqltG747DuvNcelkLpkrp5zqcIrq/TVWEWpHLrlP+sxBI/w6OhX0xO8biFRPGbd2dkJ025uNo72mwpfW8Wrj8UNivDqZYAu81o9V5NqRzcpMmU5oSgvSztaLYOOc0rmJMXwX7sWgrBPHnn2WqoP/K6MoT+DtiRilV4JSruRSBNxf3AhH8THY41iL/BOhBVaRMPumcro/kXtTuRWeGmmvKWlPJ4iqk6vYfridRNmjseZPvCmKeePJU4jBo2SCiXT5xwU/ug9Fce4EU55EkS01UzpeB2VKkjHOexacuzF+W8aE5PhNi6ughNd4vLSk29DE4E4L22hGFKy+M3YwHVvdBWa37TAxdGALwsOaYqpic8k9kjOpmxfR9ex0WkU9uiA2F6u77s86itV4+sBMcDLa+UROyp0/e1DevLLsTNBAI7ABp5W0bc2IHfFFW7ccfXczL7upUnqOK6daE2QoW6ULKfsiBEw6pRVRMn8qMKe+u0jPoRqfzUuIGH/f+Numkof8YAhLMjjV6MmYRoevBRdaZzz8QfdW3nDwxzGD6dia+KWR+flRS2A0jl/YpuPEae1FvLYUU6WU5copV8IxWMvULFHWJghZRAkGJWdrzdklZQlZ89ZRqd4T8PnV4qGDx//Ij98sUOTPE0N1PpGTJob40TrC2dxNn/DFwbI7v6z4kJ+NeIG5eUMpZAxKnbkjvqgogwIqylQlNYi4I/ysqN+YQ0zKESz0jVIDqvHSuIwG04dnJ/Zs6TVzEi8WPzcrim6/Uz9ruHGPlPmj/fuQaeL1PsJUJUlkQ63l8AK9toFEYYmU/BSMhlKSiGq8OyH2oO+/rHKEtw6bYfDs3Ts8/kytEFkTRh6dGxwlpgZHJm/oFeTVsb1fxpb8qCUbyNqLxpOcDXeZVGLwe4JwCG0YHEGu42ye7cpPnNhg9rSQDfxOob9H/XHHYc1JMl4UsOzc6vT1htToNqBjW93bGujbvaFcaCHvwydS1baB5OeTBjNufpV0C1cu+OFSiZmzvIEomNU73kI0Dr8bnlIvKNbSc7Y4sUTRdk0DF3pp/RBZTeLaLoMGRfIvmODISn1YgooB9TjKreNlEr31ApD6WPjJO1jFz5oDs1vUelGA4MhZYy+AXW04jSuj881c5RtIfMpUJT3PlRMcPMv4ZfraKJPVsM9bhl0btGpgxInmCJbVQIU4m6lK8ljIeaztKxjq9CVq72Ohqx8nxNfGt+oObXfRe07mUJfx1uLIgcKISJ6fqZI7QXC4xDVDTu/2nFppZTb0Sj13wjgLt/3rE1gECbRdH7wegS+vFg3IHPL9R7nxuJuxq7ly5RvIgF6wHpMNDxdPu3l/7uZh6WOeU0DO64PZUKH6SWCg1Av4dOT0Zu5GpWcHDRqLj/FJ6ULQ18DQifizrVeXXlNXhEXOOC0/QcfhhWXvbSiteQF6/KqTj7t2x8p16dnr7vHj6Giq5HYQ21xXN0kqVu174XbUqmMiW4KJ9d7JjmnQji598cIYtTbIondyUxXnLtwv1dM7c+uirXWvpcLHXcwp3PWaho0/D/b37uFnFq3iZS8iHKiXSfaPmUvY1t06x1F4FUEgrzXmAQb2+/Alkyt/X3kA3B7vXnoeDvXGO/7lfUOi0mMnuEaMj8vtFVM4Yao79LyQEtNnxI/QNG/6xZOD0nB9xEc+upxRQdpbHv6F+foOfcZQQPUwVTJ32RAiAy3uJZZ0V4XU/KL4rdlKCANzNw1n75hc9suJGUVb1g0vdnvUxq19TEhqgFrVzTfGt3OgNmJpCMjw+649yz4Ly165IaVbeGyJLqatKjbYI7Fpk6NtVZFBHqoyMb6eRHg5XCxxfkMtl7HFxAggehz4R95K5F2kDLm01rI0yg5kmXZ3Bs1r+7hxrNNEdlmtQQnMZrua4+3JBCdZ7Edp3U99Q8KWNPXGl8QXS3NsXM+AtNvV6ee2jxuHtprF2Na1G6ReKAJzqBOma5QtRdmr9P4q1zag0vsb9Dq5o/xETt+BWUtzlmKO7zvv+A5Y6967t/taisEv2IMQxH1BNaEchXsfofpXq3DU8L+KOb8Sy+8Q5Bvt66vybdn0gW+0r5+r5RcVJ1H5+kb7etpnqnx9Va5+nvZ50eQXItt49iC1QJJLsGalKoPGoDHopArpgvKMcv4//jvXON38n5Dfso89SKVLUqim5OxO3pAghMzq93S1g5NS66tKMf+UUB2dmmuVKl88KP5CUYypG3uQ+kQSROJYrfjWVK5qjZpXN0dnkJA/BOi0UpVM90mKqy+Al52CDMMXQKdU3Rk0iKtK8XPt2Lqp711+tErtfIjnx5WOOdQO049kXLxnphM0dQfuYjPY7hEjMQd627a00w0P7kzmYQx7kFoiUfAncXupxrBk8eLF3MADBw5QFOD37EHw5H4kdsuBQGsQWmvCH0tSTQTP3eAInhlh3QKitT69QhT56WHd9JluXplhjgVcTFh6yNDozCBFqE//sIyQKf69Ap1C/fi2d7EHKUrSiZdT5iBVCd6B3kUQElLZG6KQWeRskgPeps8pjt/n+fcE3sUHDxYfxJxDhw5RtKmnZcyOFKWwVQougEbnKHUQX4vCcQfuGhnRnc1gD/iqlFo/15Ru+H5W5+DhOruWmSpfrdJVSzBkTOnsQWqHIJe9sMxVar2tcofwMKRyPwgP2UJv4azBHoRU4fNg9XlIbfABmh+3+HlF3Se4Bp82S12nnSxrESjWuJ49SOdLzlI2VFuqPRUgVM67aqQag7hGpBqLevK+kLu/2oLBbf07nT8pp4fvYp/FXlNyso0nfRb79sgunpLZp9iLrunZKaRHUnCXxJp7CWGdeiZ2CU6SxH40xWuxz2K/xJzJ6Oyz2GtqdtbUSX0S/aZ1Sk0MCU5K7hIWn9qpS3KScI/GHqRlkn8J55568imsZZBZyeBj7tW6rwqxeQH7fwh7kFoj6UHu8kUuT/5Y7KjTBoNujdor2lORnt5EmZ7OPYoJCG6yAMrONpuWStW3TwoHqVylVweDjveKg0F3YmnO0qyB/bIXCpZpAG+l+GcmYw4127RP4E/Q6/S62fjiQDrmpKPQZgHmUGsEXbUnurrGSlXrrk9rTbWoZ61aEpuDuzAHUsnnFRTFWT1h/XutnuCu1xuyrW0STNMwh5phukwQdluA3qAJBbl0RtdTS5Z0PbUMDxn+H3XvAR5lsf2Pz7xtUzfbN3WTd2uySTbJ1vTeQ0IICYGEFkpI6CJg6L0jICAKomJBELEhRVG81iuo6PVeKxYQC4gF4er1XmBn/88777vJBkiF7/95fo8SdsnuO59z5syZM2dOYavUL7vYivDr14LPGt13k0XKYXVfxGv6Hb4nkvQ6oTP5TLKPZLFecaLO+opQh+j0c55asVxEXD8P1AvCPMynXgDLGdF180i9IMwj1jk83wH00aMcp2+iSKH7GY52XldKu9WVfdSU3L6znnoBzKQf4Cv6yvgd0aqyaxUz88fl54+TrqSHcX/nH1m5kvs8hGgQ3Of5AARhL4tVAxViqLVATg/6voF1oUaVyphsVMXHeV8lW1XGZINabQiNdnzsfalPxi4VoEGDiLvxc8OBCdhBAQCdHuj16HnfqZQKIe7ESVv5FJZOnxPezgjlRuFgwCCVIYzHAUVx8SpjqC4lGX0Q7UjWhxrUCXAh/nWo0hDui1NuCg8VcDqiQw3qFJ0++eP4OF2Kz28VxnCOChKkoBpirucDXNtSw3FHJewR2ZB2sEq14BzU8gXECUNsQkKsPlllRHpY/bjSEJ4QqzKEyU1WR7YjRRdqVM1oaRkjN4VHOxTGcJUhDHQeA1ck8B0DOnQOVqlTGroc5947YPUkGHKTodCVrS0tW62+o0EI0Ub4pMcFgvA4Sp/J1aXwnDyBmcdPIwEWoQ1EIv58OD97Su8e6Ttf2fBfHJP10Y5kaOYeFMr9OCE3hetSOJz4kRgUR+9CNIhIwHIRwZ2N1Z3nWtUx1dlQ5Csv/9Q4k/Wh3GSbYxNUxlBMbmuHKApzKEwrT3JnoYRgPXqb0HgSsf2C75I3o7dbWoT+J6iG0HjG4BoIAt9h5Ca4eQOq2dvSspf7DITUQ/BJuhjnAXYSX1jHy6JBnUwXK4zhGFaoLgVAD6Qe8jxJl3A8J60qpZgQYQY+FZsAVRywZLrEERNqUMEUnSEZkCAEDSJ2eE4CsZc/PuNkw04LtNObcV4ECiMMbGcLVHrXS7KtXfRVhrDJHZxp8WUShBD+Bp8ktnF4oe/cwDqNM0WnMoQlE9u4WcXTCyBk0SC4xnOS4yltk+og29JiQ8uFPmdkIammDF5+LyB2kIXffivwm/qO0NAVPnNBfeedi+OeFPgg9R/ud2qpTXr8kw/pt69k4N+RBPUQuY/nJ+TFhWcoOSQuXmUI06U4Oxgal8DvCX2bAwKcAACepYyda6if4Guok8HYvf9v7ifHL4J6Ae6lh2Hd72PZw71ek55m2i15Dst+tBHUelx4T+UPJjarqjalOKVWn4y+06Wk6GqThfwh4j0qpb0+IaPElwT4kEm8pwxNnzIGmtyvN4z6YA4V/QUzegq68zKx7aOxEwD0uFANOOH5B4derZPqpDoHe2LDzE1w8/3oAlS1CDWvPdQmygCUOD8NMiGQdWVDF8lCZw5kRWJIVsNcdBjdXSyToN8VipnD/oJl0FYlFUMqSDkDvomyiKCiP/717Q/HXXA0qkp775kl3/6Nn788AKipVApnZxlsStbB4qZkIpPTFkNJyWdeu3qGKNl2ZPJK5c6dUAdlly9fhqHPbFJ+zV5EV7nv+wNANlMpuMsGZxFEQTlrwghlBt5dt6+q7cTfpqLzxRNTC9C5rMUwtHFmeigVLXvty2uo+T+yCQtWQGXoyXGtDPc8KwCUnTLwdZj4nDPKvhudc79CEaTt2knSdhnbnUsBoKZQVm9saTtqK6VSGqSslJqCzr/+xj1PKR775hL0u8Odjs7BP968N+zbqHUfvRjg/oIwCTm4AMC9vNzj9MO96DRluPolZQAQNABAxlMGXAuL9+bgKrXYh8A6WDJ+3RN+YeiqhFmEviQ+IocvWmPMfeneXavW7M8xH2zga1ev9HioZl42vCj5nF4NVFLN6Pzcx+rT0bnX/+7+s5lIXLcp8NqblISdf/IpLFeec9Q9VBY+p5n4r3hVrpSVYosrC3KPJObVthybtjVv8J+vvHC1CYatmzR1UWFKJfHbvUfnvfPSi5cOPPOfk/Ck+4/n71uzoGVvE6YbfnIj3e7niGoAQSxqIZ+lUoQcal95eBadO/TUyJ2Kja/AaBiFWshHj6yQt8tChed38kHKyVm0ObCji7oXOkPptBWmcUPvf+7pBxqbTK33/M29czNCb22QfKU7cN/9B3RfsvMvHDv003JBLsmN3lw0BRMCxRAz35kDnby7kNwYbk40a9D5+JwIm/s9GEoZ0MVt6zPzsivTn3u1Zka9oaR1BbEKTcLy4p0HP2EmeEzeGaGar7F4DvgJ4acAHYIZ6zYFug8J/bKpuykrPt05bVYZdsHxly6BkHU5XaQNznzo21e+cX8HqeL64W3WXPRZSoL+ACLzL6JP0AFUevmTj/a8g35DO86dHE1Icf53y41zcKWAPoZ56SG2Uyl8pW6fVWlVKYnt7tehaWpTeqiyas67xy7Du9vqmC9kb33G0VntOUfdTwlxtHI74FkPYoBBofLeElVDy5+7/1iP/oHC0QeQ3fDL+rtnLVlGBLih8+7/PPYLegUmXdty4MC9W597FctwgGcM+Tt/T2bIhi45S4pJijY5XSRLKO8oJIOgOoQJG/YyWoKQbtesF2HkR/E7tsP/oGXPvPDchgXmH0OjyL0AgnFoAlVApeD8TXxJoeZ3LKnTFiM0YDDqtHDybIkiqaR2/Mb811+Bosut6PzDj+SQVX+7h3gmetDmzXCcYfH7P1xrIXedXMav4XGe36mxlAtHazltMUApAWynPv6+gy069hZUwwp0P/r6yCuu+9c8+899O1LTZ+Ehq9aMpCgb+vIndAl9WnAs/dCBx44GzttMPKNJ3fAMP1YAaiGfaq8vAFm5oIJFRDP6Eb0Kk87XS8VQrlQ+sAi1kKXELBQXffHE+Z9fiRO+DwB5kO+nBEOgmBTJlfgWE2bDHEgeDBCR4WlDs764dhh+4b4Ak2BASrSfP2V4fETi8MYqFu1fcJm0oXHisgf38vdmS1ELlYB7CYTi3fnGtcKJ1lJyX7g5MVmNzuHFMg2GkrbL/GopqUxpXy1XHeTfruV5a054dYCPduV1wPknXxz5gHLTKzAKaoiAfZvlX7O/oSve/gzf0S2UEd8T4QCJCMiSBN/slsSFnpVWjlROhuATit3jnzqgioIKneou9NMX6Bw6EgRVBBSRhS0xogAoETMRdc/Du2qmfQgj4Ao0EaH/HIST4TQ4AZ1LnWiRF0xffwxdmXDHnYOwr/y/1NdUCogEQOhmoxWZ9Cy3JfCyJfSNG5qVnGks3qiCBFT9DGXr0LmV7rjFsxfP/JciowZek37B1pw67n6TCHh3ofvXVbMqDIDg9gnyM7xWRfxqxSroM3QaXfbuGHjXAL37LNa0+LPwk+4+y31O+CwE1cQi+DuvLziuVk+Bth+IRfAJxJ/Tud+Tb3qfxX2ClQufgqEdn/V+HoIiVE/vgSy2z1gpa3e61IyIEdnoPVcepiyp5dUOaWTgB6geSp48VvtbVpSlsP17ATVgNcjEd/0mp8Ou09KUt6ApH7im0+KKoWqGv43EDlD+pKxW2awGvc2qVgXUHMkfEaNx/+T+InlUddmU4lxJZbI2KePuqW+LJWEJzI6BZQ3KrATL03FzQ7KVCTNMRBIR58oxxc2585hqWmzk2OaCgjTx8LS8B/4sHDLBJDKF/qNgsCTp/YnWssyRb05oTkji+VKMhtAnYRRQ8BFuPvVM+YJWItbgvcVk8L846ZPXKtdP3KhLcKWPzk+rVWsICMnnrv6XypUp8qusQSELC5LEqF4dXdPy1KABg+Ii/YIcxcOzttVJZdXhoqFpUboQPyKWO+O/hOqZNVAGIr1jMyJGJ5LidA2O25g9BqctRiqy67Qim9XJrLn61ZK0DFvGiJ9/XpFrlxYSBDVl7QqoWrcIEncfmXXp/J4NqP6+mhg9hBIIqws2BUREF+vvmvD5ZPSWPP8hTtFQnqPoD+J+phgwIECIrMN+CxWpk9oMrNRmjYZGU0fdD1JkchGSAcOty2K++gp43NqDKcarS9OrU4smLS+2jmm7MId463CCueaaDr4yE0qoiKj4jDvnLdj51zPPkgvPzD2L5eIpqIa/kuuxHSycPgUqFSr4a3VOZfPQ+CFsRrTrC/iIo3bTpHunu7JcztiSyby9DTSeQ/AnwoFjj/h7Xhlrgz+VVtU2FuZPgdpMaBg+9vkwYgIgPEehns4jf+7LnOZ1OafyAu+cQsMNczrk+jkFIWgEJaPeADaQ4Y3MNuFLaaNDgl2ffCC/1qgzYt+v08WnL3Cv8S25yM5qRSpbDCVbMe9V9NbdaTHa0IykgwuHmI3Lq79frhggO75y8cfv/6YJlhguPHPN+D407Bg1vB5duvTM1nPQFvXJ3OkvjmiUNy8ctRg6D2yamn3KmpjyFkXoWOeIxmGOEVpzZeqYDQcLnXDCuDEvPfbeZN7fFEx/Af4UxQA5fzMhYuKhFgN3uFQZnFUjiOCfqfbcLVGRhryAcmWgOXT2zJqGGFddTQPzSnZ8bFihUd44hyl+eKxxDIAeB30YnBRpuFkQ/LQ4IN+Bb54E+VIqRLzTTGWznhx5pzJBZcgLSIxSBtaoZIWOjMQUdbQ+z5ESyjJzY1mdvNAodw0sYpr8dPro1OwUtTFSowhVAwJ9QKdBi0gFgvGcK2ijiXeUulRKk4gS6ZwuLTffQnAADuK1oJ8CAodWjrfGJtwvQw/aozXP+Bv8LQ1yqb7W2JCiESXKmMDXZOY4jalsVGZTwawpg6MvHqslZQ6pLpChCW4toSN0GiwVNQASSIEBJPA3KteN3zU3VfpKHVzcgePJLrgrshbFFqHnfcFobuA3OkFvhqnMx7gvmgJzm6FNBqfLmQOFwGWHSwVTJ2oMUakD0S8BMLFWQ8uVfnRwhEklVQYyC54Ns4QoSWVxZJp/NZMcFG0zJTJ27JO+SBmghHkB6HEHARZHd7jsSYRTyNzHu4OJ2655HitF/AKzWaHEfSY3yK6KkoVHhkSriKRAPR1Ai6VhtKk6Vrk4X6+MzVyw4EHKuNQkCR1f0yItLvZnGKmaFpuixXrmTjOjDIuyqeZbIwNFI7HO3gWV8Cx1BkiwtXi9NiGFe0KrCp711SsRBaNLisfkE392Vi9Im1RUlJRcmM/nH2nAv8lo8hFvLzUoMrlokcll4mZ14/OvvUBUPf/aC5rnX3sBPnn48IsrDx9+ccjhwy8KPTegmthJPw9MuO91uxfBYfde+Kt5p3gOFOr5cBsfoWh3NhA79XG51vypufa8weZcsTkgC9LlC4MqDq5o23u4zJ5SWma3US9lJznyEwoLVVpzmSNlwExt69z8GigLsKfmTxcPm7bqwJprDzeXlVvtZUL9khHkaErJV0nlVY2J45UFOnACgUot8nZnVWdDcnT1A2OHV1qbMrXh+SMzd0yrKJmUuzKpxhCdMnjswoXE3h+NyYlFidNU+QX2upFDzKlQ1ZxZ9Y0jRaeOKbJl6oSaAOA0PM/sBnJcV16B5d5ugZhiF2fmCemnuCsTrgnOh8vCGebMzFCFRhuUnZrJBgfMTqjJ1OZZokxScYLYkqnPiSuN0SRYiNJhW+aHLq7O+uXcrlRl9L0T0UPvbp1BvpMSK5YHB4rFleFSSYAcEGAEOA1niggQjTu2MiImBAoNz3mbQ6lgREZuL+GOy/Kb4IQzAkMC1Z8rNKbIMElwXq5c7S+26mVBAaOVwVmdsTJjo0ICRfn6iEBZdEgwK6kPU0jU6jB/JiDYefWPmwHm5Y3xTCV30uUgAuhBoRDrbzS5vG2qvLLNoRV5L1PIHkghd6KvNgx++33z5KK00qZR09vMkWNnFVWMrp7eFjkk2jAw7yt/nizDjWTBifvRcxN3ppeGKpy5G5gl07atu+/UDtcjKVH6JGJ2DE+j+EYaOfkf4amAM+jveX7T/eH39K6BXcdva9dQiDU3ZTcBtnmWU9upUSAHjOLlUpB8tSoDWl3eKDnuPIIbIKjF+CQqlFnAq9jUvoOrDD3QR21X6SMMOucxY0RaVEjIFH10rHXUXcgzDZ3QmRZayss/qd5Unpw9lklsUuywmzOSyzYXpxe67V1zgAxylWaUxM8zq/wZqJK7Jo9d4Ciogeq7m2e8qVnwZtmxqHBpRAIZKg+gE/RNlvVFrZMbWrubMb4m3mk8Z/Kbr9Trl+TN1x4gQJpnBm0lL+AcGs7mMpp4vmRDno8qbo3jVGwXbt3E6VXrtZfmDLTUTPQLkpodqfHRZRm6O7KJf0XKlEkNFWoFmtN2vg0a/KSR+yfG5SXkDa2IHTg8Ma1R7B8wIMaYcX7SsKr7kezMwu+5deSEkJjKRAAR0OBYOREuSe7ipIzxKmKXiUPDIRHZjSbv5XPm1A3VR1u21p6Xh0RObW6oGp6UpZemq8fkptdkb11XkOswWJfSh96vfqj5jfJHry3JnGcakO6c3FDzUFuoZVliuikxe8oj8rb48QUxFuFMkQYNtJXOBSJfJD3zhPxIQEKou2cMdUpAc/WHbpnD8SWDw8KwuOuMid/PboKIh2NjLdDk0pBKMnjcK81wvhdO2LUDK5fbralpZalmzcPPEp+qDI6hsawuiH79H+PeRy940fwSY05YXTPykVn6IcPimupLSvJ/dOXeObmF44kdjaYWU6l8JkAwxM1ZZC5uschYK6ftRBRQKijW6nLaOJDUYrQQ7dy7//EDdzWys5Kh1fLP6vu3ZqIlaAqsgC6/jQNz0adtF+Yf+G31epjwIcxaqAt2wplKOuA/yejiJ8c/9qfh+R+Xfs/JeMfYPY3ci1G7GbCdTvovQAp1yV2Q7nZE4njbhTbi0R6HpeedmXv2f/XdDA5BKzQQr1KfYr8oH87mzIFeEcPuFeJVlJGvi/f3N/q5THCoOi2ptnSp0woNkdrKhGY7oYvZMrTMAVObtt/9Ey/L+JnMm4DEthZHTxdPlrddWAA33fTxTMmZuWevjOliDAj8PZPJ2eTzgjUnhBq6eJuA77wr10AlOXv9yJbyoeOHvmxumJpbtPauJ2L09tTCcijOOlFeY41fkp1prpq4tTo2rzwFiosPz8T48bPpddiy4/F3M0JB24W7oObmw9AhZ+aevbqs67EgyPEsFFnJp0A2ABDXX4iHONRO72jfTgS/I88z/BozUqkQaaDa7uWrUmSdOnJxemPjY1uXoGv/Rv8zW1Zmjs369sjB/8SXDC1RK4bfd1dIZBJBSCwj4qyi4JERamhUWOLCzzcPe/6xdXcues/85P2DWlesHZc9dyUUt1UVTioZHmtQsPK8AFdjSBijb5EEqWQrcyZUcjoC42ZSsI4ov05H3BodjMZXkUC/vlJFf9RJwXzVXxoJjka/xZQfSAAObnV0Q48GKjnLC3rjyEV8Jjkb47f46r+2LkZXr0fuEkWp8xzMCNhca07PmJ5bvnx+ff7uByEDB0HDT81Db4J2oiRrYi1L5UOQoYwc2HjU35hedwcQ5sJvMe7lnAzSvCuuP2iZuW0X5hAX+wyZrufkvKZvuAnPS9BAJTNLvPyV8udDo8mYxNlIaoWo/YyogVHcGnTdgJhKvrp2Reg0Q7FMQaekqzXxFmosmx+gCozSRytJUeug3NqE2SXV67am8lDLoQFKBkekzds3XPWmvrVxjIxR6JIlYVWF2tKgDascgVGsbkCazpJVtLRVl8Xztx1nJ/72By25te3CHLiij5AF7vYVNwQ2NJIqpd4AKdweJorhhcFrTnDHOK3RJBwysyH2KXF7jFrF4qjpUrSyGf2EvjMlNFkHDDFr1wycejRX49R86Emwz1y7dWdkiEyH/oF2bn8Wzg7NcJUevkBcPHfvjCWj07YlpZ1NireNH0UQ+U6z2WrNTNLVx1rKShHavKaslhQBgsfGbAEknnu85/UVIVHPSeupPsJk1Gfmnv3vkT6AxXf3R6EBbiMc+G6NlbJwG9LDrzhhAiSwQIqRMJmABEaQJFCj0wotr7CpJBQq1NtwRjaWCqnJe4am32i70AZTVz77zUpUK/lk1NCE6vzSQQ1fb4faFXHR9SPvmJgcv1NnMcijhtCvcbviT360oqJ4y4x9r2qeGjgh0eofrEhJ2rhh+9aV6OdFY7Kj1NFOrBdM6E/qR7oQiIBFkNsO+5aN6awb9Jxu6Dg5qlVKLz6b1Um9ImjjMwmDD6FD6AL61GJbl9lYee37D2AmpFttU+eXV4+ZnJN+KCLVFBZVq4mkvvEq4L+/vSh/w+F9W9qWv25efnjI3NW7moMj5QFTx23Z/OADG/41P9seHZZPcvo2DhqoWsYGWP5Ui6ObXYLa0gpGsBgqecenVeW1KtotURJ7KYSVKIYik5xwP3i3KckZJBu7R6EZnRQfmZ5OEE59TGG2Fda7mz4fVZdWlGlSbzgOv52TK1O7LJTZMMhfp9JPocQr7qUCcl0GcSBZm7mlwpIgMw3XhUSEypT+1mtfluevG/HCfHNlhXl0CbHHnJE5oDWUCWejI7W5c5PF7nvx+tN5DpM7mRScZ6Wg2j1OXm2cRdiNJg4zJx7RkAOsUMtVSnIneu3kU6/r4+7KrspfNe+5r4IjhliHW6i4OwNVOk1UciTM3vHb0w/cM3nu8+ZZ++sax66eqpGaRm6BX+rHvKsSy2LD8oaUlweFPID+/aiOzxeoIs6SM3CNaJOWUuLLc5Gx3cWdDV2+dZ6Is0uPoB9NWRGGQGOwPSZcGRHz8GPVmeEWe3LCksqCxydDA8yObfvnyMJa6/J7bI+PZ5OK0xKs6bLpsYWh23fveIybyyzPQqqW+sHHplWICV2X5gAZyK1lq3Perwuv33eKJRqq9czcs9fuWLunOe8mG8yi5HoczwjqufMcZQQqfD/R8yluajenN2JnT4c2gvfDkN9iP0wvvTA9eVm6c6Xwtf88y6nt5PO4S9gteiP6523oj0cBEGAbukPAXXLryL2arH8UoL/Kd5TvGLCtvD+kXP1iddXymrVViwEBiulZcCfzFaCFCDDa7qLxT7jThr5OgGYr+iqB+coSPys+NiKZ+8mfj4ro2fAH5n+CVhbqDOF2VDqnyynkJHrdQ/hl+9WaCtsSeEN0wh9UKrFMNMSSXlIfSwUp5AqZSCEKVFi0RkpEFuVIJeGmeEeEsSRUoZLRmmDmJUOeNkAdnBRX4NTo8/0jkg2hAbriaFe+WamMClEkSaRRMUlJdmOd2hgpUzARcnzX+RvcCWp5Gg2daLSjbxKgmftZm5QwMyE2LClxVrwZQFBMz4Y7mSKchyF81oq+imOKLPGzE008D0rp2fBpkRlE8VmSIZDvxiV0Q/JGg+MCpd6I8GjohE+TzGCrrNxa5ijJZaMlisrEcHOgQiINrDDKAgLDEvyYSKlMb3XJSsNSbSa5Mjw6f3xqrDzOJQ4OHBFhEYtUoVoFzj/1LBfoEqji6alNTrgzPlag4XnmJW8OJ7e027VJDlR4qwD63JJoIHw+PMom08iVshid2SwOVlIyWXx4kEzpRwdFGlUyJSVixlUkO4OC9bKYNGu4NcbfTx+k0qWGVzApgdHW2HhGnoTlajYcxOwHgbivW4evn598b14bHDS8wOmsznCWZ1ZFhOvZ8JQwLaPKHpPprLyroT6yMDFUJw4U435MjAb71lXtXeJu8KKfv7nbnGm7zkGOddAI2gNniDQ4v7MHj2Z33nBmUdfub34cTzCcARK4cXryDHc3zp3dDgOg5x00BLjASyAY5w3g3oS4vLTKlRIZGMukRkWgkvFBGbFrXo3y00x88kHu7DKQng0OiuJAOL6pxD2YRN7+q1iAc6Caw0nakyAvLAcXjSyI0TujFdJoiTQQy3FFyvKwBD+tSimKy5wWl5pmy9BGsZo6cXCgQpBidIgTWD+1lcO5i54Nmph5fA4LN5bvHV3TxEEMEYgv5jhRC2RMz4+NrmSSg6KtcWbGzn0/nVaAt+jBOLKVEXGLzfaWJL/2e6krhR4cp4pXAOgppT4DL9LHAIPz3Uw2tevF1aNXzyoooI/9+GNbG+ZXGfUZeEn4jM4k0rlsL80qKJi1ejT1WVvbjzxPF3r2gmXgaRAAgKs9CU+1rHJqeYUzdYDZVVHhclRV8nc/VfQszEt/jpeknRdxl1OOPS4iwUjpMEwVIlWYUqX1Swg7WWYtFzsHM2SgVBItVUQ79TEFI5nXlVa1n0Ibit4rDc606mVSRWCwuE7DRmkzbGmpcdPwma6MOgmOMyT2X4TgG9gcnLPKDSUyubbqK3VL7WPOJzRJ9JU6WlYUW/R0aqJlnDM2aURRbBGmEa6GTxBnySeBmF8HIgs0cfpLpVYRZ7VMsHzc8JqoQJl+qCGe+H55uHOiI7tkvjG7pSJKy3+/GsYTZ+jXcD8EhUhn59YlPp8TxJnY7OhEw9Cm+UP0cWWxxP4VV596cdGk+xZC69SMwg/O8t+noJ5soP/m9YHxZh1+DGGScwvbYVOoyIaJiw1hwdJUpZIeNaJ19IAZVfvSGeqv9es1Szc3pC+fPu6eXMnVPVtgzJTBL2YO5NbdQ9BAfkAfxl55CV8V1PfhkH+402HDFWVsGkh+8H68Q29wZoQrQvVOcXh0fcu4zOnFZYOT/VOsI2VmkqYT0c7IBLs+aMS80vpNS7ZvH7380BZonTJi0qiawm0RVZieRBhLZtDPYOuN9Bqn+G+ZS+R1fisV3Cu1isyoOWPcEK1fUGWc+c1BfVZjU4ldu2bslhSiFJ3RBZobylx5y5SSlMw6GL7xP+IUZYhdLVeKo5ctUWsj/PEe9BM8RW6jZUAp9LfEpSIFg5E3hVUie/sxzWZ1ktv0KovE/LeBUzekueyTirLudVYvbxhbGZuUtWhazUhyZ21t1pCQ5NKZDUXvLJ7VWpc35qw5OY1NS8woigAQfAytZCv9KtabJK/IcPwYR6jdZeNVsUBdq31trZjKG6qbaXHSZHJQ0Z2OwUvDJRojMRu9MuqNj6ruTgoO1OiaEraEJ5bHBoaNG1+xa9h0Xj/vhAZyL30M7x4kf3+r4/tN4YtUGWdSkXv9xsZmGGKj87PSHCXWyfpJjaOaBrvsdh19DD2+qqR11eZffl2/fHzJXXByxVsn0Wo48enHi3kb9BWYQh6n38X7CTdPZAAUMSK50+WUuWw4WoY8zj9vkl1XyY1TKQxD7ENbK946CdvQNvRscVIyHL6qpBWG8SPhOfkNxpMT6deAiucSvmzgN0AZ3q0wc4zCwZScWFoYr49udLSuOXbXcH2sTBN6WNacUL7JQgxFH8uHlp1pC51WdwQa7GmbP3q5MhM+NCNZlonPxivAfvIgk4rr+6mFTEMcAUBDHZTjdzgc4OAAl7NywFRigDt7CvFK4YBUV3nF5Cr696lVA52OcnhlJT33yl/OAQMmD8QyDF4HSfAzQgsU3hx4XFzC0W7TwM+M0RnacnOROi7FEFfhTBsCd9SVZaSxLpcrLDFWHqPPdFZW8zbSATKdHEf/AcaAKe2ZtSK10OOH4YuE8LBzoEnkfeVjqNis0dDpMnlf+lpWIfz21Okl7U29szrJcQmso7w8YPYQQ6R9on+Qyl/KxkSzMn1EgSU5Uj9kjh9ZwGbEs/FmbYKjlfSbM0QfmWQpDCPUEWx0DCvXReSQFkuUvu6ugDw2M15nRh+qZFKVSqumtkXpw8I16UnOSNOHDFmozUzQxJqiE10T/RdVG6OclgyJWB0g02mi9TKDRJaW6IyKrV7s518wKEUTb45OdLYGzKUHxUY5EtO1oYEKXYxMpZJJQtUA8ndo+D6xF7eJPd0k9nCJyM0P9q+QR4ARpAjnzb55VX7stTcFBvTOiQI971FGkMGswXua15YRrJmMlMhAqV8IZ89Q/8QGTd6yjNJIf96kASQIAafhsziey4Rrot4sCoOPS+JWocjosPvGJV1/7ZuVbC/dE01AmDygIyjp5nfBVKAjITmRDg5iUuz5ODAJ2wV/gtPYzpR7z0nXoyEVITgH3hvKfvMQseuBUSOXiPwlaYHS8MBYjSJZfl3QWBehIidi2XhCrQsuVgV3xJHJw9SAAFGewXAbvg/vAqe8Xzj1/cHpNnSNczU4TYyhLwM5jm25Gc4erezOCH/v2ui+OTri0e5tcT62xU1v6FNsS0+we/S6oK7p6Da25Wh31NACLZ8KtAha/DbQQ/f2uHwrhKMfezpq95c1ob05oQM+9oaOpTfcntibnpjaP1/Sxq4Z2B/vEry/p/WB9zjmBcCCYtw5qOeomb7EXfYYXrOlV3GZPeyd8Mdehm2206ttr7PbqyghuVpk6okU9+vjXmlecXTcKz2AJZf8Y9z76K/R/xjH40GPtscs3VY8yNA7PCjDBw8F0kBue9yQA3f+6nXsUJeepV4HFaGUG11QvQ00QrtudFV1mu84Pmq4F/zlb7V6Ex02q2Vr7eGpG6q3NR8d19O8z3uj/NHm96sfQuPfH/0PYe5nCnP/f4Htid5jQ44bsWG+FWJsKX3BRqpdau5lj/icAr5hvGwc7ol/D3oxPsnLQ7PAw5p2Hv7f4JzRN5wdvPTB6Y3J+gZoQHbPsWc9bS29iEvb1vVG0k30GP12T/sFpoP52NuhoxdRdJyy6gVi91VBX3UDj7nio6t84/l6RkJ6r3h6RvKxMOHdACFMwiR38ESIK7ytPEF39swToqLTfoKxiAiMxdwrLLD3nEH5vqFU3YASxfrGTHXmkbEXuEgfRdcLXP/xUXXdsWrKdWruOlyWXuPyKo9eYPv9OvXRHb51N1EdgAQDoZ54VcQCFcjAZ5ibRz+SfTHMugjCHNhLc6w9jLKpMIeFqZUb5xwhLL00wkjQCnKFGFEtjm/pgp6uzIkusN9zo+1w05hSNPdGQ4EArZ5FAqbwrhGJTK4uBp/UdmHOTUdz/+/M3LOAAgM9C33msPT2zKK8a0C9m0ljZ9h9nc2rZXxqJSBAM47RfQ+ocIxrl/zDq6cLyDXCSrkpH0mPV+Nyc9UozFW/x1J1NxYK8Y5Fgla89iKwXGi7HM1Xj3Yxogd0CkO9GdOpus5ak1srSe3ja7oZ31dfdjH+mk7m4M1GH9hZO5JA6zO2scexvTqxi/G33WBGdYuhQwOSfPw08wIIBzl45XQTPd2X1dNVMLe2d0qwq5Dv3p5GvXHhwSC8Pb6oC6r4i9Ou8Ir5C9UuARHv45tWjo9O8kkc4270euy6GFHe5VGuCwy2myjfrvC4t92ggAngjzZSgRibpntkIlOXjLiX02ZdjprUrqv80TTyDzxW93yXd8/3hT3w3a308t2HNm3P1PVA4ZYeqYS/c6Ty8rWFfkDQXN2Oyq/gLkaN8irLLiXsjw5zWFivW5ilmF5jD5LdoTe7Gn13J73ZFQTy2xt1J4/jcUy/uSccnXRYV1harldiXcJx36DIhBwHWg6yQT4ovuX8DGHPcfU9TwM9y4nQIu5HPzM24H/PzD17dQBeUSTIQTOFnJNinLtxa3T57mV9p22S7zbXT+rcn15/TqB5GtvzU2rAkNuao+JL863mq/hy4PbkrtzID06WG9tzWbL6m83iJbsfWS0t7QZcH7JEUK6PnqL4PBfmHkxDGsjrLxW+ctAPSpC4s2HYB3rIq9cpPUrILTntS1O/Mkt8HQN9zYlxdSaoT4kmVNmNehzndoi0uEdpVn9yTzq5Ofqah+Ke6EtOH7JSRAM7kULweR3UOKDF1f77kNHBSHqTzAENvczjsHgWteNI6hsSrKB6heZhfLTsGZF7q2CXUTwuJkvAZesbMu922Dt06GrbhTnE+r5gpH7ggVJCfs4VAaerbzh9V1bvsAZ0Xk49wyU/uH4NUcCCZrbPua2vmOW+21OvMP/S+fKhZw7v67TFCDwWyQS8Gf3D6zXneoc59UZHf8+sPnMTO4/Pk7oLx/E4+hPJg92evY/mSeXEuHcRPcS7WIgpHiMTL2DM6g/KTntE79E6Oolz72CTOzpLNARx0MCI6X24G9d1aVt4oxO119tyOXOgUiuUt1KpVWopPNSRqEXONBk0tjtihkmtYkVeer59yJP0wDHptSVN+VMKocE3LytJFxk7VD9UnlY+Pi49MZYN1+X/Fh4TqpX6F42sWrIY/YTrw0KD33/pSTjeSSJiaIrVmkgXxcYYOsrQCcAMSqG+Gl9tzu+/X97vvoRa0b9ePv81AyPhHWQOPLmyuBoVupe+naaLDg3X3QuHHFg6YewL8Bx8/+kBsVpSh35vKjDHqKExKG1ERIYhxhIdacgf0WJ8dMF76eUZZlavTU/hdD7HLxXmVyYo6wfPuvQI9JqZopv5Z/vEXzLtJle8PG1UrUiL8/xKb1OmH7eV9D/bD93VdmHOLab8UdP5/YYW8hi/FegbAKpvI420yOQKgbdCq/u/aUud0J621FmbttR5q0SvGq0fXTdaP3r+aP1oTk/FoZntOZy3j/JO/tJ+U37aZ5O7RbrbTyb8/kfw+o05h9dr31cryTFD5MC/6/UCrf/swU112rqx09b0cV3Sb5weWF6YtkObXpBZzs0ZNDBKAXspqLtF/LeueToI++GWdVAnWt1P30Qh8fSLRSymPxff2N0K/SZhhfaDXKdzU2qBc1PqrdBY2JrQuqo1oZXTs56Gdpm8Vaq8K7AfVP3WfvTvP1X/e6vdE8DpmEfa6br1+fLe7/eDMjSsPWbrFkh7tyMggL5BFktvkTqDz57RHwrP+24Wt0LmAN+NguBz40VakMDfbPQhO15w8veUJD9c8Pb3IVeeJoUUt074kvuKz9QzuI+4E0AfkFGrvGdZX1x2kNp3bF5h6BHj551mvi9gT19nE+jQXqEOQj8wc8tTLVTT7BEz+kjbrC3UNmvV2mZtXzC77cVRxUuKo4oVxVHFnI2ahara6xcYe1PBgPtE91UMsBu/51IGbom3/jGuoUDu42/Yuhubqu1iSDik+5oJJD8GMxZoQAEY0NM4fbqu7RLUL727r+0OOnyxd3e2FMhC29vn0YL9Ej3PZJeXqd1P703ysXsx2xE3PyPheaF/98aF9Sx77Sf7rtiOMjsd5LtjLznjOocU6TkKLpLJNA2iQQJwenPiTUY+DUFqszpdGJspG7pUapXMYPd2Y3W6nLQdp5CqbFYyOUqXbG6aPqdgZHllQ4OmSK41licHKSO2LbhzKZodFZEYHT5cFchCRX0OI41e5pLBK2X1E2MtAzIiVVAiC9bPaRhv0Q8aXtd63zp0bqktjY2MijUHiFSPaOZlJFvTS7k599bT42PXeh8lxp0u+hHBZm27MKfXUWzUeG51k3ytEnoDrlWS15tqJT0VcO22mklCN4k63Rc6IQ52F2EKQThYR4aTJM535AQC97PDpdZtVrUqA5LhpSXO2HSXQVs1WluTdvHJtNqReZnQoAvNy9Ld79yrI+qapgCCfw71d6AA9i6e1FOU7c1HQt93k9vTGQW83G0wrYCRlgMF7nB8U2q9jsybYtnRbgh3Gpdo87FtfWvKJPN+vt7UlelSZfWUAfTwTU5Y3eT1oNabxIJ4MSfx+W/eS3seMX7jrTahsllzoLdMgnCF1Y6W3Ll6w84JO7J3Y7Dr746MLqxMjRLqUVTnJWcnmCMnpLuKKkaPcca2RQ7RGJ2xVjhx174DTaaFHNoZDBsuFleGs2FWpjivddu6++6ZMtv1SFJ0vFraUTe5DvM2vre5WO3mZvd8HC2Ym93wjozB5qUwx0w6xpEPKnuL5LZlfeXcUmbXX71I3xJ4zazBNNp7LcWdE1Z7JKSgI6O1W8gPXp/t2k9Z4Itd9CwLfDWMbiGl40oZXhz3YRwJvZZJQcv0BGSlV+F0h+Rapzt2ft5WYzyx/NmnNzPnGxfUE6rOdkh3C+bf19+L/b9a/wqCfM8KjJu3nYSmNnwvGwE1D1rkMHh73ORAfAXh1ZXU9vRQ/1CzbcTYubrQ+uj0WOso9J+v0Ylln8OY+K2fbNhpy2hNnLXDbp609e6FZFDjqGyxMT3LYoAwQFEwadwCx71Q/d0/p2Ztk1zZeMwlC08KlYck6JvG7/gEtNc5TwQ5ONLpVuuc80qzn+W5knhV2h9Gfyoc4L3r6j1Bjnu9rnqW3iju6N6d0IYL9+Mk2IaWCLJacJuqnuGTcD+rxP+iHamfrR2p71fVs6+LQ4uXF4cWYx2xDW3xoavi9lFm6jd1KMPn4N8vCs/5OgAgKPGcZBaRbwAtAAYR3w6Id7Vx/3vz9jmDlFusLLPIfXXazLBISEZGxsjXHDCvy4zXDQvMyqppVMe/1zaSHvLav8WSmGG7nzSHVYxWP1Bk/mmWZf5DZntLlioK25Z4POodoAX5vRqxJ2u4Z0RX/+raMu4GLVnejZUMQSw0wMU+dVIXo71wKK6T+v97fUYUTxnhKZEapIB0oVdWPO67aWOVHH9dzgyYBO0utUKtUitEJjXfeJvXENiTgW17mxWeQuO1EbqisRlTEomh7tZqSMatGh+dEaaWRofEB6sz8kVRKkKZqJrekD6lymmKrwh+KJ8O02iKNcFLo8pyP7wSlO2iI4OpkAzW70erWhdVRydNHPIATImyMoBCGygjvEukxv1j7CCT7weEHbY3hWmzm4R2aJwBHQVZniYSF5KwWZG+Uhetr9RD202Qfhlg1gyP1qbkRCvRckzOiypjlFnJ/DdDk1GWoclwZ9wAOMYQmR/jcjaklewq1gTDOUa9jK/PYaCM4Et6ApCDKADkWt44dXjbs6lVSmyUijiGftkyOyJOFTNy5LBQqSFBF6o3DouXyoINRjqQMmbFBYuWpsaZ7eVVubEBznixmH++jjKCr5nnQBJnQco5fWJScLZuFD5jOJwuk9HkLbrGjadWqZ0ObDoq1CrSxIicXzMwWJuq9A/yq19TZh2ojiQD6GhXtESeakpOzddpIhTiwAx1VLyTGW/QMJbguyYYZGpJiKghbq0hf3REOCO3RrZZHAZX3rj8xWJ1RpZIE+CHKox6DQMIdIUyQIb5ja9zj3s4iThth6s32rTYx6BUsFbX1MzJmZB6ER16LDVB6lJvDj9amReJ1sKU+CZ6y+TMyejdO6Hs9TulTPgLQfSspA/fYHj651JGsI4uwTGs+PlqwcSKsjRaTlgaLI2WBgsd1mhp3NWYUm9pTKnHNhIaShngHkbLx1oYOalXYHkRgnDam0zZrA57DsQF1XBsK/ca7kk15iYWVXkuTYwcUOIsKsiodJqdCYuVKsLPrg0NSAilfvdTx5x4dNYjiqXZmRp1aEyatXlx45DK6BCJPFxtkdISOxMQkpuaCQDwA1a00O9dvAYzQC4oBy1gBrgLLAEASES4ah6uZcTGeKNWjCajhK/2xomQk41RC2UwVWpoN2oZrBl464l7izUFbo3EPYflCyMxSgmnMdUs9wPgjraMQmV1mliVzapvL3Lk927LuBfIKlcs+zv6FV38nY11VZEvjGtp/1coh1Lvv6LDltwkCxtj+fTji5c+TkvKtVhiWMZ/+NCHo3SppmuxplRd1MNDh8PB3Fvyc+4tHIxescSwlqRcy6fX2j6+dNEt5x5gySVfR4qvPt0hDnFVqhYtUlW6QsQ7Pv0K/vLVJ53/7RO4Dn/bYpsyxcaPfu33L//+6jpJXJxk3at//xLloM+51zAWjeMenGQRTxmNkVkACAJWdMJvnkgOQoAMKEEoiAAawOJzRhJwcRa0P5Sy/pCVev/29otkoRTSahcUqaFJ5A+5t6w/NEmBgsFlsWT8TFj95qF3USl6F51AZegEdMEj0AWd8MUr0yCLTtPF6BuoRd+4D5x8/1rxyZPk0fdPktPRTPdHaBZcRyTB9VD9vvvnRQcXLz5or51dWzub+K3Tk/BP7l/cJfhppyF75Sj35IqTJ8mX+T/IDNehWe5/cI+EoSdRMzRxz1uEfpk9ePDsWlyL8CBlABXUMSACQCZQUJGQnZCQTW3ifnLHLs9hygjKqaO4J7nOYSvfupUybgUQXaSMUEIvA1LcwYzF/eAEXaNSQ4n7DKyZWKeIsVWnFWlsrEQVSxmXThHNyo1M1QeG+PO1EIdSRrCXuR9rSWz2qxTe6sv4KI9rL3NP3ZudmjcuOZqWMWEh6qDI9cbIYEW4On5A1jh6sX9w+NbJ5txC9cAkqTpbnhjikOqC7tuG1zsaDPeAam6907d/vZ/t/XIH0LOeMoKZVDOuP3VdyaOZhkRVZYhYwoRHhQyQazRUtTlCJDJEBHP2D6CM8CBTCNT8bQdW6y7Bf9TJV6RU2ODB3MLygscUg7ObWpVBEyK19qQweVpwXEwhHVpZXbcgwjWfnJFZMLjIlhY+wGDCuDyUkfiL8eM7erA4CoWzq1w3WlbEX3PcH9eESwJy6+QFydJ4Okpjig9UNKUlEmupHTM15oeUwbrEwHLHtDRlRoUiLCUqMJjXu8spI5zfqzHg/P6NQXhElBH8j3kJkFia8F2G0BxVzfhOtlqlHM5tO/6uwpV4ah3FRWmVTnOMv5hZwO05VfMsqXhW52pU6uiMlOYlGWFxuQAABvdMf4BZD/yAFISCaGAEiQDEQbmU9IekVO4P1VIRa5K6RFJWavIn1VJWeO1Sm0RqqU1KPXD1vu+/J+yE4/ttKAyF/3MX2bqrZRuybYPzoR29j04uhJMMQ9HVoaeeeGJ3+WFIEwMgSaS6jyO3+yA5EF5Aql/dq48cIdp+feraKdL4FFyAlnHfXH/tMile3+QOJc43nT69b98gt5X4gOPLUPQM2OtBfK9a7izBQdm7d+/elpaWln3CC+5z3FqkZwv9/a/7HPWB94P8ukW1YC/4O8dpdT/XbU2Xy7a9T85woMId2bvI1uR9Tl0kae4SPE03zcCV8MVY+5C3KPi3uspbFAbrOpESDwjBbmgg/06fAwkAREBslbk6ugaKGBE/rpovRewtLEqYjLvbkhMMNUEue3nqHUVhUcXaqiSXLiXdMniENSbkuZVyXYy/KNTgsOdbqG3Q3JQS61o+oCS3VO8nYY2NsoDYdL8DH0LaURo/5qntf0LJrEGAAK9APfk8/RoIxdV65Hw7RYYvauq9g7bA9is1zBOH3Qifrv5h2ujsouFRdm3a4ITRa0vzng+Mn9rYkG+LK7VEOnXF26ldMObUZy/tmXnnYrHaxK4cOXdF25cBCa3TjxY5ig0p2ui81M95n9XX0EA+QH+Cq4zanS6f+qKijuKiLqdLqNUJ24yZ16rLMxZaHG0DQ/OH2Gaubxo0vGzEtOw7CuudmVHQ8NGZleEr8/YMLampbzKFhmTZzVZ5aC76MzVn0Oxl73pzZXzyn6pud/bTLWc9vdx2Yc5tynZ6zRsb0bkPTtatdMLBJPazG863HGl97oiDzO1+I9/eKGn97Y6Cix/0q0PK6bYLc/rcJQUu4+81F6DPhN6huG5IL/qHQqlOykp10h76iKIv22BLW4/dRN3/RBPgdu4Pz8uO3hcm7OfvRf8LL6Ae+2CgnzlIPXXDQJkdiCj+Hp0ZLtyjZ/X/Jl3Q1X2+UD8qaPE+3quTIznlToA0zzKhflOvKmDhC1Gsc9Q9VsA63bI9dXvO4ZYHMjfn9ly0qXby0OnNbwy7Y9RdeO1neBb69CyM723XQhy108vOhWget7B7174QpQi5th01wwy9rhnWjrvHWleR16Ua9Vw4ruM2heKxCbXjEoU+TL2tHed74dPrcnGd4Pa6UFzG9bWJ0jyNtJVu+D/iaUHbhTlwevtVfbfYiAc5NR/ZfoPGrY/dwnzH9goZv4x7LmrmNfS6heMeL9Tf9/YTVfQaB39j0zMO4Zq7B7b8S7iHEWp+MRG3u+bXtZ5rfjEZXdX8uv11tjb3ss4WcWdnWabBQPRIpzpDA25PpSFSCGq+pWpDRHt0c/8rDo1vD24mQKtnt1AHqL/nHWs35x13Di/8EAR4hpKzyee4c7hB137a4Wxs1sEKxx2VUqoQ2cjZOSVNk8rrmxteMm+fVrsLnYN37IozmFM3hIauntkwxpqwOLt5bvnWodayvFgo3vwN+kXvBB39LwfjGgpVt6M2RKcEyH7UiLh8fTZkP4spkFU3rYfI26StIIWzSPuV0d2/bG5UJ9DVh0RuZlNHPSg+F70a4+5vLnpHabs+o8/wiRPsSyr6XdfXdvLNqe/vDPBlDPucT79bUAN9TqXncxpIYPE0Mgntucx9zRLvQ+Y19OvYtnufwtyeb53bnmPf93zrPuaIN/Q1R9z93PWxMELOmUiEo+r7kSUi6kNGiAdn3vct+6PZey7nc+PmC9H//cmPg/3JYkHzbyV3xeabxECCODRTyF+294sC2vc40lsK3J92FpM+UbDvOoEh+LMw3YDPwr07CYtMrp5Pwf/DstH9IZjYi4WB6HQe7xUGsjcYcnoBwetgoUAWGu6T22HubXYHzprpPgXglJDA14u4f8Kbp0fxsf6iQmyblvA5sz1hMdyWTAz0Ccc3xW3Ix3j7zNyzQ3uXk+HNOSnD/I/rHff5INzumb+PP5v0zHsq3pvn5e3RmsxnobV3cON5yh0FsqA9CeocNhyBgeNrGZFJobYpdWpsru48vOvI46Nb9HF3ZW+CxD1TNsQmfPB6lHW4hYqdKbFrxI1VBJkYCbOfntU8qH4XTkb6/KFXbflLkjK+/nf5Q3wqUpw6f/7UIL/qcj+xZ5cBdNRQnN+LGnReU78rt/3fvFZ8l7XPvvSx0fm7AgcIxzEz3YzaUzR+F2hSuwnH77JcXV13gfleW1x9G+u0cfzshw2+wMvq/treoZ3qZXPK6hBlBCIQAEAcNLEiFrKBBHUIfTQCDR2KPoMPwmnpixdcukQZ3c/ABvQE8H6P/oUyghAg577nwN9TCv8ZpDqS/sXtj56Zgt6FF8kLyAYfQyPgGbd//jNXrlDG75747rMrcC2ajeWwyXOOeZvKBnHAycfcCg5dHKJK8+LB6GJIo4MldFqRQcZa1dg6ooU+pozS6XLSrBBWxbw9I2mI+a3RZc8+YAKe1IWT3vpo5tw96O0lOcQbMcc229CvM+DYb3fs+/OBMZPQueF55XmpYvpsWJt7BhrKyJzr59p1JPNgnS4iOE4RGrl9Rcr+wowxY2Dg0kuQuDcFpm/eXFn3XO6ApLgGdl6mX+yZ+ti2qWV8byNAfUkZgULoOKrj74FYqc5hk7IxUkUItBnsJiN2wcq9L1xO6ssFWXeMut89dtUqYgKcY/PbhZY1JE07dOi/6juT79n0zYSUKvhGxehNZdnwjafgS+jn4Tn+awZHiNFV9P6YiCB0WabBeqbOc57KpbJBGACQ9mkp56LFUKcFUgmwWVVUCvpZPHZg64JFk6qblVAR/8fJn9DPUPXrGz8Qv1gH196z79jOxmlJr74BjZCCImjYg+f7HgCoaiwnUj7SlZWyMUDipYGqRj//Dw2Eu4lwdLomZ8H8+YtzCP+r6DJldGfAMaWp7l2p+DkRwnMCMUr8HJ47/LOUNqVO2fG82bM7nnj0qPeZ8J2X4eP8Y19/+XsXpn09AOSL+LkgDkrbJZF88drHZCii4McogZBQxu93f/sZ/nyo5zz5FJWN8y4d1mzosPsYBEpvp0NdDGkQlrQOPl+Wn1FWljpU/5v+l/te+1fjmNmzzp9Cy+sgzN44cNTYanjwiLwsyVqX3GBbv/65FYOnJMUsbZr/AoxL2jk4NbuEXzdb0GS4nzLyd8NxQjAM3I/OwTDuD2W8UgwpAEGZ5zy5gjICiVDdwmQ0GfibdylLrvjq+Ct3TIQwnFpSHyGF4fDp0z/OnLJHfbQgtoVYienbAAA1geeHnMWhNSwUSdkNMAyWwnpUB99HR9CJXHSOMqJNcDrKdu+EewvRTu67YgDIOsoIgjFCkcMlZZUupUjKknVu29y5MOyRR+BBOKL56wnwZ8+qb1dy3+K+9wAA9DjKCIK4Mf0hK9VJoY6U6h6Aw6EfDICNF5H7979+p4zuSOL7q6eIl91F3B/v/FEjKSPwF/BKuR/roRg+BxXoMirHkjSeeODqKWKPexjPyxrPeWoHlQ2CgQoAOb72AUoF0Gn1BJCo8Kxpa9a6d16CdnTil83or7UwZttX9977FaFdD5m16J2Ll9Cby4EHFqO39u7dtXMvgMDuOU9pqGygFPZqXgCkEq/eUVGaJav/RJPqocK4+8KPj0ein8fC2f9bvZSQ/W/rg3Bx0rtwGMzYY4U1O7dwGAd5LlJ7KReQ8DEnQKcFDjs+Sqv51o/GGBEj4RUXtRe9e/kiej2vCB2+Z9HygqIfmoehy8OaJwxbvXJoM6G4jE5Cx2/3LVy1pqh03qIHlxRnZRUjVJyZVczzvwZoqL2UH8YuoUmnw87GKBVqUi8VTpPUXvSMdQ96G+15NwktfnDr/9xbdhI0WjsWKiMf//HCbiP6pR7e++fqJUtXc/qM9ZyjTlBJQA4igQEAg8jE8PBNLjXPaxHJ23/QKYJCIBB1Yvj87V9dRG/Xrhi18sEzl6GtfvGExjVjB8J3nM+hjOTmxtUjJ0+fvASmXty/6s6pM5egDy8fWAmdy8rzItHsgu1wdX7dsvJ8bvxaz3mRg8oGMSAZn5YVuHWmiV8N3s2Av1YVtgNvygPPTwOL/xI5corcD329be3nf18yUyshXla8v9KJfrPNn7Pn+80PfXbxvq3odE7JrEV5jrT8uSvyHNf+i4ZI3h2bHkcoty9eu3br1rbJrzcuhMR9CTtrB23d+tADZ+fWN00aunrxkLGT67We6lRunis856kSyijcWSlETIxg5Dk4a49VqFXc2mU5kVKq8M7Fe1G4aS+5bxlKXXZf8+hHtkyYArVZea/kZUHtlAlbHhndjL6Z98a83Iw3MnLh5m+mjBo15ZvNDUOCA4c0rqnNKyjIq13TOCQweEjD6sbp0xvHu2w2F4BgMCHB6yIEAMh6ecLagc0KqB3oTFbJ4iXFWehbmPbT79BBSFY1tLQ0rLoIc9BbvBwN5tYVoeJ7xmKJZb1hP9QO9N7vP6F3YHRW8ZLFJVmE6jJ6C+Zc5J8BCLyO78Y6QOndyXVYx8VAu44vO0nd7UofOewJ9CM6RzTCJ9A3r6ErR+Zbm4hLY6trw0JRCWVE76xCl8VRgPBc9XgoFu+pkQBw6lKnZUIgycp5r1Q2tNE48jIDUiz6Kbyxzi59Cb10Ykjx7C1NjzwMZSemNTTPfJEyXj0FX0oaoESfQftyhWj34gmbHYdyNufieKcrAOAxcD/QOKj1ht8YTSTLGXIZUMpCqdBCj2Ldn60qnOZM2Ti3eMgJWPKuJSW+IRyq0U8vnspJGCmNqClvnv+kSLEc2tEbpRGh8KVrG6F0zeBoFeatEgDyU7yPAjmrxJxRkq+j/egc2k8Zv7t2jCzAn5vtOU/ZKCNnXclZKW9XSlmpglsBFuiYDcOm1o8fDcNGnt3xxHfDKKP7zJuz1zxHxKDgT39dveGXj7hnDAI6aiN5ge/wzc+DVUiNMBnxrOhU1MYX6ra5R8Pzz4rnm6PKczK+R7mU8eEjcMXP1UYYBoMyYnMLZ6qVMAxdXQBIUA109D/IC0ANInD31M7PtUDhsTS3qescNvofwuOfEc83awbM+Y5/+tUZly5dutQxhjm7cFY8HkJ02T36EofdE0JtpBO4/dnQMQZ3NPAZrp0KpUKkoja+XLDdPYwY9XBi5t3F2xBBFN+haWRVq/N2uK9RxnuefPLJSb8NioJhUca6dUlqGEYFJsU4NltUMAy51712ctQ6jmeBAFAN/L7JQlaudrqcLjkL4RFUC03H09WMWPIuZFEDZXSfPVSkSkwkNFdPAcjtW0wqv/exkI3A/0M2EMJh6DkofecIDHn+PahET6HLRw5SRncp8SL35+op4il3HTeuVpALCQA2B3S6GBHtYJVQ5LSxSi3cMCYppRqtIaeiiRtnRcIXvoQnpieRkPjpHZTwgOgv7vuecyRnx0d22rc4JsVDh4vRsQ5WSavUKvLQzjlPC0ZLoTX172PPD7Six0gt+mN25QjI7h6cx9krBnPx5t3/Yn5656q6fBiWxwrPeXIPlY3jixjvGdbgiHHYcfSlt202rYzBVju5Rz9v2vYnW5dAAGWbVyf8Jrz1APTb5tUJEKwvz88q3/F19Nx1d661+b4BEMg956nPqRw893xDWm+kZg70unBi+CCrEIgVE/X5of0bB7HsoI37D2VPGZyZkbkhSaxcOAPmz1ioFCdtyMzIHDylZNQdFssdo74aUln1YpY2ueL+xkGDGu+vSNZmvVhVOQRAsFqwe2jv2lxNnEQDOBPpu2vHAAQyAKgmr41JGk1Gk4hkoY1qQqfflYgDZenH0Rdwv5vQmJONjkPus5SR16erAaBc3jXPW3yryWfRObSMe/bVU2TBtWPgtutOCGYDQG+ijPgmjD9TSVmp3mTMgix25khZqdPlzIIsvSnaPHf6SXQOrRkVD8NGOOtg2FNxchhGNj7fOL+mQoJOQaPm54lvvPfe2TyjiIhw/yBZlrX4PQBBmOc3aj3Wz17asIoyOXAittNxmnwanUdLapvvKJjqb0wITQvHFOcj3eEtFtmHBFnxFH+ehKfI7+ij/DkU6kysSAdt8kBIfneqHs0c9Alc+nHk6pXw1Nmz5Bn3k3Aaugd4v0ePoo/y51DIOrjvCba/lD+HjnJnoCebv4YfkIuQEr6NMqDbnVX1Bjx14QJ5Zu/Xe9C/f4cHUBUggRWeIqfTLwMJiMSew/YZEDrCm+z8EcXqyoY+xzdy+izXwNwD6Fm4/v2Kiete+fd47Zo7l03X2jL0tbFrHn1pvH48ceX+GqO/iDxjK110f47rclMQ9SPFZKCNw6PE6C+RnI8jAvAL8lH6KFADLbYidEKCm/eMxMMQjpAcDKcvikdHJXI4nkfPWK0ckknWrehLDsryadqphrrYNY8eHa8fT67NrsFY4HO74Tpb2cLqvFkYTTB6s1HjBUNgXtxBHwVB3ImtXct7bdb2UV1O8o41LZ+gVXDqvLxni9gPK3XpiXc1bBsUO1arIF93rxhPnpHbTjQtOV7GBge4pwWETc8HfE3MU6SOPsqtJc7Y984YqXOHEN+4L8BLKISIg6fIM3u/2oMugxu/42ClrAP/h78Th0LgJfcF4ht4ag8U7/lqL/78e+RH9Ht4n+LYyJlkEoPTFiMX+dqJDp2DJT8qWzBrCnq5LR14Rm2AE3LeSTywqbwwt3zzosk/wGeJccXxsVfnbIRly1LQ14YHR9VvvX/EpNqFe9pxlQu4+LAum5SV2sjy46jt+HG4+jg8xUkYeQbNgau4czo8BaNonAcAdVIbjDp+nKNUeNZ7xH76KH/Kxnrcmy3mkNqI/aqcf6MP4TFSFZM/KFzyDlkyL/9vsEBZp3NkGZuIxR18es7LJyjCeCALyeeQG/3+2PHj8F4YjNbCU/CfT6CPyTOoBL6EFvLfI36hj3L6D7IcDcQv7uLj8DIH7to7Hc/+HcsFh53kjndSbq8jfz/69utvHYUJB5+HifAUGXzt3/jPGfdw4nHhe0X0UW6fhDrIQYJSG1l0Ak0/+ibcdhSeIla555Bn3BOJbe3jFHs/L4WYBBtZ/DKadvxluPmd9s9PJrYK8voe+Qf9HhB75TWmo/4DdlLHSPkIWPKPeUtQ6pIFa+ef+mHJ/A+zijegX3fMWV+STb57bs3G9avO/XfD4o1rv7+3vhnt37d/YqPw7FL6KFDiZ0v4bFOH0WFTxDhsCpESL4oYpSKGLL12IcdV+tgHsPCDx0pdOR+glXAuWcNN+6LhA6UBKZdPn76cEiAdOHze6dNn2tdZHH0USDq0dDwODmxfax0rLW6W1Vm2aulxmHcobYwj5YPpxolNUxs0hTFqas1Tg3SBIWgteSYkvKZy8nSlCJ1jgiza9jE4mQrD3g4d7tJv9BlFqeAsAzXZoVdcTnL/xU3Z/vb46OLY43D3suxmWzy6UhBnrNjdHPb/EfcecFFcXf/4vTOzuyiKLOyyrNRlYQFREJZlKQJSRBALYEFULFixYYnG3mLs0dgxajQxxhJNjCWIBU0zJj5PmiWGxMQ0idEUzRNjhL37/8ydmd3Z2dmmef+/z/s8eX0i3PM93zn3nHPvPefe2Ts2VQf0CVXAxuuVbfLaeaMq8qavujR/4G+66I6xs2DzWF+qhWzVIYT33WXYprT0nCW7oa8uokbSX+LXcpFM3c/ZPVmEMXJ+l0nD5Xq5wmL/ZJHM1zDs6p3hcW0VF72C9+5WtrpIHl2dPjNr8kxD6oBXCV/Tzwujl81KfoqIBBDHBgVrq6TWG2pJfRDUB0GJ4o+r77//5d3/bj7x2+u1klMt4cRPpiDypqmcOGAqJk4wnH1IXKbqgYa5DV3Hdn9xZ2+GZN6FIzKlNNqAz+GYGusU4vJpby+CGrFgbE7B5OSRzyZrg/KGhh9KQ1+lB0JYN2ShLjvO0CnC2ws2Bge3ajs0JW30YoPaXx3glxXgNyjsP+M7Lvhm/XWdf1z72DijRq0LAux3/Ii4TJ0EWuYteHaPFLOjwuAycZeaHpfDM4bP7o+GQIxqcuqwZ5O1wbkYS2OGWtZKbQV6lsU0ZKGO/HGRIchPHeCXqaLhTIif+834iE56FutsBlMujQ9wXP1OnWRtWGvgX75i0JPJnK9NMqYQvx8pX/V836KC0tpZAxvO7irroA2Pf6VDBGwcP2f2+K27Rk4b1Q9tud0tvXx6co8eXZi4mAQvUUupevz6bJZwf1jF7Q/jdbblo1gnfoTMByp528PU0l7h6ZpF3eNmVrc/rOtf+Ozq0v6Tr5bHwRsBC6u0p3r9UTtu+qvVuYUN4aEdO+lilQdLUQH6jmobNbQ0MpC8VZ0e6Nc6qJ2P/7hBmqcSonNzj1e8/MZozZWRI5PTno4LClS1LxkeH1SbFlJanMRxI6kHvvgNOeb0R0l7MxYg9zA78Xv3so0rBx5pGDhrS2nhu7te1CaVbiULX5gwZ041+S3aPmrqyL1N16YYetqMac+3XITv9X0Lu5cI+a6eM7u69sXR00bB0aZnf+6WNnBacjEmnLGzT6l6oGRqqAJ4FmZxqbpoXYRMqiI+RZGELq5ocOjZ4l/PVHQvq3hxd+XAM0SEbkV0JCS9e3ZOGRt+dc6IrS+PmzZ+9PjunZL1CQWsvyY+pWifGsw7FdPo+NOK2b4hPi2reLGuvDv8mtDFFg8OPdvjtzMV3S+gHyUr82Iiye4vj5u2qPr9Xp0NWFDj/uQELo7upE4x6xUN0/bJgmfvYgiFeiXHvpHYmY7MG17ctWhgj5pfE1/S9euQFpWUED5bp4kf0YHY9OGcvkvjMkdVp3Y+qx2qjw0y+Mwd1DFIVQ0AX1Yks1cbztSBMUuvJPYmAlYnfJMOsfPFDcic/nqHEfEa3ezwvmGKtA79dC8l/jqlR3lW7i6itu+cD8OqVUEdB83VqcNi9UO1ZxNSxxt7hMexfgDUEb9RJ0EYPtmkJeKrbBjfkwntpx9z1wfx2+4T6E34ZetRxVGBbVv1X7K+X25h6Zal5UdP7dmxrV9HHRF5tfYGqQgqDPCJCOw67qk5w9fvGD1txmi05+svvs5PZ2VfBL9T+9neJtqQtQb972fPnj0LG4mPW8KPsHnER1w+RMqwuRv1JPHRf49XNDR888tfsBHmVd4ib5rut6BHDId62EiVUfWYQ62c27SS2/xRr7TMbCVV1qBob6wM923ooIwcEdau4Y2hi1Z3HTr/pRQFbIQvTAiLHd55FNoHV9aGtBvScRzaQ3xcNW3atAXxY9lvBo4T57F/t8Yb+rMZGIE+0CowQEmcl7TLTBmcmqeNDMjtFNoxsSyw4Ujl+oOJSogWRgyJjVTt854Fx+/WqTOHTUKniY+rZy80jsd8JcJLZABVz+Ul3LfBxwy0e4qQSZmZSgZ88vKtYfHxifsm7Pn03dj4IwmxsQlHEmLI/Je/eKP//KoBgwZ//sqQjPxuGSczunXLoHVIhB8R16l6EMDLFfFhhcXciOsDh+xFv2Wcbl/To9/2Gv/Teab9QwaSOftHjYdk+Ipxi69OjfixejQ9FplFqjBOALUMLqUWX/5Eqt7tkPB659h3ruzc8xmZPTize0HmkJevX+Ns/yNSRXbDv8dcEKZn9zpJ1Wd7dl55J7bz6wkdyG6vXLv+8pDMgu6ZgxkbTgQfEr9R9Xitxc1/K+OyZGt+TvxW2HdDTVXDm703rC8rfPvFvh0iIzqWv0B221Y9uxptIb+tnjNj7LZv89MGDsvuw9Rmwo/gUclenEtY8gitQW8wKvVKLZtPwKM5/Sd39POSDhzYsGSJ0scvKBHeCs5SJ2qrYFrt2hpTLfq2pl1rP6zjh8R5aj9Q8bwtk5fQI2VBOjM//2b/bbtS2jdAr5jgDknFoQ2wceK82emj4QX01ozWfUMUyX23wgSOs0ekL7UCj4dXVgb+hpZBo9QGkL6z00ejdNhjhnffEP8hHWrRZ8THE+cRt1kZ7TtO0LRreLM/YOzgQ6qE2s/MHYM1GtrkTrw/UiXWyULPoujIXG4WwUZ2lsBLaMyEsFh1/GFYgZ5mJhGsZPAD2EjcpvYDKQCtoJbOqIjb6IfX0LcfvHGE2m9KIj5GKngbsN/iEplLncL1BfZ7ObSXwl6R3cchc+c8VZUSEJBS9dScDkWpsTExw439ezX26m8cHhMTm1pEeHftGRbWs+vm9OTk+YXFYzONxsyxxYXzk5PTsU19RNyWXAIq/NKCxaa4zl7mEjNZstbAXQ9DJ0YsLcTt7j3mrB3eUDrgwLwBw4Z2r05Pfee74sSM4rRR7b37JKamRUYQd+eV9J+NlpHrDg0fk1M4q2ian7xn4bhPxsNwXffUgrFxFf95My+2YwzDEbiIOfLCHfBaOcvSrw3oZ5Yl9Bv045jCMZ2U47W/ju8nUoy6BGjQKDUB3HKAF9xJ+Qf7ro9NKugxp2f7EcRQ9Hr6ig26gLpOSQMGJcfHJx7RJ5Bd9l06Vj5l4fCxCoOy57IXDUOqxmf1rOiS3y1z6KD0rNxM1qdfIvdTp0EQI5vOrLRypgZRhYXJ+Qsp7IxTyP1Vw15o2Hm+b8VLHYa/UNq51+W+Ue8FhCTrvIitZP8XJo0LNgNzwOcv7h0xBu4P2XE+CRo+MoQ19M/IMOTltO2NvsoDHE+kF7WfjhVRdIreiiZKD0mvxsPHPoZ+CH2+6/AHyHwRDkAH4V/wDjoOeyIlGwfN68DvZA0Xiwx62oHgWEScO9ISTnxMzzXzOoIiJuGzDBn7yVk3Q1AZnTv0DfZteLNHRS5RtDdsTPpb3xAfj5mJ56h5AXGeqKTnqMTtOT9VbMpDAMzriNtEpeh8ISr584UAiWgBcZtcyNhw1GPacPl+Rza8220TpnGj+Ri3uA3TyG1tOBFNJH2JSSAUdOKw66IxX6oAlVYXB9le2BQ29lmukDSmkL7DRq4bsiyWWJq2cW58F6/FbWOH321QREwon7b7yvtxnfsVjOyQUFaaGIfWT5jSp/fleEVQZE3Q96YjZavyjZ++VJ6RO72qf0ZeXia2CzSf3E9M+tfsGco8sGc0n/QiKpncx7E9o/l2Bk2A58w/y3xwTUKCNe+WEJrwaCluZJBrOPtLwXUAyhR9OOSueZP5mLqRKV0mLu8IAyej3eiL6ePQ1fPD+1vOVwKUUD10MmxGN8jE1NEj01PgO1O7l9QmoPd/+WXW+DPEbhTIHNJkZfwAz0eko87V+T2L8iYxdwKcNzdRmySnQFuQBAD05R+zAl9mVaORR8i0zBfWGzTKDJhk1OO/oLkmn7ozNyspuWj2rIxOMHzcrK8vLUbNecQiqI8fLoFqAnbzXkS87uu/5Og3swhfWD6m79K9fabUlMPZKGn78eM7qOtDWrWZ0cUIu24pbyaub3oVEKCf+WdJIsaULMSE475cY7s0ioNSFiCdGWuUKUay6M7sbH1C/pzZWUmwiXhd4Y2aF1+6NnfCuKe/O7qEInJogAn9JO2gOt+baAcHju235GDPyZMryN+aYfPCHceP7bh5Z+OBTbATHNyqzcwuqTBnKywHAJr/NJuJW5LLeKXO+R06+cggWFbkGjmHJoM00NkJOzWIW7q8rHy18vPPZRDm06wE+qKmLIykhCC8d+xQhvTrOWOW5I33fCNDC4tvoNPlzQR6EZ4kK2iKUn+/UTKjS//4WHyn8ttms2wwlQW8cfcPgHjvB28KBEjYTQypLCAKHw3oorl/SGXaFCM2MDbfDoEpRhJAqk3H8JT18W0ktWSPEF3Z6gQlcZGYnbgeNe38EDX9ZydqCpGvS1oNSXyeVv9baYjGjygfG9Y/LGBFhIHaPXdXpy7P5SztuOHd/mgnzKU6oefgiU4Uag836wzn+8Mv1h84cOB03ra1MemAMF8xmyV++By7EwCQubRTG0Gv/ANUFsh2eBmsXSU+abFphU8FeEsKFy0n/DuvRE195m9IRU3B8nVJq6Bk9eX3BxW094W/Ji6KGBUd3Dtfk+JnSJ13agDaDIt9DV18USTcqks+XQ6/2HH86SFf1EQl0vPgfTSB2kplgTZ4jrKJMjY6LuHgrF5jsEwHDhk5OzHzQbZB33XxjzB0/JwvX32+kLF61MRMhdFQOv36F7MnEKpnyyeN6vfMmsoZsOyH7ce2oy/Lm4ner7BzgHpqx/HDtfj+iLfNZtJIZeH8irEzmdXAbADQtkUay7tnzo31lXQTypWkdMzsO5xq9Vf8lrTnaHs6A19gpcFftpZHJvNkBbOy5EoRUX4aRsoZoWo+8O1F9PjoerLt+AQBoBmZf6Z6Utm4QxTf2WQ5wzQkR0diO2UFWPYgVBIds37Htz9QPWFv/xeXvo3K+8H2UQ0fTkNvj2zri2UHhPisn3ny9Phn4tHf2r3ngqO+3zM435vYvjctseuJ4X1g97h903PU3dNhOQ2ovU9c8qH+3Qx5LyUuGhiqDNZHJRI4zzY3mpuI9ZKdoANzLkmbYya04MJzOEpOT3KWFsaBE+ur5r2UE9ymFcvD4sWw/fnz3Wl2fBRQ0jYjuodfhyEx3Qzrc1hC7t68/ApaeRM1lDcTxYokeuFIr1Px+XAUrrb0t/KhT1IZpVqJQaMkaWlYsCxFryGvtfT8X5Aij/FghlWvZRSgleTk/3UIoD/MEeOrJ5iDZKUXlpqqfocibn+A7nhVNIf8V4bj0RJUSq2jskE72otFCYtrFJzX903RhMsVsijOsUhDIGPtNfHpc+fnGPXZC+Z2SYTh42d98/4i9M+v0Bv+AdE5r5DY/pONUf5tF5y/Nr9qzLJ+E0cPWLp8wLixfTc1bT5weDNZDzO+Q/U+iuhUZagmIDFi2PZDJ9ayZwNEA5Mz8s9biIYG9EdDA/RtgI0wHn1OfIz+gTJAgN5YDx3wAXGMHuE8NZjgpZOzppUN6QUY8/d+5IK8IvSgMC+v9zMrirpA+atbf/l5/Uvbnr/YOXWcqZlcfDwzfcHO/hsrhg+v2DSlfMzofi+j37eufHYz9H9/2Xyv8JjYjmW3LyztFBzZPg2ZmfwgzPyRdKrkPyAd19Ylc95YKdfISd5Gm0xrtKxaGZvyl2vkUM8wq5RORU1UW2NM1gv69qjpLoS0FQVWzZvYI3vXJinVirGxP6AaKnehnsvOXRqUTyQuDBoa2X5FwbOmu0QXdKUVlRTU2CGp5EyA0rAefsKa3DqYSBxHR+Fw09Wdi4b/zmAOAoDQMufeDN8Ghm/t06hp1iyofhp+hhLgZ6fhC2iM5z9PAgWaQH1GZeG7gGKtmU+KP2dRErbDkhuL8aYqPfkUSm6X2H1MVU6Cd7uUzOEjs1PbkbGZ/hOW1L/6PGp6+mnandYvHqfIgmdHZwzokwZjR2UV5GeNOX1x9qbtpttk6Wn4+o7j62ecx/auMP9MbaJ0wAvvCnEocHsndx4Rzeiiwed7gWiWLMFYPrpzLFwyupU2ac7k9VumLEiM8BpdBdVwFVRXwc+26DO6pT+7vmJhXmZm/jMVa7DSWHFG3ne4LoDTOpwVF85ISjGmGLUGjVIq0+ii8b4A1nqh6VHbmCLYuigG1uRSr9airNpXqW6jW/lkDPsO/rQ2ArZErIU/fTcsw6dVFTzbvcukSV26f7Vk1qwlX51WBU2N+eEr/e7d+q9+iJkapMJ6L0OlbG7XSZhHRSlkSt5FWezuIq5bYua4TVo3UZ+7pSg/IiWsV0Drwn50hgfVdEI3np/Rbfjn+U/e7T3Kf5tPb+34LqHHd0hOmf7Y9OpGZv3TD5VSpzGWeLuczhaIYN+b/iD8bG4qD8tBa04H1RX8PA6lWaCkWLI5wvfRd7hGGJXgHC5WkMPpBZRo5aLpWwUPQYNd1mYqu2oVTRZZczbMgVRGZQMfkMvkGLRoX3ESlL5STbg82SgJcLABrJFryJ767AVzMhMTMmbPy0klTvNw/fkr+gv5Qphj643Hz77x/iIog/uICOyR0cP+k8YMQLusiL3R+9/B7gLnfO3WlgOHN7f8CiBYiUqpqZJTtC+QCCBDmZwp720F9RT/Mz2H/noGNUE1LIKD0GbYcUK6VR68sRIdkpxqeQBnonmmf7BfmoJKCS/JKeBvLwP7Gy/e2G9D9RDecJJT9CcGECxApdL/UVkgRWSMZKtvtnHUvLxYKddL/8cXg7NiFWqivOPpTFmFmnjJMB8Bv05tSmhleMCKvFquTu103jbT/xjf+zwqoU5QWSBaHB+3V82BogFRJ/iA2Dy4I2pic14bEKFM8rviCAqjdDjPRUzsX41K2Dy3o32eK+ISrAhsk1welKIBtFMWy3D/eP6yBVNm2HbTbckpJsGFYAwqxTmnxjIH5Ur7+Web3gYO5Ul9l5/alqM/D/OmHaXDmS0tJwGVUL5UFp3pSITa8fNQ++QzFCopX57Ap05bU9CDFQtsMs+472+8bqV/WA6bevbMHLCNl3KGJyVtWA6g+T3Ul9whuWzdTeFNe/7/NsitB1vYQskdPDz3Fen/zJrOOCXeH+GrWVYiLs7MOBT5nm9UaHfq3NMZhyNpH1XUsgdA4I1KcT1kAACtoJB4DT2HqUGo9mOePPQa6gejIQEllK5lhg3bpk7EZQBBG9o3UDox3+CNOxWC7H3DW9cbUR1ciNbD8jMXYA9UC4MX8N1DEaojtASJvoaRqBWaiL9pBCrFOXN7OzkaA2RKIqFRQ17jiTEBIqxPEp0om75aD4/xJHxFjJPe/sC0XsbEqSJUIgnBa9N8em0qlfHP/yF7Gu+gbEDKFEyG07NVodJzR5A3/GtnaYxDuvbKT5J7E9n5RVty9RPbtPMinq/fOqL6lV4bLhQnx4zsVdbenDC7+jTMHxDhnd06oFdYCryQKtUGq3SZ2WVJUalRJsJ/VO9300MNQdI1JQM2NfSJCtaFBQ/WtO9SFH+ge9bOrENow6SczyZoezF3IIO+qESyCPdR2MdcThODIKhwqMmiO3Oy2JhLGDHmNUy0nfk9HW0zMEJ+yG35AsOzRNt5LTNssJRK5kgug7b4FQNbLJx925Y82ADD/88GUyJj7q0C+qs7JU7p25gaZIUX0vWXWXxoVASeA811s9tnt/oj9OiAi3M5lB+uyNtM48tBJdQDKgu0wut/NiiEQGgBw9UdhasC5EpuD4+FTLYmE1NHj0o3kM9jpqbtR78srZ699BcoWzzV1JVMzcbbdwxlk6vze/bIH0s1P6D5mtjjxPPf/LF9/7Gd6PegKYUltQloH8MaBH1QCXWBysKv3glIsfor7gUCVYBeyWOVg0ZdwIimHjo4b8eds4snv/LC5LmRvxnnZ/VL0Wm7dy5MTE/X56zLghCDQ6NoTMOzcsp2vNt18KbtfbvnFj2nX9UjM7aXd+u6UG1+li5iRzKq574rnUuV4n4raw+sTeWKQc4rV07iTsy5TW9ZAPnajnkHD03FwiMwUgiz1uXo0491vlDWdb7xt8i5k1/YU7P47B2o2lGWkzWElryNBgmLk3doorOerVudXbhK/1xRbve+2zcN7kp/yxJUInkPrzt4+62syRvkbMWgnCtKiPLThNPpN/ct26Ah7NckTmJE/iOW/oIeLp5CnCeNWZOXd0Q/T4bDYcDS8nZHmWl6sjqvV498kwrDenBk7oETO6Ff4LTufWoTYMaJWYdNY6zzYCMqIb7HuY3K+lVxWsPyBjVyDfE9FlwH1WXMZ7mL+8jwx0mnvS+eWJJ6SOFvkIxKcW9TpLNvIGx1OjebT7pY09OAp6xkv8zrf9oEcAwrJdtJLmOZlvmLZTPFO9pwuU0QI9tZIpUybDyWi/6yBi8mfS5qKZ2ZcYh42mebPzTiKUu+/nTGYVrH51CpZBUVjfsvBb5LuH1uoVKyCiv3yvwf+P0IAUqo7suz9vRddcf6bxFsk/N8FwQaVEq1oXT0eoGN1wE2norJInRx0BJ9AlQBVJulK++dmUvI+Cwn7bm5fv5IGNUnCY0gJ6OLe4cM+PTEhJri1ECW6BMJS+v6Ve6FvtLbH6ArgWOHM7UGTB1WK1xrlBzOHhMarVVHTIZGdELvRHR4JT78ncKyDavKjzQMnLWtpIAsvXa7IqNHj+Qx26pnzRlPfNxv1LSR7PnyJUudAaGxelv2quSkFCNxPQP9treyfOCQ/aa80/41219M6eZDfIxM40ftPzi6+seIqVdvZxbTGKXwRVxX1wqvqpK1ETImZjIYcWS0HZ7Js4nYsryKjjlRsfoDw0qfWTwkNmZCdMdoizhi1rTROT2IA517RvsqkuZlp+TqMxan6ctGHRyFhav8B3bSW+oxlJJTwAd0AADY7GllMwUMvqzD1EXLoo24ms6okgUQfeIS+5bFx0R36t+38x8fvbbno0mDp8dEqPUxGQdCNuWWXYgLmxNW9Sfx4+uZ3XLTB1Rkds/be+jaVVhYPbC1LKSwR0lOty4ZmqAuuZ3+9/+gZgiCVrAR/iH5EHsTmlhmJWuzcoV/tO/QqdfatQ3jx7f1T0/uUyZ5c2nrSv1m00UidbOxVJcWFsyd2dbDW9R+3KXAz0TpqaaX6+V6eGt82+gDZb248eBXxlLdU4F4NCLVdPH/aQ0Ts394DtfzAqiVi9RKEOcahixcmRnfQPiMro6QN8BGOGliec5L8FW0tKJd9ZD4wXAcIEBr2AjH4zqndngkzCatP6k16OH40oZS/J8GUonehxkLoBLdgU8fsdRRs3VUuIrqd6Z+yvXfYZmWvU+LRE4aTxTbUwDeIiZKTgEvoGaqBVkio7QER3EGtGDuNjC/R7JfGxg9we/Pifk9C3NGlzdUVzc0wPcyMyJVmeh+cvq4qlQ90cf0JnHkCFNH9RZci/sv2D1xK5NwbW/DSzq/Bmm7NHnof5Sz05aRl1pyK+QdpOzvFTBrd+GWBtanQNtpdOcEVbS/vp1sSUMWPPaMIb/tuNYGdUEU+W3LSst3VFH7efXqKhTUAKNptkyX2LoyUIfryjoL5BjcqjHz072UVqwJ9UtrJ2Wrzcg2/YaH+XLVZruNCvjbsrRZitXSOHkFXDchLHZY59FoH1zVXT1ySMJoftkZBIngIlVCHaDnfBRjd67qdBoqZq7KGTZvt1HRYJU/Iqxdw0U4aeL06Qtxnc7oCWExwzuPghVoZlFglbVOx2wGdWQnXC8MrLsF1gDMEcFVuZGdGkjvJFXo5PB2rN7y9HbSI5XPP5uZABthzUBlL7X3yPin0ScWjYl3q2eXZG3Aur1FDmNkcXbAE2gtpeOyp2HFabt1/py8BkaKtF26PPSSYlaXZ+BgizRcTleStQH1qpDHSbnvfpHab9tLQFysQ9frTsPIOtgILyED8THKhO/iOcDV4JGgNe6F1ASE+7Mbywqeowkg+qADaqhTBa0rTtJ6EyEf7/lpePzxftWv/pf03gvbv5gand1l75U3+8+9URX/CSBBEviQ/AzXtrfDlQZyppgvkjYnOR1OZFJ6iloq/uR6eZIqAO4pT4iJSYDvxCSUlyfcqRtYdbZqYF1C4v7qs98PTyDGwJO4xG/RyYxuqLDbS48Gd0RmCDsOfjSyf8UQCJH5rQo8f07iGl2rXdvmGkZmx0JnWY3IrPsVxKfjBy4dkA+hd448NKI4jZ6k6sUret3O6F/VZz70SjkWWLPYL7x20wzizLyuhoBir0zpasWstGX1IVN7d5Qnx6SPm5EW36Ap76JsGxgRPpKJCXVEGi++8I2MTe2INHV8bO+20QdKe+E/xOwvlbz5rPfQlo/KdE8FPutdSaaU6WbQPg7U4fq9cNs566CMLyJhBbbV3nBkqBwX81Heug56eGtr14GK1dJ5bUo6LYFptesmm2rRt7n+eqa/qTX8iDTi+qwwm71+OZstcrGM9it6IhLdJ7xU/SdoWkFl2RFc9dOrVwP0O1tGKvq371EZmI8u4NqfpIXYy9PuF9cNkh2p/XjvSsveCs+1heNtfTZBMyRHGzRkx215Mdop49B/xk3RxuRtg4ULYhKPJ8YsgIVUu+A+BSVbB/XtO2hrSUGf4G2b4l/v3aWoqEvv1+M3MTWYxElqP/al7HEWdiRcNDu5pue4W7mhDc/2DVU0kOXor37xR0qeg6Xo+cvdOo2AU4BljJPM3QGacDXkfp8rJiVOopfR9Ybx1ZH+vWLj2/cqu0F+iCAcBJeioS8tL9w01PvZQNvaQFz/AvXE7XePvPEB1LwGG+FtpMKBjJnDR6n9oC3u5YJSrYzOh1P0GuKoaRGsietkIkrRc/18oA42boIvkcSLy9FgCVe7+xZZSu0Hass5LD1CHGT2c7iNidLi1Jd0cogyYY0hAhFlaE0V1MnoWHRJMcswcxN8idq5DA2S7BigoN0Kzg3zyOMYezibm+qT6MQ0DuK8VGsV4qdPCiC9jcn9pvc80D1vwtexkesk7f8Ha3p6Y9iDTuwa9TRxJnV6RnVWRo9e5W31m+BuCmsA5bNYHeqI69R+piuAK91lFgdst64sQBVAXH9rD1O++2JVv7wLhgjURJRdnpKVTqj3nINk+IpP+w6d8h9q57Jv5f1KuF4J4i3Jf4AM+OJ8nbY7m6M033C5bzi830z6BO8OaUtRbUNKSoPbkvCcaR6xlJw/Sz9xYjJUPJ08caJ+Vh8ECBIiAEi0gdoPJ0uNuNbOGwA6W5BooUaiNejfPnwYbnkTvQczYPHhw9T+8+fhuo/Pi/9OFNT6Q/Z3vkTvvXkUrj98WFJ93gdNhevQ1PM4bk1HJaDMvI+emf4ynSGZzobxP1lTVCqkSkUA/mdZ60MTJkxIjtJ75SSPGTp0KJoRCVMCo1vJwoOUHbwVSp2uIKwTSWjCVDovOQAQ7aKuwrFSGZOxRTBzRa/QJ0VmQDg2ZZA5Y1b37DfGBkDp8BSJsWrEgLmL8F4iukBdgh0l3+JcQ6IxaIywI7qHDsD0u5JhmzYtwj9zhboE09mf0UQZVRqYjg6ge13vwnTq0qZFi4TjyKI1Bg3s2PUuugDLJcWLFm0C9uPIoqPocS7c7QrbWX4KomHUJfiS5FvcVyWLlkUZVUb4UtebD9CVrnfvSIoXzZmzadEiph/Q5mcl0bLoKPpn0dU7d7vCjg9uSobRP7lpzhzM/TRUCtaZP6H5UQnqJdeFhWtyFT4VJUnZCb36+ud0ypgNp/UZzOQa06mFYI00hJ73/lGGKKVMtQY1QfXBg9TCE8knplVWAgI1oSHwRfMjIKVnvYTUknqVsS00GKMNEvgi81PoCmo6eBCqC5lf3kf/u2knAAUAKpWcY/uDA0Ao7sDWkBqo8feG/Mf0peyzUZJzqGGR6a3Z6AKRAdM6fHQBVk4rK50+razv1AnJPZKTe8Be6JjkVMsqItx0s+WzsmnTS8umTZ1F/00yABQoRCVUPO53T8L37wKIrwYKhUpSEaDCdwmzj3tkQbyxq9NGSKEP5O0CG0gRXHC0Oe7zT86cLCaDotAv3r4ysvCVylfODti+4f2eJTXF/eDQlF8ijQPze3bT+3qn2kImvo9/YVPFyjp0cs2zPYONaq+CgqMrBj1XHBwVHlzaLQN97pcUGN0lY0CSzhg52tTHTqctAEhGyrKAPwgHHenMwV+TFEpwlx3R2CUa3GyIr0OK1mlJuYb5H/GQ/rN8C9Hj9deWD6oZtuz5ypdm9kA/obYw5p3DHXqWF/fo+NlB6Lc7Lrdv19kfvQcVklMhQ7YNG3soLvrMwlFnp7b1IqgL6LCkVXn3/P6tJKZ6NKtVm8reuUM6kMdha/QA+65l5p+pTZIroB0Ipj2wnjlk9pP74ndVlf7Mc+MM1f5yjXw5VC85+g5CpvrBb3b1Sy6aXfnM0rGjl52jpZv+2ISa0D/oD9Q4uGIH0WFvnym7XnvrpZ3QzIrDb4zWSEZKTv/f8zECqt3mo/kPqEZNDB+ohtokOf2kfATS0h3x0byXFYf5uPb4fECNQeMuHzCADjZuU9JSXs/ycc1tPmg4DviAVxnpjihpaVPPrJ2Ho0rJUFkWaA+S8GmEREppw4HcF+CNYOaGNbkvLRMa2N0b2mOyFxXSiVgQ1EAqG4blov/eRV+jFXAOTIZt949KQl+13ztzz6WLu2ceNO0eO6AiTpOV0zWvfe9B85cUjjixePAqmIF+JYIG/3EbroOD4GS4edfQIwXTlv6CHqFf7m5p+XOmd3igLiJJMTJocp+BxmLZCRiHrgIS9EeVVFfJFaDGtzg7uQfOKWTHd8SZMu3RdmLQit8e9+iaAKq0GEMFJNgEgGSELBPfjRWBrU0VCv2UbHunlrU1wjceMrYm30SE1A1ffHJ4J+OYXs9UvWK6DGNuzDMWDuvSZWLfrBPJ9LwP1r2Dmj4+8czukcUdwqh3Wgw+fgPeh/3eGuPnA6fiqU/i+41GWP1MLDSwvPjhQhLItyNaLDUCNee8OagONaN3ji6BapNfQv6cESuWjh213BcqdgyugNHQC/pA9SbCt2XKwZ6T975S99IuAjKehgSbUI1kBL5X4l/Rsw89n53o+c9hPKVJ0BfVUCPw3oxrPf2d65kH1Y70bN7HeBBaz2vu60lPUOd6wi3MPHWi6iNFPdbzmtt60mKd6EmoaJmOVG3xqWf07G3RM86Vnv7Mv45OMWhdKfxVu4CuGeOili+FHZxr/X5KSq/kzsHDokrqANa/t0X/WFf68+E4IQJOsoJxSMc5Wxyb0EQLL1Euv782Wqb1d2UCp75/auIPn0PKucEf3LwZRjM+uy+aaOFC64oLBoIzc0hl5Ts0/lewaBJsBoD6Q5aM94L9cWxSatj/Qm20nja7zVR2y23ipimc1KPULU0PYIiphaAkpx6i03+jqX9LlxxFr8yh43COuYnSSFuAAt+xpaW9uA9kbi8B+iRAavBFuf7Ys6tIg0YZrYUa4hEMTLn9BrrzbDVUXP4V+klNXcklI3IHRZOzBgyZBRcRS9e/ie7CDFiW8MJLJ9bfgF4wDn2Azs5fXQgnzlm4bDoxtr6+GcYxPDrTR6Y1+gv0+bhpy/ImG3VkyUcfW58ofw10Qx+kxoHHlULoKiDAZjSR+gPv1fvZfR3aCPjK3LcYHasLmsgaGAly0ERKQ2VhXSKca8KO7EoRIoEV51CPZsTZN63HBFYPra0eXIUqvzCcjvA8xa4QR6JCA0eVdswjFsG4zoOzp5TGFXhbtNzcLJPEhJWr2g5Nz02KLAd2+upd6OsAgUsCUkVxOaSjxWQHlASbUSX1hywL85Ig+MIOMh2o94Hhumh9KExK4bHU8o59hgNrVrbZhx7sa7NSNuCVAVa7mCTIbbxurti+fUX3oiKcT+egSkojucJyl+3K7l2jdMVkFxHklXzkjk3MLEwoZ3KaEGArANRSWSZoRa/brczSKcNW8ldTBjHKtCOdTr4eor0PTeulepz4ECAQAKJJlgkC8NvlenxbI3v9AnP8qJFroVwjD9yRtm0GrkvLNHz+OWraAY1QQelKli3tG/meb1pp8Y2WOrKI+IXJpwhQZb4laZA+BOH49NSgkUspbUQkYUj2M6bowyk2M1fSLj/FaIAGjZLMJhZUol0nbqGDh87XP/c5lEN9R9QY9tqid376+Uzl6TzTBGIpEfS36eSglW/DsZd/gqOGFf30kXHi/Af3UTNqLko+RUXWM7lGKTVcshZbmR4AlX3dLf1tVQaNXOFDaMN1hmR/BS+bNGiUs2GOV0jMAGuxLYTn3l8EZVlTTq9D979veWb42LUrxo1+ZiqxtICtrtUO3X7oxLqr0Bu2P7y5pfuZU+O71K/1IZ45sPOlF/fu3kl419fTvNDr+w6yTOY8kitTp/+P/lJbYAyRD2PQddOZbXiBfI7IeVRALDYttHyvDQBQg7jvBem1VSiBi19pPpkq0yi5Rg5fW3F2xI4+IagpvDSzYLIeNcEcPOJPuwqnrFhnWk8k7htkyF+5zHRXcmo2Oza91u7AnZU6wbYZL1Yt2FANTi4JsAFNpgZJTjnDBsWxDcAjimF7eIJb+5I23PnbIiQNeqXeoFfyUMbfO3vfhsKe9+7du0ePw+cw1BFSIzuiPdoMZmAxtBsYEbifpZrlUmuL1JGn4yFHz9v7CBvCZwscASBABhrHch/vSCOH3stOw3JR+aKf55wQCrajiazuAba6S5infvUB4UaeusSQNnuXL3u1zUofmOvD13Pq8h07lz3/POZzA5rI6qdxaFvW0e1VIoNthYgp889VTiBh/hxNIJbh+9+CGB1UDiLnGhjzuYOY/ahAGK5J3rgyvHfOzglHo29krhxvFJVAvQUp1NLcg9I1N9onBhTu8dHLktm9fXZO+9OZIT4ZMOjXwJiFTVuW312zBi1Ys4YGzGSEtbW1AFDmjwEgJgt/H3Lzwl8DaXQR987eRwE4yaNxUN/jW2Ojmf0DAmwDQPIu399x15wHQQ3cBmOIAXCt6TpRgBajSX9MxMNITplmEKtN77csJo78hbpJ/bixVgJADRMbi/TXwJWWnoRn0Wfor2f82bHYboShuDnBOtY2VCN5l+/ruLHoLyLE9TR2T3xQFp+3EtVQwxyNI8QUSo9jA8gyzjZ0TRwPvSoR4iGGsLtjNpCu1WM818Tx0OMI8cCvmHFsIeFxdqIaaq/kdSABrdg5rKTtdCeMIW6aekG15PXmor9Z9EwtZA08zNo1I1eukdP28TOt86MCy48Ckhlb+hCP3ZY/Op0GWCSYTMRSnhTZp3RsN99BNUSN9CF3XsVJon+TlYayaJU4ifjXsD7XhPqQGoMGS2vCLGBRtO7mG+gaMYKvC72S2gjVJxi2HhXQP4bHnMiO2cYyJrOewMPe4pYoeOSJlvWB+RKaSEzB47dmx2d+ayNUv2dZ1jwqYH8Fv+sgVcsyQRt887AcX9tPf1gopyfhengatoYyeAb9im6gH9A3MJUz/UDy50cF1JLmBfR/rba/AABpreQy8z6uP24JCVAxrywFsI00nE+1ulda1AJIrj4/ZkvngpeHzHg5JgQ1hUSXZoyLR02h2Sk54zqhJmIz6wjWH+jXv3+/YUPya00VxLAX47sUrsZdNNsHdSxYus3UQu1n13xOdJNr5Pa6xdJZjEAxLjd6PL3kGrlrvZbSya5LpT7kzi0IsB7VSNX4XkP39ArHrsFGL4tvWIAmS2txf9G/rtcSqHatl3XuEqAWAImWt87Ar2NA7O1qYTgxEPqjL0xv7sdfqRN5+VEBeaYln/1CmBezmaqQXGZyxFjIj99YsVACewKqAjVFlqYVPRXH9ERVvtAnzPQCVBChh0anliw9yrRC5Y1bOpcwWMauRTUSLb6P1Bm2VzHTFmw8H7YeTaYqqKzHwrYKqu2xNX9lGbsWXRPDRntlHjZiBuuQrfBoV4OxXXWFjfZnYthepse0B9eSW49xTWRx+drgYjwSH9oSi2vioWO9Go1vAosvxCE+ditPBOI2dmwRCq9zfpMCFeYmSZPMANrhOsl4APyTjVmQXk8yBz4AKvzC/eTJunAplGlxmRWTUNETRp9krMhLOjx25TGYD59FC9BZVI8WwMRbsOqHG2jDTeJ005blD6iNus3h8a0HwQFFUc9FdfIirtysnXI0Lh1NRi+gnagGroPj/kFmYAbmlofNZMXRo2cPFfUsrsovABTz1oksBr91gleeDt47IbXMgTPzlpYe38WNl8N0TiT6GMq4RXBMibbLrk7hcdIlcGTvCI3qZIfwyCzmUMfBSylwiKpt9dR23WMSlj8lkxZEQxX2uRKWx2QLj0lOmdQa9DIhk1Fag945mzvXrJEIyUQ31qxxTihxvvYNlk9VLQBAwnIKLJwaPWeVWxt6wuyse2fvu81rLF71Ce1T45xVZr/ZOYnAsgPtgrZ9zDYuZ4PSFswXXt06YIsWHq2FGlFS4D7aZdzEW9EOWZhXn4s3oj3Tm92Xdq73Fm6n2vX0exy9o/wdTDNGb9TF+bTCitOZFLcH/1CWCdoxb23o5ZpwFXcSHwfVhD7JchDvr4Gb4VfQp2zBwaqtvcd/+PbLb8zMG1po2L2GzdcCNDfeWH6yWq40fUG9g4bHV+WUjGvbGpZwZ7Gr0USqVnIF38cYjjMBOgkA7Nm6XAN5u1i0K1kNpfrXx9dDArXUD1zXBzXBgLVjqpYsGzl2xSg2T9tRMgp9g0zoAfqyoL/pNll/7LWdx/a9vAs2sWfVHugn18jF9RtLZwMOlOPOez3RjQ7oTnSbSedqjhQjvLgcjdlPOiPLAkqgAVFYtyTmEdJQqPLXkPFEHFRDi4JxEG+DETV3ri565+3h88cfQy9em9Zv6JguX10d36VPYeTxpj60on0+WrL3i+DUZa+h72H2axUa0w6yd+TA3B6D20hYbfF9DgCQRqyvgn0NzbLx6gPlNJdwNx0f8ybkD68o756ZUZZQQ+u1dUK+4a/4nIPoHrmYO7vegmokZ3CvxL+kx1o6RXKiB3t6zdxLUUMaqWxP9FhD55xWPUzRzGBMrc8Z6T+sHrFuakIv/VxpY/qRzqpcasSsMRmdJOuwToGOtDJolGKaoaHEUnvtpGPq2XqVLeiaR9+KKdlxoh2xnkkZnSj3SMHkkAPRNSffipZkpxHMpEe3UWgtXvv2MN+i7suy2BqkKBx0MWSmnD0LWjb5mdYtCmtJacPxA1E9YHj7XcvXrc/smVz/2/DlC38/ABVQJUPX/efPX1yU0DEVHvlkxhozOId+QdfgXqiAN4LXr5hdmlwU5BefMWD261PeHXP/o7ZTRxoi0pKjEsZMOrt6wdcTIJT05M4fOpubKF/JZdAB54kYH/tqKb4gAC+h+PBwC5c2Qkej6wzb+00eOckYpVAWoUODFzT+1HglBv0tHzawpnN4sA6+XTHwf79/aYIGqIAJcWX9Y4ITwpUKeXHWgG2rzqxdnZiVGxagDVUGj+lRvGzD50eoRHZ92gPVUPclV/5/4ewYVLvJmWkFM/8I0BnV4PsV/i856wHV7nBm+oKtj2HszIA5S/aUNa1Br5JpjR4xR2xfs2ZV05bl7lrcidqDR48ycxvbnCwT85fkGYP+Gkh6wGJbHL5XuWl/vnQsh6stNZwMp8mYU+PjcRqtV3lI65I1ay68/OnLp/v0cZfZ47UH33yzqkrILa6Z84Bbf73KqCc1HtA74YeJT33/CWrxco9fScbmzehLuNzKLz3PWd/osc2yG5oee0j0yO0Zz3jJh124mjA871lf6aHdyjVyT+zWABVm9xwA4zT/eZXzTR0BoOplmcyuL35WSMnu/H6LelHPod7oe6ig3nn4sDnLsh8YZv6Z2CDLZLsqlVq5Aiumkmoj4qH15jZ6FGLOee/oYHw/W885ad74cjZ0h064bqJ+S+KCgxo76Eu7JW5mL2Ej2nJxpiOqoepxzbsjXDehmsFl2c8LQ5OJDZKdrnCRDnC9Q+dPorAeFVnyso7omj0ueuXF4XoNB3YGGLvHFIauEh+5xkUnCmK4YDsmVxCHdqSexTWRxeXDw8XsDHHQzrO7QSw6yx5TGJpANGJ84U7xsTU9YhDDuKEdoCxgZJFgI5ogicRv3TArWo1coQplEjO5Ru7rQ7AyIXuUthHGePuvm7dgUXsY03nx9dc//3KBIoQ8eP8+Kr13T3Kq5dbZ1EGTxm55nYxrQehh45aKEdv7L3jQfJ45LybBc2gi1ZeK5lavGgP7iKRcw2jJyCVZaWTv9LPVEw72hOqwsuzCaR2geiMjaVf/qqEH8QUIN0dn9JnxIzzf3IgmYiEET6dEZxo5PIoU0/C4g7NPBwq3nLM7pyR4usc71NxR6ZQ9E6tEEYkRY39myuco3OlXZw9sxCjZa90odfTVrbViVt1DnHx1LM1e1edZSeJf3VIPt9F8SxIpS7bsmjrUSmzTVFzHYrHNUocKUyt4+6QkeM78M9VXFsPtkjrQGjrbJbXnwpTnbI9UjCHqhOj+KMXypWfnfpQbsx/iA0IxokqYs3U4nym8dEAQ+XttbS3aO4fZ52b4AawviHDMEL0GZTc37Qlp+YpYapp87+x9Ud2v1tfDNLxvSZjNAEj6ySKBFIThl1Fb0f9xxD7hbfofzIHT4ViYbvoT1YmzLjnV/C6V+ahAGmXLMbZ5/H6r5DjwBpE2L7g6Fmr3tCt6VVyuzZOvwg8MaF1RjaSf5BSQgtZWXelAa6vWVajmVOAOiAjgjWrYd2fbCXDTH8MO4l90nObBscR/GQCy1bJq5myQHgfi01VNK0ILNXA0ehkm3IBt4HAIv4Md0A50AX2NbsBTeDtWcqpFTv7eAijwqIAqbD4pzYJxNDb8tq3ksmVM3uu29KAiL9zCnnhA4UO31H4Y5wwjpId1BHIZd/Jsh5HZL3WGE48rgjOQ3aq0h8ntwTJYE/CYCgFabvPfEeIEXMwlxMuWcQHSBq/CFjHBDS0Ceue9s/ftIH/PzDcWb6YIt3g/ywHSnfhM1Rao9VzVMa94TBGInejsVoDwQ8t4MlQjW82dX7uNcSs+W7XByDtfbYVq2PeX3cUYi6eQDUbeeAAASV+uHiixFTuZOYh/oXQ4COpgOCxHqfAvtB2dRqfOQQVhIs6iWPiFKdXkA5uRhCORAG0AoIZLLrO1M9wdhyy8NjYXG65E+643VkCF9T5D02ewCNWxDJI22Pxt0VlMUhRhq3tn79tBZEsXAWmD0d8GJWeOIkDxaZYQ6fdcraLZBIBkoCwTeOGXsdmKIWZZFGBqgoNhBSyD/U0/0UssoposNZ0h8lsOm7ZZzA8QwAeVUmWSy8xdaP74u8p8SG1EAsRdbTSDPjAOPYRatDIvKq98YUlpb3WuoWqomsJ26EPcbyHqK6syI+Rft51eQf2HXcMFAECdxfUG+Hwa3/wNNUror6EXDQEkYepPJbbcIHNbln8OqU++f2oi9CbrHt5q0f4tDYDR6MvNmzE+/Ha35DLwpfHZvd7NDmf/iHfLF+yogte8qUO8sQNQDXXWerZvwSjXyHkATeFQbcFmiQURqIZ9U1whhkuukduDMm2HagEey3gB6JooFo1Bw8OCfqOXalY0TD1TBLrmBAupMWjssdTSAwnBsOvJDeiqy3pgekVqX6wZw9a3iVZpBtcD0vwNb22vcboaZKeF6Ao/Ertp8SW+zjLnsG+VEvjN7xBhdFVII3TJKbzmcbFQO2f6y9OnvzydaREXejRJVin9l9OeZprASWYuSQngD4LpDMl+NtkJdTC14ACBXMEsk+TYSKZ1LTT/TMVLCban/nE66gmFVGtISknWaQ2eddL3mlYWlZwcVeZRCz350SvTaPUm0GspAIhzskzgA/zYG26Ye6FpFaJob3ZOl9c1Kwk1ddk1fg76Eyokb7zn26V38zpq5rJVvYZb9u8AqrHcY+Bjc4sB7cbsbi3IgmqbiwriuH21QjTZcj9BymNxiRNLTzhE+6DaI/5aDljrMumYdU6WhfUOt9U7xZjCvvqpYl45U2oNKXZMfGWAMKTD4LBs7+jqub0HENSpKWl8aqiothqVr4oa4wVhdIficaqkyVLO5iQPME+Fj3eLgyg+j5h7QQS7Z5Y4WEQ5vJ5jeNVjXuVAacusTGvUq7TRRo3Ejs73J7/feLTx/abZMAMhPo/k/R5LlryyZw+gGO5kWsxdGsh8PCtjoh/pTyf2nhhbGzY4KhfDDPTAI7aIW0wAhZWwPbrlNk9GbZTGEU9eb5oBzBDhCfy7PPnjVdrj8PSAqah5XJ6sHGWxHOlEbYmdDFJ6NlCO5ipL2tBECIOi+3mlK7wjq6BUQh6qjLaj8Jq3vG2rtjKYI4GwW76qbUcCWDnNYjnt80ScPvkEtrA8/0lnsoXzs2IzmvsG6ew3iBT7BlE6boMSP/ZDa+boC6B8OHVw1oRe2sw2U6QN2WMHhnVtY2/EeaM7Bhbs6xjSk+Ndep/lvecTzXk7nKrHI/0GViJDm9lmCa1EXlhv4vE4HzZmQUpo+Y+pkcMYn0DHYulkZz6BFAvKLLl/2cZmzOXDZ3DIo5j4LLn8r/hOjwM1R1yhhwGbI+qfd9nAbes38X6hlSOCeWoeg9WzL+RkQ5FYkxHSbkRAh645eV0jQ0aEFfWaog2bmW0feB4EB6p9FIo2QamROspnwx4735qF30PxnEd/XgttlKeBqDW/fxZ94Xk0otqynbTzmWjkMadRYnFJjFMYbx+lhKT+X3Aa7WnQsuE01PPAxadUELdCgd4Vn0a3YpgYwZ+7Cmi2bL8nFtoEsS0L9Hty/p88wNl8ka1PGuQs3+eGSJCzjXGhINHV94p2I96Jfa3NLmKfYGpYoyAQxMEsUPrkfucJg6GtG2r3hBHR8oEWWiOibTx0wy+JLljFPkSGIFDaEv9wKlejyY+Z/4Zf8niFa0vyKx5GTwupD3+w9jRtRjXsfR3tBLdSyDVy3q0TpiFQbb1XosZyB1wOqrHcvxHm/AYJ+nu4uiGiAKod36sB2X0+5u6XLOANNALMoo6Gr8U1EddhveGmWiznJZn7YSQPsI6JLnQUReBK68tiewcOb405Jr7W5nhpzZwt2t4h4+BskX+tyF1Hp5kcO952x5kWbk5gbpJdcOPwWNUFPRJxZI4Z6i5Eyt0XpMf36wTY3xfEbkPwTeUH/g6ElYUUdvuBuzdIFsnetaNzcX+KdaPBlb7LbbYWHKuZZbON4I6ORm2URkRHZvdAqCN4XB393bjuabnNtoBbOvLufcrCOkaLf0ex9ElEabHVvy0Fokt/CyfcHUup7nHyWI5huZNlvWvORJfwFg7TMYdRohyKLOFFGBRbvQuMiJe0cPds/cnyZnBvvtjnJe6Sdtk+CXHNmc0SHN/bVEP9IZ3sZE6RgkD5g2X1bcsFu/TG9y7VWO5dcttvuBE8OcUDnARRTlHLEhoQYDwARJAsC5BAzfTki28pr4ExM0XD56MC8chJj10JAOEjeeBq7I1QPVdkbErX3CjROBp7DaqBx4X3LqyBMeim/b0L/DsavK13j3A3NTQx9yfwbxXhfpsEFahG0oTv48TVoY47/OhRnXb3Iah23tb3aBNb+1+GaqgX8Jt3zO1UDvo+5Rq5aDdfB6h21MPXHGDRC/cuZmO9Epx2Lop+M6eawr1iizTnnZxrHfgr3N8oeYC56OiQC3EPK8rOAjFsjloeL4quEfl9xPieL+d9n2x+4ZyyDfyMwwVXg7k0xNJ7HYn5YXtQxa3FmoKI0vKT7ZGGI0L62p5ePA4XdB7iFhdMZuIWF+BxuPB31Ab8k+2xhRtc8Pv0s1kuDO7YhVi+4hY5I0QyGDeoEklrON6yWN6c9O87S2ecMil6NOGKV/EUxsJzBsuz3g2eRXIat1gWy3LcMUjb/RqmR/tPlt/OLueofdrjlNyfRDZcXHE7jL+3gmOctMaDOQxdBTsLgS6jHibMmh/h2Ce54rY/cxQEOXJiHAdDjgw2HSLBQHOT9LIsHbRlbpyBCvzovSE5Whcuk0INbv4OUGJG5L7GFHzTeopRC/01EK6aPglOnjh18ni0YsIUqjNUx00bIEOL0Gl0Ei38z0mYA/PfnZEwg1rRcoTpsv/m/opFi5Y9fLBk3oJn4E8fzlszKTwrD+1GE+F6OARO+azhwznHDOvgJLYfvdT8s+SI5ApoA2JBJwCAL/c6jy5CRkOTshcZ08tq5kWnJB66acXdfywoLi74sTvRCNVx6XlPqeftuLt14fIV3Qof7bj3wmqfJdQKUymD7BD6uKJfv4rttQP79YOaD+etMeZEHVuwK7egue75hc+u2LH2M8NmuJ3F9bicaaHGfc4QZDyx+5zh3OHxOaPRucUZmsggc5czjIvhLBtzlukBZ+Jb6W6zaJoh5oXd5FQsE7Jy/DfmONsjjsW1cc9SfxfTxJ1vQCgc6MF8E2/8Tbp6YseOKvfddwgzxLe43P0y4wUbXtw3OYG/Sa5ndu9IG/c+i9SBJm7Njv12egxENdLLOBZ45lvotZ379H8M1W5S/c/H1jVlKaqRHKGyH8O30Ojco7M7VLtFXXOVdT2/EU229O856d/BS1+Rvh34Lq5kd9C/xds3eA7VWPr2HPbp0Et++4alp6FatHHL0m/C9CFlsStThzo42EwQ0YqoEN27cNSUJJ54Ekx/kuRvZiXqSGdRVPYsoGQRSGK0iG6BYI6ke2Rp7MxgDU7pS9ucJhx3WzNPSjPv7GnkKUY2F5Csguq4tCHnAlU5a9EH6JW12YoQGOMd+9fdsLYwZn1aBLGiZQfbzkKb28CQZ5Fp2oRer7zRq//8v0mfllvnUj44Wvw6GWf6K6h3/GA2Q2H4aZJcklxm7jDhMMk1dk9cM0xZEFFH6SlQcQo1s49c+3p3is3uPr0DVK9OjSBWmDqznTA0nAGhaIDlsevPu3YOD+0980d43vQguGf8YDYrAY/NjxZq3ODH9CvbkuQuP4/JjRZqXHGDuGYmt7ix8JLFZh7u8iJeBusGU1WiE88t3sQyDo7HByAKZLjNoyh6l1Z3VXRP0iXPohkGx3trNrtw2x4dxGN3JvFsR2d6brEvzCqs8/s4iMIV8m7asAMNXNHf8q2jRkfXli7MJNh7eqV7JKc89Adyjdwdqv9DB013aOUyCBw/JZconUf+QK6Ru7TaQKh2gyIuY+B6oKoFPVD4FM+mB8qLWefwu6CymPdYXPZA0X7MUaNGIteLKeyDeg0PTphNqEYyEL8R7qJH6yZU89Hx727F+CidQ3yOe7TgNNyIJwCHplnGZvnLAl749gIOn/hBhy3iJWJrGD6/Ds9VGL4fAH/adkR6zkSFO9Bwj6iXs2uYiXSAhdW/NfACGv73cXjcb/vRjjlYMPBpEJYecPofB/74RMBOf4cXYjqgwOiwpVpolCftawt6m3+m9kuNQMW87QL1UkKp8FNpddG6aKk2gjAk++mTVCn8a/ygAj/Zm2LQGvRk3b20XgWGu5K2ynZzf/zi7wdfXX/Wz3Rz/qjhc5YMGT4flvWb0jkvIGz8LUr3FNpaWImuzFJEdulyEVbe/homf1KEBm6se3n/3oNHCNPTTycMCVaGZp4Hj4tLFg8zoV6pVagCXOHq3HlKv1vjwwJcwuoyJOHpp1efzwxVMnu3fFzR+NUed5DReZn7rBHZ2KugA26TVwnjVvP5ewKcHrDI4axzl8xKGIeO8wl9TJytoNZf5gGfz6K7b6561V02yRXo6r/DJ42T9IBPjLPWTTYZmKJ8yioxzgzQ3c3v7uiSFg84jhW9vqW/u6RTr9te6oJSRPj/1/Ty4JvIxPVy8yMJ1TLNsPEnbO+e5DL79jK/KpTHvV0l6MscrTa1nxSfMqdj8/S3H5tVjT80kWeFTZnvASC9w47rw9xrbhlZ4OmkdwSjTxe4NhspowTTDlBms3NZfG/lSFadmEKjhFPHhV4Cj2Mvy8bF2HyWdXbuxIVeAq8hLqtWRCtGlFAvkEfLkvlhWREg3kaWGzPfTn6e86lu0zn6sbNp/ZjYnHHjAJsIWUJo/KlJ0P6GPC41gjC83lKyz/wy1ywZko1Mhsa8t6ZU+PPYIja9NndAxvgN9U03jv1+ZtO5T2+/8OrYqoLudzl6iOcbU7vpu46sW3Vk1fGS0q3zj004lpaim0QGW6nxVD6PEUfyf2QpcCSeGMyzGpInn8m/XCAQZjiOUMAPBPPfIZx5wjnzWJigG8xwmOpcMTTPbm55jEmYuTjCRKhs/IlDm9ln71seCxPpBk8MploXLDGQBDwRtG+VnMT3n6jw/YHWSkQeG7DSWovYHM8pbylFlBTyFWXuvxIfk6eNzZhdWPCWIanltt+TxikrZO9pCRKMKrTxX3kjLxTYtVXCfsEHImnczmTY2KyIjDo7JfYLCXeqh50N2siwsTsr9ZftDM2pHnY2ZSejVqgFI8JWDwKsRROpAVIjvncbQI39+yTQxoKoAahJ1T+3z0wtfqTkytyD2ciiDZpIHl07vXDQc7uYd0rGv7KDDLSZO+7J4+klKo/VTEQcUW7VjuTJUoMoR9JIgdWJSFwssD0xwbNsvp4Hsl1ou9jWJh2I5n9Vd2ULrFREdqKNrYp93T0Cq/VANulc70S+DTsULaK3rBIoQSeQ5lC2GxmZCJ5nnOdkIgipDx2nZk+K1Tl3DrA6JlMI1WYVxcSW+7w4YH2zkx9bhvIe6hxudXDWZyttwwsbX8TH5ccX/riTLU7NOiw/xDB+eYmNz7SOKowvv/FGftMuvvAkCEMM65udyLGJMSJy6sQUsQszzvWxizM2cgRxhvcZ7EONc33sYo2dnFoRbcTCDSCBgpYj8+PeurbhzY2ZaSP7qPM5yUcj83O6Tno8XI44cYBLhCQhLNs10kYA4CGpEZDcm5V8JjZCdbB186e5UXKIp5HY7/LQboTqdpYNluZG6o5tbnMCAGI1/l0Z956wv2DubITqb+02UZsbJW1sLYs0vys+FrRF861wo5MZysZ6SPMNAIhjtmMJ58BGqIYywW5kc6PUKIxT5jviYwlYYsaq5cFihrKJO+ZjABBjZZX4TdxoVkc3bHkjVJ92tanX3CirdGK5pJn+2E+5KdtWt4suNt7sRdturuG4QMyTXGZszC4e9IMxaLx1Lj4qEPP/gt/n+33692dZ5syjAjs/T7XBv4u/n6h//xHGoNN2fv1RgQN/LjaejR/njVfHB+bAbwvHs/PXeDyBn35U4NA/i41H2uGz9cfccGJ+mGoj8+Psxm3/S8s448rvPipwx9+6LV+oowP5PKWd+VW2Z0iaimvIIxz3DPHUFi0hv2nZPXBQQE70tT1zc1MuT11Rub9xOwSO6tY3CPYn+XLbA53jN+AEE0j8LbjPhDtMjmAcs7Viz3BAVyxwOOpcsXFMYP3u4xBOWHEcd2x3khzZwjfCWe0ZDtIlH3dsdo+cwhDE1XvmJmkx28MY5bS7g0fGWae9jA8tfDht7oCT+DHZ7C6OaB4ZTnE84uhwiuKQ8JzC3ORFWno6YwGAjpEIY84MZ3CEKZNzWP8V2AvNjye4bGKXO7jq3GLrv8L5RPMle9o9XMJdB3jbGa6+tlPLuSk9FEwwzJcnuPhTzA1ctW6xxcDiE0aAmeafKb3UCPxBGFO/jE9U5Rq5gi0Z5s+zmVA9uXz0cKge+v0Lr/5QQZRbk0PTzXdnrjxChKO2135dsfbuZ+Rsm/1bN+TwNBbKGWZJBIViiJOCXMIqRwW0DiQJ5olAGplrt5iwk/qlcH/UXblOtOTk1jlW9ku7vV935ApDh1DuG4I1ilAsRdnvB7srl3Si7xu26xlxsaL6yiqBP4jD76KJ8exG7ijEEuNq8SNEJ+ngLKl8MpxOOItzsVByBVNQk4DXPdKlksvAC7+cYKmJ4xdN5PLL4FpWc66GV/dmc7KC1wdeAI/ZBgTaVNoJtpgbbEb+XuD5+QL2C9e5tIxRIjKERieJsJGxwMZb8iTYL01I858AyI7I/IAXCMddFBY93NkKncyXa/Jz+t34QJwtF5izYukMqZGpS/LXENissqydHSmGZCJaE+CnVBDaCK5Whu/Df4JtnplRYuwbCNWq/in9puZnwzapwx5+dH/Y8PuX/h5Gqqw2j35H372yJn/UWJiLGkaOy99wYBpMWlyJzi7/BV3+9lsYf3s5zIM/2Oz1PB4+HnEu8Vls3T14Ebb+w4qPnZduIhTEDBcoqUC7GOIe2jzBntWT4PWAVQ5vnYfk5gnz98fFK4xRrvAmCGKWW3CJycJA9kR4SQ/4TbCNdR7AFeNXVgmiQTYo9sAe3IiJrmbeb65ipFtakZuc7SH+6/p54Fkc6OfZRxOqJ7JPKZ0oucysAfQGDZv9y32hRqkxpPgZkgltBC52tDnrvgCDUTOcCQtgHpyFmmGIacSBwx+8+87FwwdMi7kv8Df0g12gAs5BK9Av6D302993s2H7k2dhMLp1rh41Zd/lb3sysd9dLDwenWFZx7LlGoogZ7gHgFckxqIBnQDQOEcjXOkucALpoMAVuwFNfE/WM3w2K1438NW5z5yjs7lad/EJvS287xgfSrFxtW7YmMMzPY/w2ayAXeKrdZs98T1o830an8wPhAADyHH5fd3wpk4xBzh3pa61cLWn/S/p4+43cKCP2x/F+R45rgeXXGbr8d3ubnDVF1LF9nM5r+qG/8C4x8OA38B0jqE72y3sGgL3Nh+u95NcxvV+rmtFtVDjqMLvHtMk56j+MZDpafNMHr401IG8PObCFify0FWuJktyGdfsOKrJ0kKNWC3WRsaRilQlKZj3F90Z218DRcY2vYHROxib/TbmJgDgIfZcDOjlGjWNdCNUs3bW3Mi+2/gcAEQZ7+fktNSNUI2+Y82B+Ul8Zw1zp9wVF/frQUfXgwGz83vB+jB9ke7KcXglW1/m6zoRw/a6430Ra/+l+C6ZcP9vOtd5KdwQm4H5dD2mvwYKxoTZ3JOVImOyWHEuKrnM9OG6m4lGaaHGVaaZw+rjVkb5Ldbx8bD4a6ALLEQMy4O7WDA3FOiNxvF69tztOeP3GGn83e8oDEQ/Jx33oK3wYRIMBE+Akxf3/N3AyXUY9nILprXN8J8qGAgkNhijgZ5ehz5Op6EbSO26Db92C7FNyyHH7RPhtqmucB+3pb1H7i5uXqKH2X4C3MKs2R2+bbsRt7iDWtiS+MR8C7Npt3FzSfUl92Hb083h5vXzFf+LnYpu6OKiW9Et3+KkZfFh8f+Vnh5+M+fdi275JictjP/MhYH4bYtqXp9he0ddjPScdtLJ2EyDcdDP+HAL57udyRL4D4edjUSWUBSvv/GfC7T/Nd9D1Tb9eaHOuhxpaS47HcnDdlJt+h05HSVmsyvZQk/pqvOR/F5MNH9eXuBkO9dbuEcgKtvGvdlrLeyHdFdv4frfoexah1rb9Uda9AZ5aJxNH2KSp12SonhcdEoS04UInfRLWnh6TKyuuHPeOUm85Qoq3y/QtJJgNaq29NI47LWAAg6dd/Dsp1E47+PhYqO78gW8OO3oueNAPK+vB4c4iidbzd2R4053DymOQNjhU+IIxyz7LMEjLDaHvE6xcL4lyAkUu8jvPhbhDQ/iWGw7gHY7Mo49YtmTR1hI17zYdARNcApFlJdxvH6bzCfpDnJgxa46hBxNLSd9QjjNeXLsrmegi44hR9PSSd8QTl0AScc7S4+PsE9GwKl4BxHZmxbuoI+I89kkHdscyhHoL9pRRD4jFMM7LMH+lqJ14fXIhDnvLqIlOe0wor6xk7hfLG5TtG7O5Qo1dNpx5C8mViRmu9DX7jzDTq7tcbGdtsIzCzf1tTunEJVb61Bbu7MIq75/onG8HiC9591JdljWO/cJ5P+E6JycMVj5eTyczjhzgJM7hjW6gmmfm/RG1ZaaFE9qKARrfbcrZyKZpZan5TNsMvP4eAXrRXcracZ6AjfCbn1P8fDGASPIePyqGugatV1lDaQ8gZ8nlhs8EX6hv/Ow0gameQhfJJ94bPxiO1qeVd786gF6YfkNa+9PiF/oSzyqxIERHuMX5X8cr2alz79blePOTHZRmeOJP3JSnsNudP1f6Ouh53JeqeOJP3NSrsNkjUzeOM5SJ9PJk6od2h7dqtwh8S6VR/U7OATTuaYn2ARzxZ1KHnK6e9CEKSrO2cbxamYSPa3qwZmBJ5U91AM3oTrMbT3Ga5ftelDpI4lzH66DnHgcr6bGJV6xLNmDyh9qvJs26iSX9hiv0Lu7XwlE7fIErii/92m8lhqabv9KVZArHVxUBpGL3NPKrdz939LPk2/kvFKIfPfx1BPJ+Xn1Ou7eKct78trVie8z/BeuXR6NRbIPWltwrfWkjog0aJQu8Ewglro8DNXV13Pn4ZY6pjj3T2zdOQdnKqqq3Dlpgv/AOMYSSQYTleVRfZcbaNLdwdF8ypLDec5LENRAN3hhqrxy3KUFXf3nbZ4NH8eYurhpK47uk3YBsbWje6VdGJXU/q1tnM/zcHd9QuRufGoH6GGeW1UCAh3+WcqdKeA7VWWZ9neqQr6rsDt6hLP5zsHmGOUfzhFYx5c+ZM/A+Oc6Bo3SbthZxFKb863m+npAmj/j3fvqY3duaTcG84q14HCQvc9EfByIH2IRDmT6BNu03THjVawXPrc9JTaW2FEtrBAeN7VEwUAAwVdUHPwU770Bm6z6U8vtDvxbPCD4CFXD782LaQQ4DuEzQVT9OGOZ/6SOE/uwDQNHcY/YJxrLJMdtYxOzhviT+o7YJ/PDO8Jhjsf01xr0Eq1B72DsRffvo9J79+zC36f37t1jbGoNqrbUOIY4q6B0cLLBVlGednTSo+DcNn7XuJoaQGU5racUl2Lq7WD85qvsHph7evhrWjmSwFZs/upEEdbRWu8ClBwH/x91/wEX1dE9jsNzbtkVC7Isu0uHy7K7NGnb6IhKsSEWFCyAiIo9UcGKBXsvWBNbTDTGqBhj1KCmaDSWGJPYY0zUJGpMTGKqAjv7fu7cu8uCYPR58nzf/0+82+7MnDOnzZmZM+cqUHjTVGvq+SCNgG/fuElqDBPuSRtq67+AT/RzYyRvgihNYNW8KSJxjZhG8nB5yQxxTfyJjJaUxiH7Y6r48CGH5JVPrS/nwLH+4xniw50ck18KsZl8G1UObdTbg6C0DuvJE0Qc6m8yPL0NHg+HNmr3iXg02KgQY7LX4GFsCFsltKN3bIeT69fUNQN7Gq5dE+MknAtiQqmPbfmHnjjf0jCTbsMTKg3qP5Hd5+P6mX2eOKFBWX9nQkT7pG7aOtXLvtO4hbLPVJ56QoGyfocQlW3Dl2SKchhSK8DDv76DXfMle8Fh7KSs1xGi8tmlDjHURk5RAR44gneFa75kLr37Lj/H+RQharTUID5PvbWtrF6hN+rJLjhfJ+Dh0d8O1EVp33748OFD0EHoP9W3xW3z9bGyLnjb3gAvIZT1GEJUKbsf0chbrN+U3vKNrW3KFav5knmngalgrIcRosaIuYtIjP7Tsm7ZRpcK8Dj+tPGFJNxqaowhce5UjjSxcd4thiAvR96RFEiJ9Xj3NUJUoeRRfd4thiAcQs0mT+lP5nlH9JPuYIuTt+u2NwThmaJOCwmvGi/L67A3BNUeEXVXTI4lxupbG+pbvfNaDbJEP3HiqkH9J7JffVxv3+/JE0fPqm+ObTahbyKQpx4brxcj31T+DQceNoy/X1JfGZ/I9bHFxl4bnKVNx+LLjZyiQfsbeJV9Ig5/K5mvCnkUDKQ9r6Zwlzvoc4O2lzqo9hMgKu2KTuYtAqzEZ4PVyJmCpY5moAlgkeK5jlI8ktkmiSGxb1qENDJOZnA16f2FIxd0E0HzsAzfHfDHbgCIxNcvLVk2d9yLi2dOGlYBOTazm4JD6Q63welVvP+H7/BxqsXsre9UrNmzkfq1QX6KZ4fvuLzTFPwhohg2CT6ift4JUU7sz0Vq7BxIEzay4UEOpslHIjXkQPkTjpaN564kT0eEkLPg2TN12OxpwywdUU83rk9kOvmmMVNre15VYoPcHI7Gtv4jqnwc1bReTon69pe0K3nU8DllRk7R4JFXEdTseo+3Euyy9SpCknti7o362T3o7fWybXz2xIPYBHONKH6+Ke3yZBtyDpjmjm1U7xJOFjVMBnJJnD9/wF4gkRlC3j5/lS+QR+1KQsGDIhtSBp5vbL0k8XAdnHtM21m4NnP46Q+3Vpa2z8swbrHctOfsU3I3KucdGiZTWK4wx3BBeGFKVnGr5vH1ziv/weygPxLHG35OSSSB5vh3+qOHD/G5/bchDL/38CGz4+FDHl9hftZYPQ2tltO2eo9v7x++i9SKI6OGUA9QCLMDfiH1hNHqF8Gm7bCd3yJ7qOL5oIjnO630LDtuwoml2c+xs/aNbaJICbgx2uc7u/QMe7l0/HPgU72lLhbkP6CTXFjpe7bTVAOfj06O81DhnNd+4dmbz87FJmzlP6AL15uync+E+k9P2FMbfQX8O/wLPXgGMWiqF5D/HGz4qdFFQNr6ufWuVG7P2/aUrG28JsGcpyYivCmYw3/KaEfg3nDIP+jztPyDvGQ+Ne+g5RfBgv5jIj0yV/kMIalB3KN7lv3PpU/Z7xxG+vtsG5w87K/s+Si4f9zJlnPwlN3r2omkz8+4t3oJUWggLpY0ezbYvB0obBr2+8+2hSWuSx5mdlAzBLvOzyKoGfjBvoXCjIHYfcd1S8dB7DPb1KTeQ00AOfyL+n/gu/Ur/AAFsk58/+UytSwwg3V6/J3Em++LVYMfoOvsHOSMkFwtk+rMOrPKrJKqpLrAjLlRb74ZtXMn/zoXP2BHzY96Ywf/ZccbUfPFdmEPOwc15+mmM3MytYzTmWHPtagF+K906L4gitlzOaq8upD9vjwKAe6OHyC1UF6ulnEqqc6sknLqdPzXgqhr16IWQHf8gN1UHnX5SlQ5334t7GTGUFN5vGkjp2CYcbDziy/IWP20ewjBzmZIuCczcopmiNwClAI7pe8Lv/MzpBTpNFsdyvqg1sKUWTlhbsu3yLtqcmZ5zQvMcjziwAG88uBBvu21dDGcYk8RWeGMhiQwq5xBqoe38N3Q8X3NvTpS8+ni05OXvOA/3ruop4BPCZ0N29gDfB05R1wnXRKY1YvBI6Skrzk7g5rPHhCrFGbz5fEh2AYeTykPHo7lV9O5cIKtInyQqZUqaTiVCLBnPvOyuaBUzVbhu9vCS9STlow+I4x/s+hiegHpg6pBLxw/b6zrEVzCd0NLchv2Dt89PWWxvaMUGkbn0i+yh23t1mHu+JnKAQ+hLZiHgxxIUHVm8uIX/Uu8i3qCh/2j0C4+RL8Inv9Zuw6NNWx3Np1LL2APo+ZI4Ug5ro6GG0UaUj83QkwHsgLqgLcyanYHkQsZZyRrkwpOBm/hChgFUhiBV+OtzIZ7UI6n3aspInJhqyO317HXI3X34+XwAn+BBIbhtfyFt0LXH6jlP0Af/MYPlhd+wG8jQO1gF7WCrkFOCCE3iTpAy4/y1Irdk6fs3j1lMt3tr917/tiNaHQaIWkMeNj8YsfVWIkveNYmgAd/gQe+a7uQTc8rmS8QK9gPThGYAReYRbxepyNRrwOF+2DkrQDuDhcymEXp1V7sJgRWJX6A7rNzeM2Sq2X8H3f/ZMZJuEhfrVEwP8JuhzIt6srwZBDK4bGw1FY2Hd9C9cvTAuFIrfuwFI+FiyczTjJ+4JeOe/KVEJIisH4ktRIbL0TGJKFOKI8f8036aKWCUM3VTSW4RiaD4BdJ5aB3goYl+AJGvkSARMo63DRLbNWNtvoS2Dpj+itbymdtPN66RbCHZ1DL1q1bBnl6BLVMpQZ/ZNkA7bbOmL5lc/nsDcdcWgRHB7dwEd7gE3s9YJwi/TxCSEXSAJNfVXXovfOHD4D+C6PW319rFN6qr0ukjx/D3KqqQ0c/O3JQuOunMw4rNmn9/XUrxN/PDFaa9ZzGJP5s4OVwCf0WPGareP55gZmT0ktYI0Qbi+m3QPboEf6FPJ+cfos+Qsq0sJXSyx3K/lG/iliRtlbRbzFeYj0ZQrS8rqbwmiZUfFN429VYMzYseFw7ozSqiL7C4+pEqZ2AKsK1wNzAH0ECfQUn4mj4FI7XL2d24tnYGRhcewMS8Edp8BGcw3qcgBCDDiHEuBL8nFBroom0jJO1ABknc/gEHSEy4yvwgEzbh8nUPcjBOyzueC7RlQbfid5cYS5RF8n6ORlRgimLsGLO68wb1jPUbvYT/p5UDfpDm+nBm00SiqyXnEYIbrNVdevhwQ7mgb/gdp2GChd4jLX9F8ZHm360RojWy9RGTqGW6RWCjpw8CRdPnrTpSDq+lS5oCT8O2urRNs3iicBXew0y8KE0XrX4Wvgl2C0qVx0sluguzdGBvNKexA/YMBiJV9XDRyLYELUXBGacvH/fptW4pwNsiegh8O6BWSdVkZInC+fO5b2QFgeuXDlwYNKkifX72crWT8deOts7iV+y9xFQN0pCfcXsIaOJWtjzk0oUMp5A5iQgu37UV+fl4epMjfv5YzJuWFz38VGUFHoWmvzMmhn4C2p9Zxe/kKThg4XxNNo6jbpAjUItURuENEaJVEjgYzKbVGpthLCwZTSYTWaT2WgQn8Suj1YpfcANfu0/XZscGtGzVbNvD7eUSgZOG5qSNtpYOFcf6J2S578rFl+PUx3TykM9g0NijKFeD/3dlXmm2MEzjR5yD6Vrosq1r98nw0NmfF0h4vEZNQo5kVmUsJYm8QGWU6ps+YQERPT+lBsVoO3QXhcIV3EgpQ3p1M/3aOcHO/v16ZG7CbLBkBZuiG6TypR0iTQN9b80ZOCbW4vHin2dTquoUagV8kJIY9BpA6QSN9K8yewmAuBpqKR6BofvjQgOjsjJDQ86/umrd/LD818f8dr5v/vHd0iNPxSfmhqf9+rlyuyyQZX9Phf9Nusy6mdqAC95rFonVQOtV5n1NPXz/ZUV3wD96N70ud/8/uLXX8NY6H/iBN4l4kN9Ro1GCuSNkMZNKqDAaR3ILOUIetRnPXI3HeyTDl9R2uDO/XyPdvr5SG76Sfwdu6B9UGDN1uKxM4ad6BppHOp/afLAL3cYIghOzRFihpHcTLwW2uknl2rV/jK+4/w4pSBjFTPMUvL19AkTZ9yHtN6f6vZha3jCKmoCzoWZeDochpMrFtx8sHQdvhC1G+9+pftwqKj8bje+J6wtFViXs3kSf+SPtLwUAcVK1Watjn+RuZhNyaCXKlVm/oXV6miTmdbqaKWKlkglMjcVmzcdxyjOewaHc+cTbh1d/pXivFxnUJ4P2ZGCrzdz/rgy5mxwm3u6sE5abogMPsCGVn1GNJfPrz4Hk2D02ZcD+3SjWwzYOfLbtEC/2k+Nf1I7WtO1nbyd6Tc9tKW4ZnwfBGig9Q6bx15AITxunL+OYMX5q5QqNhzU/jIXlVIl4xQmsy1VlVQiNZnZvHLM4RMH3tx5ELpCqx1F0fi657ZSvLIo2ACsKSyxZ0Fun/TEKcFyZpMBPsC6659AO8g+/83m/Mq0cbOwC75fGulDdV/bJ9Bg/DN8TYfXk75DtjkY04qt4scUMznPKjhNCr1CreDWrVsHdKllHzzA8poafO2dW0zgI7zt0bVb7/B1W1nvML3YC8jIWxmjXqvjX4yGQH00T12SZUvFKTgl/yKR2haiBfUhUnX2vU9btDowRwYtzhz4wxs/VG/qO9AdeuCbbgAt8G334ebu5op2Yd2njCxflVOxPmPalBHL4VhVQkRV59T3vnvveNDp8R1N+VW5rlUZU7w1spif00JC+/w2lMdtmjVRso4lcebBIBOshUQh44y0GnjjYf9BCFBQyfUCggrJOnzXR9tjUYQK3/1mM0xjWoT7m1aEq/BdoBd9cKbg9uYF2qCfu/tQ+ZvbJCxJW4Op03g8tX3QC74D/JXz26+z1DLaFW9shxW/Nzvcfj2RSQ4hdgNbZdv1BLWM40cE3lCSi5Pz38hnTqaWc7Raxm6YhK+cw9PwgwkTJkwA/6swA+STJk3C429vxUdfS4IueL9wAQ1OQEEB3sJfGOO/wUm4COxg651m69nDKBa1I34aF61UkW1/kz7al1JxxMFSuClVSpXgf/Gk0SnED0aZ2pkKBRkHMiXxx7RAFsZ47dUTa2gSiEn0ORi2ffqrKhv8QTUof/qS/FAaP5L2SNS3z5n7WXzcjTNjOscF+wRkRJV0i3NvnRdYuq8iF38MsZNiB/SJpc2tQ6Pl8FczVURqXA9vn6KLXbq4s1Wfvw+J+Lh328EvZGRkxfuFJ7VJT00du+G0rzLYK6lSGuyTElROtZ+2Jh0DcxB3ojRJ00vitfhVy40EX0VicEtFik9sRoiXl5dvcnavF6PMhCarrXedhrNVKBAlok4IAW/t/GmNUh9tNOgCdfZdEyLECjeVUuULwNF8L3layLhoQi0XlqcabSC/EsNtchq+afaHuE8v8NS8d3os3pk7bUXpocPDZ4Xjv9Xb3vcOvX1jT20PvOnysC5tw4cm4KvUmI9y13Zpi8vGdG2T9+da/0N3r7/qPiHUF7q8U9AN0kNfH5fi0SWx9/pd2anG9q9EzcjxVfhHR6/EbSB5wyCli2UDW6XUThxcjrfEpPQ3raF+Xu/O4sV0q7ZhvP8jRUi6iK0iUifEiXK0+CfT02qZnubk4h8/5tN6UMv1HK1uwb9LF+EH3fHJHDwsB7/fDT/8PHllr14Q0RWS8qAgBxK7Qkh29qq2F3HW8fZpuDJ9RtrJD+PaNiWXDWVTlE8KzUNIwjBaYRwEmVpm0KrJAki0EnjViDYZZXqZm0TNTLjUvivudIm6tGClZeMlONgr/tKKhbQb7gAv5narXcZoKmpHU+csd3OyqNO1P05bKYwHE9ERei9bhdyRlthctVFv1CuIb2OsG8ejVSAOvkYDbxd4N5NadvHiR5mZB/oundO7f26vxWX98CEuond6WMRrHcMiztNm5pfyjh3La8+OmjZ05NuHhhYOxX9MMHaNSxr9qznBopw1i/hVN613yV52GO8Ra/2lEikn5YhhlIruhEyi9tdpdWoz0Sq1WW8ym7hoRh+fjasGx7pTWn/LHaDA4o9jPAxFWz4YW74bf3VkRvAq/0KgZvlPCCk7CoYd7Br8Y3ZJu0EvqwLV2pdHJJaW4k9TTs0/+7K7V7j65Y/n8nNrf4TY42wVP0sPBlBLRRPEyfTAgYqTcexxPBNvW7MSX500CYI4yghLLVd9qBZ4I5W1GqdSWUBTQy3rqaGWE2HYQsaPNggx77JV4oqCRsbyl4wzsjINf/F+NvMuzoQ4fJK/8FXhHeJwJrOYOfbpZIwnvzsZWybjM8enAD3l3SlATYGURwixyA0Pb7ZBcgC5oGiUhLqgPgiBCxegoyVSzmSWu/J6CC5SiiNL80J2R7mr2WRmpMRJVEmkjEoJBkGJee6Ci04ildCUlHwTxyj+Y7MN+J2R7Tq31OCPw5xndYTeKwYUWTq9/A4+teO9sg1nh2RmGePbR8X1x78sTzx5d9Gj6HbDAc2dCh+XzPBUt03m3C1MbUIHVX5Gr2XrduQNrF0R1zYsZmhXpRT0+FxHvCU2rVMiZYLEbr1gL36rFn+5aNGhzOEcmKDruoOjApIScl1W9PBuN6flzk212+/c6ZTcs1cStYSSy/uc6YCH4TMVw4+d+UWX1KYo3V/wlRHOYsaxF1Eg8XLcQK5UCE6bke+aQdcCdFIOVGZaaxR8CSVL6OAHJmYc/nJjq9JBOybm52QtBkmnl8ui8AkIKJkzXwqFQ986WNAL3+rZW2IYw6xYi2Mtn4UHVvXrLH+sW6hSQnNcO7AX3O53BX7yjFyUM2Bg7yX5BWGK/e8gBrkixLZjq5A34lAQwUtNcWpeyox6o9qolxE/R69Q87jqNdpQULAGHafgTFJOoY9m2w0qsFg/xFdnzZo1C64j6+J39PmdATpjQ+7ny6jmtOUxJaX74K5bD9AafArLac3s7NkQE9vxwGxla3+Xa23b7la4ZbuuSUYUKrRGs0clkUiCghHSyBjesWIlUolUoTYG0vZphF7ByFmtTka+qI0c9S3eO74v3b//Wxs3r8BjN/buW3j0hXUr4EYu/jLuclLbvHaL4MCP9HcxuA+unTU4Jjc1UfrOu8GQvv+Lm7vfLYxrWZCnwsPMZ71qFc08NPqqv+2x02QeKkG+CIGOk4JOKhhj3nEyc0ZihBUcTxz6jVh8JgZ8u3SmTbbo4/Lyywn4ZxhyCWKvwwv4buJXcyjt+vUw9pNPaouhK34bul5bf40KsHx9bf01ope+1jssb3dieL30oXj59+cVgti8REpt1Js0nJEz2SdSvDL5MHqFmicSx+prBxVmjQbJkVVjhi376e8Nh7LWFIDBcpl+Hfq17/fF29v/BP3Xy3b22JmxnLtJzYK3pBRVZAqb9CjZQ10w9lYzl2vlPa9JW2dqvYecXd6n+DTQdMtrnWNapSIKFVij2TxJJGqGNDxveN/bRaXUUKxCbdQKHjHPGSUZgXU8d+TUgRe7DinKpD0n4oEr/th25Ogrf6+4u4a4wT1iOh2Nv09/r8gtxTX4fmn/Y7ir+uBBZeUpyIXRZ3d5DsxvvTS/Mm1su7DWtb7hgsuLAqwfS35jL4hPONILOxbqANuMU+UMJGmsSR+tpNWgd1y9MruJGUYl1MUPm6eaO+bkdjGlt/7Qd+fS1z489vqcV0Z+Rjufxm9ceuP1K9e2v/nF6eKXiotfKmbuqePiBk+YNSq5q//s+ecOHvikpHq4pEXNzlcvffn6jhsXK0eXlLwwavx4Qb/drffoV8h8KQwhOW32BAEBqTPYp8UKsvWo1UmALJYJkwVJh7BVdJcrs5cd1hn3n4H8HsYXhuTMyDw9ooe/GTKWG3SmoDb+YU4SGAeQAR3Bd+8HLxdmjdw2S978wszIzg9jQ2YVXfWGz4ZnxCRGxWuiu4YSer2KULM1bBVyIs/g0/KeJHGFeN9QpA0hmcbxmASn4F6FACoF3PEXllP4R+baN7v23Oz7+pwjV8AlKSmlbXx8+w4/UWctRraqNoY+VZ1G76ntQXscvvFg3wuVJT9X5OeXlhYWTrJsv4EQY/3b+hX7O3sNuaJAFIXieLtH8QJNXDbXQH00o1JKDVSgOoDhaeTK2/xAV9pNKgkF4lLwt3lvjTc2v3+678Cpc3jdoCEXYPDJT2Fw0dDVO/DXm7bhb7v3en3pyi3bwe/VP+fm7huwDaiqnrMrewSOHDDgNvXlp/iloiGfvXXg43Mw+vjZfQfPbAfNxleXrX5lG/46q8d2CICuL8Vp8dt0mH/0xkxl868JP69S86QsOWfgRvwcspDEyTgv4AdhWk3L4JKFWv8X5AK9eg3Qm95as5eaR21butTSj9ZbPqEMteeoJZZx/MXrtxkhtpq9iYIQ0mh14WB0QVw046pwo6QavYIzmswknoTsA/KKpOCMevh0fOrgQTAdEn+A2MOHj0OnDMu0gTFdun6/b+f3fbob+lumFH4aldy3di2YYNom/M7pM/h4b9Xd3yPisr6f/rcFW36af7+7IfT3O4KM9rV+zUxlMpAriamXkckdLwTIaED6aCTXyXiRlEHKxH14ScbEm1Me4K9A++NliGxxd8auykmUHC+Z9Ffo7qHQ9s+/IQl/h+92guBJk/FVQUeR9XQzRPz0IBRJdFTw1M1PeurSOk/dCdROoNZxUjVwLahmaMaIDfj1Dt/7vvTqAPxjxpCSgtVrew/XXvGZ87KKO7R/CR5b+/JmerDF8mcX/Eb6Q+gGwRHFg6HZysy24BQwb4BBkRSVNnVRakyYcVZQcbq7zCM4eAKTWu3C/lr72vHjdH/sB+74Hs+TAQjRJYwWOfH+lZEzkjVGuqT2HtTiMLgI3t9tuwVHBL+0v/WMZDH7CXJCrZCJzAklUmMSmPVy3toIPeSpZ1aKPqlOHMb5YV4qDvZa+PW9vIn5s9xfojfTgzfjLw+5DBwVG+6bqMrzadWzV+t9HlFdZk/s0lHhEzG/V86caRuoKxSkcC97DYl7jCVU9R23kSNDY1qvpIJlqnaFnkPDOiTF99Rw4d5R5YPSOpXxeHoQPM8hGoWhDITY58JOwZnIMGsrw9lKSKTw+7NhjGMsr7QM0S8fq/IbPLD5UT9wntutY4HH6ESlqdEOJMc5dIAO39QvseOLfb21uu7jXH5rm9CveJBn70gFYgn9p4v051AwMjTkAS1af4WbVLT7RoPZje84CTm0Rxz++t6ASTlL3QQO7Bu0pHz8xoIpG+cs3Ha2f79+/Vsn5yXERenjecK3839ZNTKGJ3zNlohh2WOHF+SbosqHzS0fMvVkWqeOeGpErCkqwmwmufSCCX483TUohuyy1NFetPXmaJGs9bAEHm//BmhHGw314yT/2EIP2VT9+aHWA/XxMZH+car5Pfs67Qv5dcKagfN2lU99lRlbuASo5flTXp0x682zBw64JEdGxMdFGuJNEspyx21kYgRP9m7tCj2vTOjWPy5y+vDFZTiQ79X43nyvRpWXjZh+vF6vWBRpPS2ZQdbqfVE0ikEd6veJ7wvvBEnrhlpolAlP9Ob3zXxvrr7Xqig6sSTN9FI/+ASfkEWGT9i4adX0V5jiwiUzy5flT3ltuq0v4YQpfF9uuQztkDDRJIdVm/q0XjF68M5SHPrUbiAWhYuyQyMXpEYhyCj0gzVyCgnlA2qTazLYMH9CeuyY84gf5xGvkVLdZrx6iF6Q7k+7FC6ZNbUif8ors2fsOtu3v4DrKKPZJKF2bpw8Ar+2XLULArO1tZ2ihvYcP+ZAXNzUoXPKRpee69SxE56hjzVFDYkn/p/Beo/xJeedHNc3ZC7qAKmGTJwY35nz/8Qj+oCbdtv9O6954x8HQenj+eWU6+NVG2FGxBnIhfjXo6HHhgqy1o82SPfSI5ELQqB3BilZ11OHg86YBPBTl/iELpL4xyeK8zJnVg3qc4weWZpfMHjk6eWrI9to1vH11+MedDEbz9eX8yrmCyqFVidTy5xBun7FWk14xOrlp0cOzs+fQG+ac6z3oKqZXfOGViexxzonxjeEz9d1BqnaxDvO4aCTyO01Hp+QxHdJiKdHrliraRNJmizIL60PX2X0BZVMLyMOlFQdDusn5OcTZCPCNWtd+L6wx6qThuZ1nVk1qPcxYZ00E22U7qVHk1UKG3A7Acx6iZQjYa7SvXkHyrNSy6rvlqVmlR/IE76xHuQb5d0mdOWqXYsW7Vq1MrRN2IrV/MfVK0j7a3E2PZQ9SNq3EceOoM6oVAm2CX5oE7Zi1ZuLF7+5akUY3xr5uJI9mHewPCt1WvWdaR26lR/MyztY3q3DNNZzWmpW+UEyVq+1rBLb9/sHCJyCawIK/oo6Z9E/FdajjYWCbxBmvUN/TvxrLT/jSQJ+dJC5UAxRBddAFVmBlYCWnBNzE2bnUxYYTkxakTtrO/5y68Lde2BINXQ09UsdClN8Wi94MKVX7ITCJcygXkuXFq3An+MarLx2aOcmCNjJnipI74aDYMynxZn547bx8D0RYs6wIxCFWH40dqKZMzVZ1HjIwi/iDHZE9V3649pYBOgV3J39nZwlRXKy7iRTv8L2eL82/EP2wqNpkouPwwT+T8bd2eFCbBNvo5xIqJUTLGIu1QZS+ZYJjEuNCzXSso298Frt49ozrxym3WgGAcqmspjedB8hZoiTZTNAZYEUP+bbrKASYRfd23avAjyoRGHTE1Av6z6mSNqVxwv0TiDVaYDx7IRPYZeTAdAGVku7PhpMW/q1XVt7mvgT66CE9WMikIJkXkVA9o5ceMOjI365C2+MVLYlW5704uqHsKfzRqeX8mdXVs7Oe6lzwob0wUuWDE7fsL5XgDGpS4++KfqhuKaob3j7dhE6PxPdedKIw/jI4eGTe+VsBJcNOWdm+rQp7ZNXnDFtSad2HbooAnl6wXCEJCMYK4llIHs7MLyI2VhtZaw1g4sQoGUIsZHsByRyTy0zmJNosh6tVMjUMoNOqwunApwpqUQBAz6Vtkxff3PapOuvZbRkzrFOnvKB67ZsHqST0FQfnFa2ffOgvFf2LzD/ZXmDyrsQV5yqL26fMW5xnv4DcS8skIqUpqNQhLzARLYlbevcZH/CVeFGk0mEaK+FFW3qtMwp2Cu/TXRno04drApQOWlcmvUwZRna6XVBcW4ypZOG3k/J1w9OSWkfFBEb6OajDhmKh1jbW/7G14rbdzC2MbX15kIyIZ6XRT+QM2nMUqQgMcUysvLOz99khDO8HtCN/eg3/Y3k4bczPGMq0sK35UTnD30pZ/GcRn6jHgO10KOfW2oX/Ftktnub9pYVQC/w6OuW2pn/waNNewQoynqXiWY/IDvzZk7GyfU0J+OkvIOqlnMy2N4Bp1Meqy6sAgVemAqHLd+tPr8K/0hNeBcoWIrHYvwutuBxsARoIm/ZaA3Tm3WxxcDw8gvilc1AjVW4mFZAYwtOJa8d+FeeHgkIMcHsTmF/2gmMIHOiZJyMCa6V0w8s7amj/DtkwTu/wdv4W/wH/sGyRtCZBnXlMieQgYIHmkC9Z2lHPyA1e4AnKMAFPHDmw9rHQk2+7kaEmBhmJmJ4D13P19VwMifYCOfg09oD1GM8C8+mJlNSy2PL3O6UFN7E2USGsmEi05uJJrJMwnygD8YMWAAmUlXYishWnsVCfyY5jZTCXrjdhdEJu+JSiYJ6e8XbL7ZP12t8vVwjVDLn5ozUYpHKr3+dEhZkaN28Y8tmcm440R3WYqH2i22RtW9ROElcDHGnqQChrUA/b9dwoS3J6UcPhLZcmme0lCr8SVvWHygl+yF1QjhnbuTYD6uD2KuUspKHc9pSQU2UZpB7Mr0MTldaKpze+asz359plgr2GHWC9FnBG0b2mGVEJXWisqaMjebbtVTQYeJ9EjVElVlG0u0rKWVl9ad8fUrJHpNmkPsy3gBQ0yqp1ZSSja4pqxTwosPE+3x9PR1We5RaxddnZtngSzOI/SP1ORlpwTKCx7GmrLKmTOgfj4etHGlIxmNCraq0VDCzKplZfHeEcoQOUgGeQsSYvcr3SlkpNGejl9ie0ByhGY/ZaoJbHVxSrkVdOVubpKzQLF+cb5qy/gA57If0LCEuEsQIFIEbhCMXKy2XKhEFH1gq6B8JT2w9l+lldAJ/V2AOYZBIH3oWL8lg3zqnptEdLCMEIrG/Vp6rrOV9J75NwktbWRKHAh8wFA6uPGepYKMra8qY8TWLkQCf4MkKJz6I5SZBZNSYSgZq98DUSmoOaR3Pro1nxlfaeCDiwonzXpESRCYgp/JcZbWLnV/3RVzktnAzeB9wMAM8MsysyupPCZUpoawdF8JdQdbo+No9DFgu4RBqTqWlgk2prHahT1TyPSCyCzlEdpzssqMQ5Y8nDuSwv9bGV56rJLr2gSinBHeZnvxx7LEaXHmuEq4I8iownYIPeB4SmW1hoyTvBsj01Bi6R42VCoXLlimV0ozq9ysJCGa8KFOQQ2TUkT6ivBNpIfShT9jkj75fV1bAiL5fY4XLledsIsXMIjFGfLv37fjoeQKR/hrp+MoaK90Dz660TJFmVLtUwlT6RM3iSge9auFIG7tu2fSL0Kc2XpQHQQ/rathkEq7gYFEuiZgLtoO216FJLBipJSc1RZp9QGhrmUzNxcGCULMpzPja+Mrq95nxgsza9VrUL51AC0GqVgMhm41uf3W2yYodT7mddIJsEeLZDYKIp72OA55EyjxsUlaJZ1umwGVRzATtq1lcSZ+odhGEjRLsANFrEVObdRF0u/aIzcYQBec7V2eLbJgqHLSAvSooJTOr0q6VIq4iHAFXEZJMLcS4CtBqMEEVpvKUFSDWLBZJarNBdhqJVstmh4jVEk0RfaI2njdHDvawhaM8CjaREJXXEVEma8p4PB10pLWtDtghUaN5glbSPS2TK+GKHRyPpQjSwbbKHfXFLqp2yyLaWWJrRVGwyW39NhykoR6txQ7YCW7rRqVN5RFjb0eIuxR2OfkeET0TOCDYR/pHov2Wi5V2kaHCKqk59KxKvm9E/wg/eCxFu0mNIm3Tgl8hjs2jmOt2GRlV/56lgvnSoW80QrSMk6n4G+K4zd+jLjnco36qG9Mv2/WSt14y6rL9pi8agpuJbQqxkrZzxWrx9JmeZDtNRu3Js2K6oZ6oD+qH8tEgNBSNQGPQODQBIbleodaIF+vwWfoMv6v+i/JDysrgt7Iy+L2szOLGv0+dyn9/XFaGW5WVYeeyMuZr/n3qVP7747rSjxv9tYk2Htf9Ks0o4/9NdXgtm8r/K3uG3xFCCdb7/wK9p6DpaBaahxahZagCrUUvo83oVfQ6ehNVorfRQXQYvY+Oo4/RWXQeXUBX0HX0DfoW3UU/ol8EXpkbudh/4Xcbf5oqr2mkPP+7rpFL2kQ7qucsP3Tq1MdTpz4mbKwmn6u3kS/id/KhZvMTpWo2NSgSQHjaSFu8YNiL1XqVlTGFwj0BDPlc9gTIsmcoI4qboxA9+VkQtKkO4vbfl+fHnnCr1bKYvSzNQIkk82JH1BV1R9koFw1AA9FgNAyNQi+iEjQJlaGZaA5agJagFWg1Wo82olfQNvQG2o3eQu+gd9FR9CE6gU6jc+hzdAldQzfQLfQ9+gE9QA/JnphC73jxZtaobnAJ+QwaXmqFppHfVWqFXtfgkjZSjlUr9OaGvyn0Rk6hN0qNdW3LjWqFusHVWHvPWo69bCN/dbAD9aeWCf+nTq0JqPtWXyAe22/Uriuzl6kJmAqlZdXEQk0tc2jI8VvD39gv8MKpeGGZ8DoVSsqgtMz+WvfvcVnjX+qE6HEThfHCRoXO8WcHmUOAViLEtKP3knUxTsatpPfWZvEXP4evuyes2HFyGScjJbrQ7qRgUe092p3M2/vDamoKvd8+3k2x3KL3W25RfohyuCfMHGUsJ+P4EnABT4J5QrkueJJwDi5RaqXeJ+fgOBkntT4C6n08jcwfIhGSHGEXIQohzgkgkjpJnWQXVZfw9/yttyRn2QX8PScK/Nk3q7PZBZYwSxhfz3pLcoQdKdyTHLHEWeLYkdUl7KL69UAGkrN8teoc6iLf/wiE6I/ZpeSchXByQ+VEURrYivPG8IjH4l3QC4aySy1mSzx1gjo90LLOsp4aytfdhxYwaroatUKeCEG0L5D8GchoSAKVsArrbzIawoEaPuZiKcYHDmJcenHMgD2FlyH8UuEeunrsxbEHMQbq4LgLY7vk7c1be/ny2ry9eQi5oCGoL9OPyUQsaoUUyIvsqUUhE0pCaagr6olyUT4aikYhhNzUAQa9zk0dYDToo+Xiu5L8Cm4BRkO0VPwNxHfE/2r7Uv9mtMShnoa82lrUkW/0xUiDoSjSYIj8Wx+ljwqMNBjw0KKi3fqoKD3Vg3+1eBZRd/kCq/gXy55IQxFfCh4VFeH+RUV/82VWFRXRp4qKIqOi9PiKXh+1u6gI1ur1Ub35+lOiovTwS1GE0ZIRFaVfHRlpoPyFMliq10fd4ytdM0QawqOi9MJach0fGnCBGjG6jvD1yc3zbwZCTC/6IqKRs5CLCNniVYyGGfRFPHxH6YSevUrpi7Vh1P7SXj0nTOjZCyEahSDE7Gb4uYMM+YlZjAi/kT4a8QyXEiyEdaYkCGFmWd5/4UIpUAcPAFV6YUy/ysJLa9ddKiQOMo/WuAM8WgfGXRzbJa+yYO2lS2sLKvOENbauMJdaQB9DLUicQ7R988ukCpC4KaNNBi2MmLD99dIJr2+fmDN5yp4pU+hjr08o3bGjdMLrXfive6YghFhYZ10gqWBmIyeSBSiU7JG7IHKk3B/RBkSSv/gjqFsdU7IOn8Gs9BeDeCQVeJHlV7wQSikXKOmPP8QJ+ENIho8g2RIfEcBFRnIBEfCD7ZNldVI3iM5Mjq4YWLiSkuBHeBGUQDNwghK8CP99G5Lxh7dvkRYGCzVsNSPwksDlywPzi4oQA4esCyRvE/wViCPRn3bsWYN95d2kcfgMwrE3ncRfJ3nbEefabxpDM3pl4cCK6ORM/Gm3hmjOcUCKf8ef5RcV5QcuXy7wyMXqL02XZKMI4amcMl9QgQqUKjFQH6TgDFKZWhYOOtBBOPCT7yQwgxmSwIz4Lrggf3pulyGbcyDAgG939NVSkIXfkk8Fn1j8feHKEV1eWJ+Fv9SDT7sOLfBeyHJql4q/i4TAwRv7U4H4As7BFyEMdkiycaU0OR28jfh2fqeCAalHN+Eb0eCZEdsSV0L31kmJ+L4efHu9Njx1+OZe4BeL76QlNqv9FnZAGL6Ic/AF0p8/cAbbkv0WeZCMvOIcj5+aBYSDcIqGKBldT+ZpbziLjfHYAJ8M/XPFokcL5j9eiG89KL01DeTHjoN82i04h0fH445wMB5WzqpZPL964aLH8z/Hn9MXJ92efBw/APnxybcnIQqNwdXsPEkvEmOMQCWX0iCkdiEJeQxIH61yAp28Hnjmg8BXY5fil1atW/iYBw3665k5UGy56+7vgIKkl4tlSGsq1YI64xXzHy9a9Hj+NYj2omn8t9FyoB4aCFAcQoyEOY8CyB4pI+qezpfyA84cbdKJMW3mJDAnAcV5jgRFpxn9M6dHQedtC6S1d5sdOsu0mdOr70yuzZnIju2Z8yN31sxNLZgxcEDF7kFOGs2VS/n55f06xvfYbupZjgCZrFa2GXNeeM6fWYg40tUFzqn4zpvI5j2JDrHho9X5gkqpYjrV7m22zdR9KCRW9hu/dVVewtAQj00/vZLaS+YVUFTxyovJc6LUBia3f9IrAeoA/akxLr5Tx24tHb9Zn5YePHbTplG5hUFss43jJ76aqNfkbH43MdgPAUq23mNmMp8hb4TYcNCR0CiDECNkR0IqkUqoQr9x2yZ5hwevGjW6e6KWS+g5auSanGmvdY53Lz3/5ZbQtJKEMWsy48a9GJ+1emjf45vOzxlGbHey9R59mTmPZAgRjeEbI+cfdCaziXLKLV/Tv9OO+T28IrpP9Nw4eHMpc37t7lNDM28eWG5InbhZ/eG4S5tIOxrrdfo625PEgxLsfMEH1CQDUCgIyZxEKsId7S5zt4Q2hkGxMR1zvdtu6D9q+ropmQVsT2e32JD1Q4aGdsj38K89Omle9ylFw5aFC2NMtnUGG83+QtrXOLanVMnYeu1TSto7eW3+qPKXJgclplp22wEwfz+q2TV1Wo+yQUUrnH2oi+/WHpk0L2vKIBEGhSKt4fQX4rkWRCwGK1PLpEYzufQyjUwvMyukMjMrY2X0F6d645d6nzp16lRvGMK/49v4JdiSi98F/y14D4Tm7siFn/mXdHxzC/THZ3N35GLX3Bnw8xbsyvdJhhCzjd0jxK/XBRXbVoYUHLOt5tHixYsXQxDk4tf5i7oJJ6uqqqAKp1VVVZ0XaOOFEKVmq8jaUL3wZBk/ldBT6gn47sSJEyeCx4QJE+AEjocThw8fho9wwuHDfH0JQsxxOx4SqdoQz3uQ+mizXqIO0Mk45ngtlUjNeMsZgpw6tJhB7VG6UpepA0wfTGVbsvvUUHgNyW1ltTKP2CrkRuwGiYsi50vsodJKVpAH0jth64d5tDuzy5BzH+Kr69bBdWjVc3m3jvh83y6mzctAih9vLY8cGs7Rf9dMNLkoLFfo5VXwglI7+cUtXYc7N59YNdpJ3j6S8G41zmKPkNi6KJL1WDzc4uZ4wvEpB13YI/ZTLM0UfTzaRL3Q81ZqSJPHWYTTKqfGeWU4/eq7rM99dn2Tx1YQgzriUUw4ew61QXqUgNrz+JFk3FJaLRdOGpmSKXWAxBZ1JtfTZGvbB2QKNyVvhKQmlVEipZPAbNKQY6QqJhzfb9m6GTXt5WGbR+Ym5r+WsVbdzqVbT09rxKRhhwPcR28eF+I5Uq3wxhc8Q4K9Qrr1Shnj2gJ/5dbS7Odr9JJMdsGzYK5bXO7897qpfaW/xnUOfyM9CWAZHtC8laFf2+XO+JDrhIXUCO926nUtv4txdsWfs5nxmqxmzbSJ0Vqy/noOj6JvsZ8IT5B1AjulxW4ROdTI9HJQK/T0LcsHznG6Tu6FUxP0726+6d7CaeZM8Lx1En8+kWU/qTFEeH0Z4oJL4IY2xbgCzt+88BpeANstk/8SZHwN/oDdylYJGSNJXIPtT89u/Wun5Qi+KiR7nYg/gLbkAW8k12tNglB/Jb7HfEx0W6hf/8icTAj2k+mZj799jWllDkp6Se+J74LH/KNn+3YYje+BOxU13Ssv0HN+2hzLT2yV5fvNMwp+weOREAv0ATmHIuIGUjEBrRPo2eN/LcCjfiXI9YallquwfQtBcO+fOJWtspRQiywnLBMEHBfge8ygxtthBn2bhf+cRY50d4S+eDVQ83is4MYCvIutqv0LSvFUnCK0o8QfMEdJTlzBHpAlfOCYo3/VdqMpSzYTVXuDbsejAS3og4/u1KqFegGYHwu0InzOCBI1qWnSc/Tlby0RlF+hH15Aj7ZcL/GGt3nw16liyQ8fW1ZIiQ7qEGL6khgtP5JRh5bqzHUxrQo3qRyIryic2uiLUyxXi02DfWQdus6f2j7++EjwxVt1vkktPPMYbc2XFNtmQZvuEREj0rulJhXu7YgvUQ8v+hkSlP5dtKJMIMRQJAZZ3MeWcQxlkwSbCCBA8xGi9YzWsRytx6MJMVfCe7gdo8VTeF/fepcdySShAOEMilTCBYgnAU16qaB2SpWMnLQgwSes/RimiR0593W88c1RCwcuWjrxbnInra858QVnj+7pL666E2fC3wSEdoltSd2k2lx87Zw69IUt3+D15Y9Uuel9pw8apYHLy9qWGMNXzp2a2ydzUIHLBNytiKdnCoqmhtF/CHN6jXgCiRpmuUoF8Vf1KfA4dYp/QZS1J30A7RFzAyC5Wqan1Ub9npKSUxUV9AGKwVXzhHP8R+gamGor5wQ6kKqNepiKK3rCqDvz5rHFuKIHjKqoQIjCmMkHqq5No17OGbn28+a9b6mlGFZXgbeVkJwFtnLi3rdRD5SlFpaVMPkld/j7rzH5YCCx9gjEJSQZB4ZfSg6WUMvZ1Dt37kA/Ug4hMEA/Id5YJi4rgcHyQsnBkl+g3507d4RYYz+EmEz2AnkuuS9Ccr3gFJOgaYkP6EkkutoWvuG3IXZ9ycRx2vZJicYvvsB3N9AKITcCo82aO7tn4Ecusd0736g9SHeEUcDg2ppOvPSROBcHOE+D0iiEJ1qvPchWVacJZwS/gR2MhsRbkrUauehLEt8OduBvlvuaotRKjUcko7HspbIshWFBgZFynac6iqfTx8xtiJFISJyKQ0LKSscUlBJJ3XNP5oEffYXAE3c9iQp4gJFT0FfwN/g3/A2dJULaS2XVVhcXE/2KtloZF0YjPEeAPBs4Ccxyjm4OsARv++sV8F4yrDvdElSylo9/o/W157SLF8FfOBFX4e/4+jEIscsYLVKR83kSqaQ1cGZXM3BgMpuSgZNSLLsML7N8lxhhcHLBv7r51+DPYTTlnRhldHIBFzd/K6Liw/KLSy7cguJVkGE5HlYwrOTCLfzSWoIfQmwBoyF6rRZ3/gq24bu1y9lwHh1a/xuxSzMRYtczUUIeD/H0tL9UR46py8hu1Hp8r3LJDXztTbdXYTxknPm51plYhz8O9M3wuOVTuhD/ZPmW0iFAna2/MqcZI/GXXTh/nVmp95e5cCRs2Z85bXHFNYt0aw/D1zjgrVd0716hfqZcLV/7f6WGjtBJfZ3j8U6xWpnDwrlF3sq0BokPcEZDMpgSBfvEHJY6R7TJwPeGe+lrN4M7XUi7zTQWdUgpHrD3vYUrNGnD51Dz8AjxvCm7kolCzcR8IGKnCEoydmX1n19DMox46wt8D3f9pB/jwg2eiH/A70A8eLWwvCPYUd5uX2eiUCuHs+U8dWTMdXxvVil+/Z7iM3ClPqea7+nUQX6Dwy2Fem2sjyTNmCjh+fF8PU4mnNkzC0dPZQFSXSDBR9IM3/1pPH7LnLRzxvjQxMgUt1Zpy5RAwWR449j3VPPv2/tbHuxPzdQccAvy6gS1smtc4Xh8m/f70SdMbzqLWECbje9dY4UZgGDmJyCFMjyLp0Ou9Vu2mM1AAeSJQ2TlwQs4mpIwan8kozk57/hFJ0EycLQzDcL5HimZM8B2t22D39yn9AE3tXIC/uEavosPtgQlBVK6Q7G/tDm4OEu8st+i9gaHKjUe6igTTOgx5jx4wRw8HOO/9sNIGAND8d2Y4eHy9i8sPoqrh744rjv9kdHfXaOEKHVwmDC/eH4cnannQxHvCgoDpcY9MDLyOXHURAq2tQ7HKJT0DFgGRjsuDZj+I8KCIVKjctN6KjUeStjyXEReo9K4KzUecp2nu4ZOrUfwf6Uvz8sAx65YNj0fMxrvi0aY3+Tij5jljEZ43ocTcECMaRKYaQ6ILXUGYs+zoC0+gJekufL21G187t/QEfSZMmdgWirGWq7CSjiOE6mWqX9cuPX9KTMU4MzYs3tm3nq/9kPe6PNwuotwfJqGQ057/QMsXLwcVi5tClrmjuLiHYJOWEV4AU3CE2RKYMo/AB2jjlJqI7XKyCYA458jA901KhXPFST4WIgZzUQhGW/FyEkzTmYQc8T4MzKN48hM7/mg5iaVvubgyLmKDRtADa6WA7aB+rfffgP3PcsVN7hfcE2kw3CNKN6foYcwUUiJAhGS876jD8g5nTAcaoTDLypR9gRIOzMnnn5/NL6XNjymPb6bOAPc+42Pc+/ES5U2UqOKZPxcP7hei4f85Tq0bA4o3M8VDZNsddN6umuVSq07AYsofnxkDGR8dKsbIetpKGPYhu9ajjCUZUJwKKkZKQ6cuKPR312rEAWQRuUIMaOYaOSMXJG/YO9tmXQYpUIj42Saej1gRuF7Hx5b8abbq18/hGYvWuLwXfjOjj/8cXy1xy2fRZ8fam65Ruk0jqiT5wlQzsRfcRW8FdqumGRBn3LGN18ibbn7GZVaRlNzndHgF4VGQoPdNSpke04J3YXRIDmPMZDwaCUZaYlPb6OFnbtdFm1v5oFrXCTT8XXqc0szG2vp/tMXaNu+u3rLvAW7kkP29/0NZ9Tnb5n1LrOCSUQ+JCeFTng+jM2OyMSc5olACFaPSNSUXsVHx6xK6fnnkbdrBoLHohGjp3eI6hpupxP18+qqKR+/e+jhvj1/nYNzlj/eWrugrHjHwJ+f4DWCSw1ppqyzZSLN/IyCiVFpBG8PfxMa7K5V8hZHqxTaCcLFdCXxBTyFJ980pQuV+O47b+ZtcFt2BPzAx3LIRi1cTG89OEdO9EBWn06drb/SGxkTUvF6kAx1J79sJJMw6oB6vnBnXVHOur27X+43UDdsxfuWDSsx/mjpUhsol6/U+9au26e+zk29f/SdH2ZTY+vDS0GIXsZWISXJUiNzk7QGZyACYLL7WnS9Ti3zDGkT4ovvhSZ76S1nwT24zg/Hv6xZnJCS1DVu73s9xvbRpA8jLhge6QgSUciMELOEiUYqpEEITPpoVxJ9JxxRaAGc2WSm9VBPCmD8pltHvrZ8C0xan/4To9viK1FhgfswlNnFgG73C76E9+GM3y59/vrH+Gf80t1zBZQMt6mvN52tVkrwc32EE5t1OqpUsPUlb73lQ9CNHhjnrsicdOYoTrDD+g2WTMyWXHP96Ep0fSGjUZb1LrOOSUQtBIrKDUjcifBHmroThKwjRbMg/M9tfyzGn2FP/ClwS39avKRk5iygbHSlmlvAtOSvV3/CRyCitmLfvtWr9r4X04CmRXgo056JQh4oGCEgCS5UZGtMxsulUiETOiq3b404gzqcgpH5rVzatOs2f92HR4CFZtn43orK5CWqQJUi0N1V66HSKOjM91dQe/y2n4cizbKvr9ZOpbe8txKPU2kUrloPRaAHKAMJfOuvzCAmRtj3kpMHNbggTnBzRQnmTQtBKhyMAgGIfZ1+9CNQQWe8Dt84eMS8bkHlFztfionzD9K7G9sOWJhM+fsZjHGGCIbR4+s/4If4cvujce/se7WqxZQeXJDTfkXPFct2asO0oaHa0CCBFs0RovczWiRH/FSiNTjTUrmCBE8C78bUlyx6f3Mp7Rmbk3it9gBcs9yHCGge5dfMyXKlbiTRvDagTf9+mRzeVfYbrcdFzh037sBRDewLjcpxMRPGaJGbsCskN3JP6pMwlXVEoJze6RnSJlKF7xKNGgPuK+uEWv+boFPpXaPsOlVjpN+vTWHCn7BvQQjV2SWH0acRu3TvjUN5LyuWHwEf8LUcrJO0nSvlN7ifcbVrnXiJPjmjJT7i83uI/4mD+7yuoND/NtZHzA0mCnmjEIQEwROmV9F2BRB2QXT1RSAnMTJBK8y1lD+C6yJ8d64leEbpjPHUOTsnLrjF9yBzrh5fnrIcp5qfmWZ5MK+ks4ZS1rcv8xCCHWwa2XdHTzKbLFw4CBY/KgNXj5Oiv8V2RjJ+9vukv0V82CfdrHJYWc/BoraTJQrbmMJ2IdGGTY8pRk7R6FASCysbDiLM78XFNp1nOyOOt+NN6bxoiMLByOPduLKXuLhFpPfKXJAHACsbUfSV1B7fmKV74ArfI2Ft4Bh7mGQgUJNURqIXLHXwjcHwO7hPqXN7BzXwiWk9NR8Pt/m8KQ6eMIm9fh80cFPqjxQoGEXycMjmiEGn1ZnJroObShkPQpoJkoRAqjUa4vmxTGpQB0j10XBzcYkhzqtVxMg4lZe3MnLxzEhDxut+FEBkF/fS8T36+puze/QFTcHwGvAZaPKMqs7K7LfkxOfdU5h5xrDINmyrlpIoQ7vNg7SFxLbE4q1sNH2f0Jq38FyAuM1pFpJOK9yUKl/Qc1oRQwVIdWa5Sqpjo2vfndQtvMfwZi1lIcaYUL+O8eoXk6gL3q6KiL6dVW5YU3RkyJyqoiOgaSbz3jU8OCUsJadzULf+bWL7OTs17+Kvjb83IjdzHY7/rOgT/HfBZ0WEPu/irVQY/asYx0rWjAloX1DQImQqzLKUcm7h09qc1dl82g4FXDpEeLb9ObvqIO7u0OT/pk0Ui8eLdCN5AZ+JblKdWWWWS3Xmf6Td9uJVvQ6MXpq1ZkhV0T/Rz3is09Yhn2RtwoM/KfhM7O94sb9yIcq8Xn/tWNTrs0s9iA797tyg+f99+ygW97DTNup5aEurzCr+4z/Sd6yITe7SrCr+4zPT+I2sTUP4zyIdelADRDp4NU4HG0b1aNHrCeiN0cMB1P8tLBQLGjZaEvDv2wTLh89mE+iZ9W0CaKgwyZZn1t+Hjegvo2hgE/79NkW6dfgfyq3p+eSW3ti43IKGGiA59q/KEhPVhNz+38ES6f824lAa6vZM9OeMJATBEEGZzCphj1EilUh1/EAsBBoppMKavD76H5lTYbnZtqVB6ePq6d3aT0lFtAhkm7POMg9WlxWkmNEuUBGUUFa28R9YBnfKdS7ug3sUy9LSnCQSmYp11vk5B0rGhUgUHj565dRo7xbSPEcZfhu1QJEotj5tZc/Ts3qEf8ZO1HEDap8N4//X8GVQODASF0k1CiCnaMzEW5PyPq2On1+KaOpNgXpeyISNdpnOlvmNtyI2/Za4zK38ei7u5XIpPycsq11G97431kPAnGC/PnkvDo8M3aAO18h9ejcvOjIEpo4WBB40zVi3zmkVY3e+5/tmt6Ftop1auUVFLFu6ftVc/OP0wiQflZ+J/pS3P29/IigBSQ1orQIN9YKkDLkhf5LrKkygM+9g2kL2TPpoV4XOIUMdjyor1Zlbg85MvWDpROWwzTz8RyZmjc7o1n1Y1TWvYHffSI2PKiI7ttwEhthyUy/+gwZc+mhiQ5LaDc8q3boPr/zkXoTGFKjy86LeLggsyC4ILJhaEFiAGILTOmkAao3ckTcKFE7HRvuBGE7ngIwj0ah1loD94cE1qycsyx28dn5gTpib78wB9WkELowXN6r45cf41b8n9i7wdA3tTv/SgCgiH6WuhI96FP98fJQ3sFLPxsuYJw31P7Pz5hNmTSLy80cHfkY+A0flAjeT4Vm4Osu0PKa9aXlMjfj+FMb2GxY2bN6wsGEPxHeSW60ef/1R0FP425CYjfI4vhHT/ySbf2h8DIjERcwMJgZFIgPJVykSyExCSBgu2qxipf5IZnA1qwMkUlcuWqlS6qUBrYEMD/HAioM/M3HD3hnN6FbfLV4OfaB9/luueHYBvo6Pv79aOWDS5DaQrPms+7qVCfEhg2k2b/pGy/d2B2HIkuQ4t87G8rlvnrrq6v8HBcEg/xwGZ6mTYbxK0uI3qUIe2SrdNLvBvOcVJpKhHJ77LuTLl0hJmhES1Kmy+VlMZM1C6uNJQ/v18QwNNs/r3W5yl4TRnbt1w2YHL6XMHMU6TZvYNj1mQq9oGU5rOCf6v4RHOfDlP+GKzSY8L1fwKlGWnpkr2KaEiLK+a+0r0uhpFBIQa4pCv9oReIJCbW2Q0P8pLLoeLxL+Mx2xT/KemyOmnGkZLw2Y1GF6703Zz8yVQ9uSF/bZ3WEe3rq7x15RfsfZ6cX9E8UIok1R7VyDmWkTlKs3//3/F2y2gX1LQG3/M22qNzo8Nw8nPzFiPKt2LXtyAOHp2d1OT80/0dM2dDRJ0w8aGT6aomvDOfb/F/Cg0DBrP+o95jJSkoh7TnBTksE2dSHL4rbJE/Uejm+nDnVy0jYz6yBHFRvRK6PcFK20mwLvgK5hQwyU2r8ip6MRYgauX/IDbm23cWgIaKj3JGf/G1g9ngaLttpg0WgYBFLvSb1ITF9Ak9DA0QdsHKIV1XcD7XAHdkjmIKbrskkHmeyGvjGNuhH4HFKieNSh6d4+11SkcQS7PeOspBHEqfBnnADSyMk6kq6QlJNITBL1L6bk5mdUtoeeaXVycUnDLrili/OKO+UMzjkc0nd029SFE7b7BxpiOnTaVo+mzomnO/WIDp2ZlBCSOXxVVlBKpyhwTjswnr71JF15PEolbyNPlIwyno7H89C2KUQDno24TfXgWWfYgIIhUOrEnkSpCIGQK8ug1Um19gdHmZJBQWKThY6Qv3iQic89cZNKgsE2xRDyEtLKkebe4aYOwequ8hhntxTzgM4jPhwxJXMkKLxzU0oGRXVqt3x+5/6du4V0GF2KLfjs1fzs2NQEnWrpKcrINlN5Gb2ylOqOiuSOg4Pj2mhDAoI7/szpfENkrSUqd/80w5j8AAP+NcXYJzzn9Z65ndotGvD21JCunUMK0kkuFN5Pv83uJDvygm2LgAbdCbDHWitV1O3aq9QCncZX/6J/riza2S0lrp2h9xtst8K4XukD243qwFu0CLV3UE5gjjy2E49SEOepbvezp797gMwpNS9z5gwRbiDThz3Je360eObjeSnJpe18LtLxqD03wXjbS3gupVEq6v5vcR0UvIgbSd3/QgLo965sXJ4dkD1ozIL/UhiYT7/p1qlD7EsBce0TOiFKkAvJPaQmsZHPIBm0Q4/+UUr62NF+Bnlh3nREjeAWyPSR0kKG3/9YehxZ8JySRJ2vh/9zE579ul6PEGJQMH7FLmPZKPd/IWe2mdu/I2/2dft/U/Ae76mbITLWKrzVLoN6stb2nHJoX7V/dnlMdZi9Po9cPj7jOLflcX/FLqMZqMu/JKc2Fv7n8oq/dejgfye4DsxiRBvJ/S/lVydOTf4d+S0Q5yn/pvgG2WYwwvrXbSn3n8uurbfPIbtJDot1zyO7HewTL0a0rdy/LLe2zvzncjvcoW//ndgGOaxTAkq0TmN60TvJTMfNmVIHBJIOiuJHQkuEKQDTyzTlwbTf8eOQ8LkJgxJvHdz/V2h6TpqLL/Re+PqQlLdeXTRu+tmQN9Z1HzZnYVHS5LngPD2yz1ziCxMYkkHIF7XnKfp0OM/lDjeJ1E/P5g8/DXU49Ix7OIiCQLoH+xvSID3qKcavkPO0EnVABFnxdRUkRth4kxNRAR15ToNtu4GcRkoCs1DEdpBey2sHX4DuMSvQNy7I5NJBa9bIfSZnBi7y82irTTPStLpNgUrjHjILT3GLNnPuLm5pAcrIiBatW6iuuvnqvD1cWqW0laucnKMDXf9/7H0HeJRV1v+9b01PJpmSOslkWnqZkkkjCUlIhSRAIBCKgBCqJPTQFRFwZQEFWYQRVLCsu67ifirB1c++66513UX/ioqsa+Hzs2xRMZk7/+e97zsz70ymJrHt5+MTCby3nHvOuefccu75RUXMk0VDbWzapGVnOtVGJjEuJj4Fpmem5CZnp8ekRevWTLMdOGjKhNr+xLQkqUQeGROXRCSnxUaytZqUyPj02GhVXFeSNE6hSApnIqJL+L15F4TESkoH5Pjkh3//zz9/t+iroAWfEbAmnV4YK7EyITZ1ZU932+zCcRpJuWJBTfmUqkM31NWYtYYdhLVys35iecmK7inH+xMLrs0v1+dXXXV7Qn/uorqMgkL+XBD9L461iOL35xLX5SXpgALA4GRcf457MYm5ozMlYaA0q6S+IrVSkS/RHuSmUm1x2rhP563tuMOWkWWe19rTqs7V5ciKtJoMbp2FZhMHyCyQijN+qzNlUk6yFsbxShtrZ4mlpAJ66feA4Ynsydmy6I793d39TdV5TQ1SemrH8qxj7iTcvOCpRWtPwbjxpZvi3+u7qmXb9KlDOz1JAYSgY/uwjo1Mw0LUoFDVBJD2s3YDaaU2gSwBPUidybACIEkMVGcSZjXPt3gRlkkVrIB8kha2CiaYcPIKo4G0vqAoKmzKjGQUOU2lNzz/fndJaXVS77TWaqM2o8CwsLnf+AJaopMmTyhe05VTM+nGuCMzlFALqezkbH1eUs3WmVD7EoyLiKFh/q51C6d3rp3SnRPFDiRPXLUxq8x2XamhUjljB2f/GlAXs50oAckA0CT/vhbbd6AyStQZLAY6MqqY7bbB3rVJqZBIyE2qnwOPE2c++Qe69h106fy6ufT0O9DlmLiMhnmv6xa3wIno86Jxd86wpOG5gdsn7SCZ44ifHmAAAxCAAjTB94T3Th35tZ9pTYNsqKU6mfeASvCDHUDIBaS3CNY6UwgiiMGOTiZVGOSO0yOHWVeRejwlpCxnxWMgq0+A4ntV260/1xeWRMVfebdUOa8wN7W8nCBKNBn1VQbYZZvvWrbA9zbWxCssBVSOdnK4Wq65yva1+NaVirnuZiqixqKNiSQ7Kw+2FuTF62erY1MS42XhhqG3xMsV4u6cisqJSxOZZFV6ambNpqIY283UbvHVrGPtwmx15ooMau3iNrBAaxbU43lrHGi9kvrjoxEw9pWklSkHKUADasEkToMA1iC5AMTNOK9q5TLWkagpQRoL9ThVBzcEPBjHbJAr5HohoVM6LCGt6Py+qc++kLNiQlnT/Cv6+nNSr1w3oXVeR19/6vR0bfv4apKZaohvMTSbG2tU6XHSSfnJOZHSOElkqy4+IjIpLwwu+zV6YJm1vClRWlKzj7mm9/ANv3jzqOX24jRNIfGVJF5jsMQ3JZUa9Qmy5PTaRaVZCdmWmOjIOSkFMaw8MVMKSH6M9DQ8xtxgR8iq9UaFJSD98/bM27Ours4flWTGBx/09zvoYK7HdJiCpIOUsnoBX9hssijkAQmqK06NlITFMqVpKX5Zd2vjoqiKrPHXVjSlhiuX/fJWpy7swfRl4fv6oCgUn9EGoq7S7bDWH9P+6XleS/D0ke+BQhyFI3Uc1vLUuRC1eYztaiiGtnXSq5AbSeuefdbFR6vuxFTu/Xlqev2k0rSYvJiCSk11x/iiqryc1MXllgmt8xaUZPWnTlfqSrIMcNlt9z44X7+NI3Y1o0qOiZmUrEoyMA3jlx6+4Rc3XrXecntheq5CAkaqb2o9q7YYA+vburq6dXvm+RVteX//B/h8G02ieolaZ/QFtzoSsMdUAmscQSQZZlMuhmviVkqcCVKwegvVO23KgjhJWrPt/tvauhvy+kpP1YybT0yxzm/c0dXT2Wd7JXOuZn3mXA3UKoh8bVnr5IrDJVWHTtw062jOx9c05eVMiwnTbreW1g490ZDYsLEhseFbi2v+FtqEfNwXbtOtPbd2xPUxxj+yYp7z/GYwwxnWtdzm91MYcUYAJ+S5zvGd6p2mzV+gSpMvWnH9rT+/4y5dwb7SuQ3rl2y/aedjfXnLqvQptd2LOvqgNiqS0WVZjlUVVdXmGQ4fOL5278Wc2x4/s0yvvjIjgopLK+nP6CitFu7nZzljnr1GMbpHO4silFzRtq5JONbtkaCQXg9fDpOBfDAdLOB3JvgFBosXzgKkZyx0rbYEd4P/TvIYe3rnXqYaSh1wPtVQmG9mixKSJsfsV5TAl+XyWAlJTS8ob+zSSKUJsvhkNlJakKljwybUZITH6/NMKTplcpoxXpkgTchQ5+TERMuo+Pjc5Kh4WRgdlaqTx8soNlshi4iKp5XR7F+1teooWXR8bnJdiVJTqU2T6xLzGpWWuhyJWiUtyIhKTCksNOvQ2taikqjozISMUkOyQRUWpomSq0uTJjLFkemG7DwmoRhqEnWSqHgpk4LtSAN9FTzNvgayQSEwOyyea7QWH8NVyFkpS5ssNP4/PJ2cZpSoJAlSbiRhdIyMkiTkJkdLZOEUP5QwMtaE3smFuUb0di67dWKROToqMyG9tDgpLV7DUalQlaY0M8WRGYbsfLZAfq4gb11eNizMX5ebza+f6fXwNDsD0HiN4+g7KFqVEN5hQu/kw1KeSp7fmMphDGdnFBSsycne2FpUwhHIcVEg0IONHO+qMU1/AhmgBUwHAGY6tmI4SZ14ycLiNYssaIIdqxu5ogrC02p9mLpMUVkakxI7Mb2oXBEpacxPK4wgpRlMhK8hORhPsZOVcpaRqkmWeSmciCiO0YWHZcYqVPJYhSJ3WnaaTMGqYyMlt3sfcStr4Eacz0iL/yHLigmXpSWw8S55rMZ6E7TWKCHr0hen5nuXRKwRvZ3HprYWmgV1TkqLV4eHa6LkKktyi0sQHxXmr8WPECHYjqYSRUwTfnfBJwvkkyIJe3Fu6UsU5S0xLi5raSnvMS8sWFFamZlamoquzt/advw370P6mwunj0/dmPPppcv/+NdTtx5u5c/GFqOpRKLQbhy2s3oBbVNYGijkRGJz6RLDsrxJaaWpmZWlKwoWlCyqaCWmosvv/eb4pO35d028+dYnv/x88OPPctZPO376bzheJR8MMLvYOSAM5IOVoB/s5dGRCzmGJUhdmGJmUzXBu1ADZiLPVSXkDBmPYsV42ChLSTXB7f/5O2aSj93k/8r/Df+F1jtO3bScMcQ5ifl9W4JcISejpNqqOk1jQdVrprzoFLmyMC21gIqJgeExGZl58VGJifkxFIwPY+Dh9NjwvMkdTRnjm2tbJnWrS7Wm9OUP9ZdkqnqJFPW2BEupcUnm/HA6Pka5L79uYmH4prCItLQj8vihfZn1U2YkR2VT/51TWZkoVWZGVZVWqqIjmBxNV0fuTnlJM3p+wtSwKGP2+Nz4+FImkkmXKie3MiWZjYqisHTT0I3G/ypTxWoMjSpl9+pqVYExSfuPCfnSClPWFa2oor7MoIPl6Skx5sqCMtRwfasS7k4pjC1YPA4V1M6oX5Fak8jIZcaZB7ckXt0x7pMPbyuVpd+8DB3/46HVnHzU9lnhO5likAdqQRuYDlZxmk6JXCzPvHGESafndrgKvB/htrdSRYJcRnt9vyb2Z44lrdZPVIAVPfHir57UZG+oaqvdvfmB89Ep0w2zC6jsNZFytTKtKJXI83j0Bs+LnCOaJwSgUOXeAwZg1dFP7zt244pNp3PW/XrarCv3rFRK9HMPwrc0C/4oj4nPSho/vaUlKvYY+ucd6svDH86hz708mTH6iC7g1jtTqQeIFUw+zo3EbUnV8Spixf8c2LXu5OdENn201LQNbvUsp9bpdWpzBrHi5LpdB/6HyKYe2GYqPcivn6ZSDxHL6U9ABABQo85k1VXQaKCJ5ejNtUfqTqrfvX43ZKjBlgO7TtcMK8/NHa2ZMhosxHKuJPoG6tYeqaM/2XW65nTLATz3t4I55DwKZwGB/BKLxWcZ+KwNp1tz4pkrqiA5r+PYlbMnGeZXZibXzq082tvauLxmV+EUbXrx1Cu3bSPu+UBXlD8hv1deW2eaNnd6TimU91S2vWMuVisyJhgr1XwutKeglmCZO4EMR6h7fwXJz3sMeqZ3QJaVWAjWQxlm502pzBxfkKaXCHuP7KYMZV6B1zeQdcVZMQnRkdyuQxIXkcDT8g1+k0kAGV4deKclwJGV81nm8gqeqNci8BlVutbbobSTsMvtDsIKlPiEKinG68GzYy/UgvdC9cHuKAMdtAfaJJ0P5w/avA3C38ZpfQZ/3OZ1MARItrfCC/TfxoTfDiUw+SHViyLYbvFHIiCAxF5KHacMIBe0CjsQJYF3IMNsowYvrc2malgFK2Cgs03q+OJ8fZoxbrJeiw7u/N1Hxqq7K5dOPj0wD3buaFudote+uvoqW4G/wVCRkmiZovHZxPTJ1m2bene9mLP9tknLFzckR0kNioopU3vgXP9j4/djdCuIxLtq8d4jAPFuexKlPyJdFpO4xg81PyRaIEjm7ADWSx9aOUzrvKkWf8ZSZl/tfFcd5AvKgA/MNvZ/1B/opWr8hW3v8/vL1c59/LBdvBvvenCrIheXhZsYkzaE+0JmCLAgH7+8EVYDI7nVIZbzu+AueDS06x3mxNmO4z0PtNzyTXaI9zwE/6aQrgEsfgnroD6gPMlXhR07ofAvVOpNYRc/+He/gnXN2zOAxWcGjvhy8YlKqtDrcyLZ0FMcPVwlPmIZ8/ZIUIHfX6owfp0et2jxwjHHfUkB1FuUpIyMFh9lEklDD+7aaTKUljWX5ihP3E+ck2vNM7JU6ij6SfFB5uAnGTl5e6bMvX2dZvrM7PldjY21H1hq1qxY4npneALToXCnQzw62C3uWTxEptqtL49xfsvtE24x/iOL7g85ot+06f3+4KP4371w9TvYPix2viHy84LIZ4T8vm0fbPYSFS+7uOWiYH++zfahiM+hczlUDgfNXHxeqhHG7WPUvkY8fLDC+etYtifoJ/0VILF+ctofKveIP/Rf2kIcDo2F9OYLmy4OFgTLR4IfN/1HQGL94ej0OnrieP+ljcRm7yyg27hOZ3njw7fcPgRLoVZ4B+LrrYKP5wdeX2IIb0vwe4+nAYlzzGGavbec0H9pKzzgtXmm8cKmi98s8NEH5N8DkKdxD352/T7C+30G7vP5HLm26RsAieNhOPr99FDXf2kDVHrvho7lGH+t774gqLZvYw3kr3D+UnxOlcsnJvcVzoV/x4yUSVklVJgcfJWxhpVzry6fNevkoWvQkGcIV6NCOvsXG2JTCwkirmBOtoGNnpuigDppQXbyRz0zvURs9bfVL2+cnaWVqhLGR1hmxSYxmiVxUfL4XdWLJwn3LdQ75E34dk+gmz84E4J5zAphGnK/myweFAt/p97pO9TEkVzXlm6pL5+8f//Shlm1BNWQv3mTqTo2PFVHEHHa2UYDS0inpSigNkOdndwwuVOTDuMqJt0akTHFYKzPzO5LTIiUKzGd8cls5oqE5Bg6eQ1H6I+FTpLXA6YY+/sWj3XN6PSCUbrd44aFqiX0q24LifMj1RmSl4Uwxgnexxi6bMh7hOF1/ZYbXk5IkvIY21shy+0/cEwEp4thV1NhIA+fnaj86J0SygyWEgt/5aeQy1g+8kyVEXb14GuHrkaDnhpmYdMU483MHNjTmVNe0VfTsnNLV+2dt0IGTobaj3tmeNGqZXHjlnWqqFoIKmSp7bPOhuvKp61y+EYmjwoDmXwGCuHgnpVYDK64QYMbdXqBPCZv8O3GacqacnPX/v1rKxuk9SSkKhdMnQl7qjOa6/vq2vY2VjTzhDVDbWPHzIw0CONgef1dERp5bVZZVVY1BPkJee2zB8LzUxUcQT80ekhejvRrgBRyoWBPPBJpMpu41cVnIYuU7uL835TQ5EryfMR06/C6mV9BBM9Nqpwj960QWCoQGhxff+D04T03VcRc45i/fJCoCQezVUFH9CA+gVfCNG5tYxkmcW61fl1ir7YhXkoXlyuUuQXUlaraCHlkmiZdRrJLJ9d05q1v7LjhUClPYQu3jJ+aUrb53tnypzVLZy2IZ6TqoriktvrMpqh9u82RaSr1xDJ1wbgJO5aqxznn7090jh2dpJNOt/k+EmrJQ/2XNsLrQiRZUNKf6P5h0w3BBLSUyqBqQD4A0TBDw22hMc4RvpETxVk43t9wboJSGUosVAY6gB5Fb+09HJUTFx4VWVTVsK3vJqWqzNBUnLt37/7p8yb1bYJlcLJpbdHDF/4N6YehbmdLeGxUxA2zerYsqDCXp5anxKPPS6tOtPz3lad/RRCON8PkO9RN+G6QpFjXYsniAkPEt4OcTaXJd/rQPx+4Zemktu4VaTHKNEPmV3f2LpqTm9M+p37LrDVQThLo/an5+thIGAcponVO+c3vNtfP1yjjpUmFE07wb4WJi1QEfqOsFq3OcKgJxmlzRsgqYQUkLh5q79eOXzJh8tKlU+vKlPKUtMiEqLytu284kVMeUyQ/BLU1jR0qOYyTKCuS02NlzEPHrrrCOKcjQci5jvnNyACJM/ZxWkKHwnVid/+lTcQ1wbOevuXCpouXzUEKgOD5z/Rgf8bTF1gKRGP/pe3EpgCioC9d2HRxyOpXHgQvDyYKkM4T3SCkAt/rv7QJfhxANPQBbo4k+ZMPKeRgq8TjL3RSEHT2Lvqp/kv9sDSYlF30Exc2Xfzm48B5urB94fNyvQBIkIgzmgmnP36zcsF3+y9dDdf4ScXFdHA0zPSVf0vo9wjmRwJIFdk1b9m2iBLOdLV6SbEljNVLXi2O53r0b+oDuh6woECwnfzZtpRhGVWGZtjtp951+6yQO7s3Gkqo3wk72wt5Ux9CD6FL6FyB8YbKWZOG3n8JVkJ6qXHllpaOBSuqyx9KKdUnpXUqU6l3HJuj557dXrvv4XsP9u98Mmfnw9M37bmtJzo1IWLlwoM33Xps32tbqkzpSbWkSxZPABak4uxjzjuHAPIgJI6Nt8yfTLoFir5ZFFAuVYAFCox44aLBh2xSHH0bvcnnDUefH3qVESG8WTHiNytj81pl5C9URvkm5XvOTfG99AvU9odJK467CineKmCoVCixTsL44QXG6Lgb8PKI6YLtTfgbD4lzo/Qhym+nTZCB2oiL5GosJ30mJeODm3UOjEhO3XlHxB+8Exd3PII+0I9L0Ubqok0ZybKUjBMnOyqTC0xFeddMqju1AmphVVb/n+fWdxp23mg8tUhV2FCWZyiP78uqT7zlzqMnhdwT5BTyOaDAqx8h8tUJW+swd/z7XAV+uLp039YryqdlNz73XLe5PrlsZrvF2Nr+aG6RWp/SPjlCDnXZmuKulGgYJ0+dsH1K89GT13fKSyq7lUrwPfTHv1Wm/g5IPvJLbwnwWjmS2xobfLxCppZyy4lV/t9H83fOBvoiIHFMAat3v2829F/a+DfxXXMPt0So83JvPco2nG9gUrD3DiqaKlC0lL+QKPADfNMAJGgSdZzYh7OihhTj5EhEGEQsE5q/YFnbtrkr24IIXBo61lfb2dDf0A1Iux0cokzMXaAC1OIME9wCXC9lWByLw8ZAtYSb8YJ31xcQjlWwnAdnNwuxBlKFnNTHQLYKQu/RhJQphpE3lVbVJMat/u3pRV0Nq005tXGxbGJtRY0qWqbf0NNRbSxYkC+J0CQnK3OUiduK8gorJo5H//QedUhPbGhUtqeuv7R6bYE2Pem3JRkwy9TYdaCiqFoly9aWn9hcktM3b96ECeNunrazo1eiSq3cUh9TI5MM9bUUZ+eEJVCnPUIUOV48QT3D3AnkwALa+Du1AqiX8rde3EDxVSMfskSwjEpv5u2FpcRsKoQmi1yIpvHOAbIyPrFi33xpvLJjui4lRVdxafFHcE9zdWnljOO3oGfX7mtUv9B0dVldbNpaU0xYeFxVs03jfexkstKYfd29xlx92bhS/aHCphvmn7N1LV65D11ecAVRY0iMX1w4ddbyY3Nm3F//yq/QJ08/fZeXgEzOGh0in2FJLPsFYyL7QIGQz4xQCf7oO+5s9Ipg9RvGh2+dn6A6WQLrRdco9CJQpN0LoSrI0KBvvoxESQr8cYIEmfYI8hn60tjpS8K3pC+Kb1FdbM/5YRIJkuwRVCeT8cPTFVv7mOqKbYb/2GNsWwRdGQNNGakmjFrc3Fjw/BdkOmKJhi6xEUiFs1dxdjsAYYB+EtAgHETjvNNqUIDz2NaCBtACOkAXmAt6uLWIWW1W0SqzCqolRigVYI3NEiPEcGtmo9kIpSq1xGiQSVk55EHNuU9SJoNbM2XIcUUV14gEA5nnQpnRoOD/gHHqTEmc0RAGFr4L62xPosdgHVG9cCH68rXppuakrCvWDu3l/o3ahh57d6FtP/r08/+5PHPD4H+9u5D/R1hnu/kUeun226HhlC1m4UJSif/tSfTYwnfJsydnLvqF8le9W47bfv/8c889T217d+HChUPbYB1674v89uSfwfdhysJvqhe+C6NeJZ45O6ukgDj0Lqz7pnohsfm+J5647/4nnkCnYd3QtoULYd27ZNKVT7181Xlgh9Hon+jf3DoSAEAtpPQgEgCJiodC536ohb9EF15B5++m9H8cOknO4X7wuvN3tufhJft+EAGAQoUBSPUlZvV/w5ycDYu1u3eu6l63aV7qddqFXFkdmkU02T8B8QAoSowZGNxNb+aYb1Jnso+Wm2Ha7x6d3jm547FDCmUK+/CV/XEbI6fVkdy6/NcYo6zRha1OilF870Hv7naC8goIZZkipF3SDf9S74mASRuU0Al3phD/xRMO8zcY86wIw5EKv7khY3ZjkDSFNjHd/BfHr5oiN/xNmWfvTtxdj77WHYA37RM3jrJ5dF2OH/IgMDDFQMfDIDCRRMQw7yCYbiwEpFufRUH1Cv2icIpIgJcCIXKKibG1i5AkCYgfA9IA4+ADjgStSqKCgAJDGeQTQzU0GAQZ1BOYbz+VDbksKbxV/RLQIFJ44+x8uRzCG2KrEb2dB3MM6HwerHY9u83O9f7slv2yIHddblZKEff/7ROF17Vlxe6va/kHz/g98Q+BV//JZfHZG/UBYQYkf/ZGffDNX+g8qIVxPwj6fnRlfwS5yH4QfPqp7E9lv4uy9vOoC2hYPV82QaKWcD+apqYmVj9USv7hm6+5/wNol6MucInFa2TSbJTg1ZvEKLv03HPwL889h7oaw2obG796vJGzmVybF1g9oABIYCVqyYXfNTEr9329IewV3qZmCH1SfI96TdPvWP1XRez1+/jv54W+aO67UaaSaJ5D/2D1X21o5Fr4QfDtp7I/lf2p7E9lv+OyFMgHA3SLKP/L95X95bvM9PKdZnb59vYSeE9pZSZwxfn9JLQa0PlsZkJB7vp8PRByVq2DVuY83ne67TrFe0nmvGif+EPRTT6/02Tm1yASJDpiaPhkVqwzzZnRUAInz64rKemoKGmpbEtJ1qiSi5MyGXnVgsqSSRu6u1Lr8xPVMZExDn6dZgZwDFKwGdUcaaJk8T4TpDELcb4zTXxGmSHZkBHOb6yTW3F+qKxcJqHwW+RRE70e3sfmgDR+VEGmK4X3BUpHyqQGkXIUEGACvR7+nbksRKIJWe34pHYllhITH6VZ4grSFKe1w2IUktX9XS6PiWdxrrosKkqaII1npXy2OoolJ1RL4pL1ueYUXWOiVB5PK6OZAe34zAhFdGF2XYlSUxueUqRNjFA3pFtqc2SytFhpYZwkLaOw0KSbptClxkuZlIQfkE7/0HLI/UjOpn6A+d5+LLkL/y/nCfwp96bv3JshrjfsO6EVdHLFtcIawoTeyessyluTm4Xzy38qfI90lKBF5WAOLl2YtzYvK4nTzJwfhk3+qexPZX8q+1PZn8r+VPansj+V/TGWBX+EifB5+hEQz6On4ftNtQCnwS9jXccn8PnkXDq5LClCm9xgKWtmmkyGJu6HTqtb/3TqTXu23VL+8Lb8cXNmD1kMTU0GY0sLv/77PUyELxOZ/EmSqLmX2y0lEyeZS9vgrSXtbZaS9jaepmdhInyR6hKysIlqSMS1X2wrNU9ssZS2tVvME1tLStvIP5e2tZVa2tpshxzN/SB4/FPZn8r+VPY7Kwt5PHpq9ajyq7mA24Hz7Rtwxd9AgM7CBhx/g7+Fib6Fga/Ohjm+PQq1caJvceCzR+Mm8N9se5gD9jLWyH0j1VrV70/bAaxgDpwEAA4+yRywrea/QbVWZVvt/AiHrmDCkYZV89+gCmlOo09gBRMOkzGtqJg5YP+7UNeiolHxRliBEHPg5En8feg+5gCa7/o+dJ/7d9s0JtwuEdpPUEHbtGtgBfqSax99wH3/gjlg38FWASkAsMRSIrwUL1FQCjkrU5tL0EPFEKboO8PKpZGaBZChyV/P0TNPRUqiw6NZOJ6GcEK9IjqP4NpKpD9Hz7NVODJTaItrCodm48Zsn5ghTMuZlV4dqV+6uW06QZ3tK2OWRqsUcQqqJwxCfU7rEoVhJcOPbSlzwPaNH9ps+cHTdphpBia2CMQDAHUCbJLFKAApKWyH4apZVcsr1OOidjCPVy+uS28jmOaebSXKrvdLNVcAOPgecwBtZ8u912cH38P1J6nHRfVx9Wek10QxB+oW5SU23J2XNhFA9Bf6E5jKrMRZXHV6o+MVm1FIjGcHabHz5Tk14+tqNGnz05sn9anT1zPlqYlJMVJpVEqpRkfFYH14kf4EGpmVgAFAwqotRoV65bNvPvjms0xJy44dAKLbUK99wL4Hy1uikqDbYBLqhUnoQwDRBOoeAOmnHLqAJmBdoO5x6MI06h67xPVd0BXX97uoe+zL+e+kGqpuxqrKfeb0mLoHaYS6Lj3GHzHdWuoe+zn6S9+6gS570Q1a5UM3bInUPeh5f+151TWf7Q2+xzSj7T71Q5Cvb/34ZpBptt3is/43g4H0y8I02/7qu39LgPpDfdRDdg39X/iWTM0vq/hrVyP/TAKqM5mhL66GPR3qyhP5GbnMDnhlW6ZKcSYnQ0M9pIheuiq2Matw91qWadBz/NhNPYQqArUXFnx7x6iHUHug9lKDbm/oJdRr+9Cl50MvufR8qBP12q4Sfet0fRt8GvUOnXd9G3xaVO8Q6rXdJ6p3SFTv36jXFiOq92/XN9s26iFgCDA2mz3osdlMqBdNcvVlM4nmcAfqtS8Vze8O0bcG1Gu/QvStQTS2V1Gv7ZJobK+K6K9CvahL1F+V6BuBelGK6BsharMc9dqmitosF337GPUiQvTtY9E3Heq1VYu+6UTfwpgD6C6fdnYoLICdHSpimtFLPufRUFGgeXiCOYDG+bbzJwL0P7iBaUYy3/N4Q4D+wUEA4K8pHccbo0QlOQiTKN3gm5yNItFl+g3IYl/P8jhtZlWC2myk1WYjJGxDBEXv3Yu27d3LDGxCdx45csRRR8KanHVYtcVZR/Lh4d2f8FVY04MPolNCnX/Rb8AoXCcCxOCXPkaLABHJVWP37qXveNP62OT2F/bupd848szp0wsWoFNHMI2fYRpd/anNRr1ab3RUPHb4wy/n4VrxD/JV+Pw5RB+dCKQ4K0fAjCB9fhKBcKsxH/k/+H6OULeBWDxTfWb9OOIl2QfXrpccHxAssm+HvwdvcfLSsnoL/H3/pY1XXNh0kfsmt88iUsFb3CpX60CMSxVwcNYJGDXcHlmO1uJyJL4zEWfAdMtOvtkdJZIAErSWUOD2I109JLB6C6EQejncc3ahoye06IV5r+A9eR26A36E++Mpw4iB8EoBJXCzCBiQsP8ZTSHm4D5iXX2QCouC+xW+IfQzk6fwYWdfv+Sp7MH9xdL/D97PZoAEPtswy+RCfOXP6symClhiNLAmjJ4O7y8yNd2dTkBYNDFx/dop3RmWaVO6md+Z84ry6egopthUe+JK3QK8hv83/TVcySoxcoM0FjLqTAcgJjfhBMWRSVkhusBogCvnXsOGx5VFSpIjs5TSogR5fL25Ir9Yka4Zby5OVDGbslS5hEId3SCPVmvSS6uKFbpUZUKSgt+HHKBeJwD9GLfugvxcIAAPh0o/hiFPPcrwEJcE4CEsqdcxTCUg7C9iHBslkGGkBe+4KsGNxxPn4qj/8XmF2pngZ8wECLd3ClgbY03r3NBptd3ul9ZkqCV09D/84dUEejE8jMoGf6D1wykklX6B6Xl8IBu9LyR8oIDPnANlvEB+BuEPH+isv8HQwljOCWNZAK4ao/HQY4a27Gfg6INRITH7YU1iMBFTnL7iPCOkHRRhJPNQM40EAt4JMhMJ7U/Bg0tSAnP86QkFykCNE5vFjN9zB43P4jPaL2jgFlQ8PCwwWDAXdNvw8EFA2QdAjROPJR1nhvKCKkL6otwrWMtvhxPpFb8FPTyMoh8aPSSPxcNkAhXIBvlBoio51y0B0ZXWidY1AVCWyM0e6x4HJsxtGM9X4R3RN8ETNUnn1qNr8FSsR/PfevsOTI93nDYjRMyZQDYjVDyan/mzHkEigJARfn2mA7/jDsGve8eXCTQwX9gzfv27J9oH8ZIfSn8sdJK8DjF/wbhFpSNELuK2C6Fqi+0zJwh5kKpBVbs2IiTPX+ZujDOU5g9pCBPni5O0CAndnW1UvAfG+nfbHy8XlsByqRyhXJw5v0KdySVuCBdBC+gqtw2pg2d/xTxT+eOZk1BffGPcCRrGvBr3rfD32zdYCmoEDKBMHJXs/Z7KtxP2foF143A37BUzCG0avlAhwFL7doGmZN8Ucc7Ie+fL+y9t9Nqb7fKFTRcBBdrt24jHWRWQgwpQD5p896Ey8wm9CwlHHmA+mTfO5oOtoJDZnzUaEnwT1G67UBNlkqfFJ6fGpsuJwkgNHUHHSJJofUeW7OpajSyrcuvWW3XuZLsu/oiCHfq4xEVTlkgaGsIZRqKgY/TpMRpmTQ4jS0ozyrcYUiPZuYPN+OQGxwtDDfE4mwLkQIkzL/rkoMuteyf8ejcH74U0qt3d05MgU9S3LmDfjsMYH/0f9jiiCUCD6+DGgeMUDZLxjPKD4SQcDvoAi4rhz0l8YkYRL+ADFBKE20vIX2JMKh1+ye+7xwSfWwMfNBi9TCZf9NgOD5tQBAhH+6lITJvSP2Ws3icjbua002evhYLucX31kv/Cffnne4J/vm8LwHebzMF30dgyA48uwAgPBhwl/JwbKq9fB+ljIDlwr7ym++g1TVBx3xr2L+dpK8B6toI8yJzC/eYE0Gz3OeaLgiWek8wXJaRt2EQTsKvoBFCFc2yNFsdMcHKW0PHM0P2c6LZz/xshshn8+sKmi4MTsSaT9gH7duodWgrKwDgwfjT4YY4hhYgjhjZyQzmNfUKIKE6igfzHjANUo7UCVl4DxkgbnZ6JfV/ourZc7BZHqG22c1724GitgFc3HuOJjRxDTDS8EOXV6+byQ5TYsEH9J46J5nXRidc3Bb9HGzvMPvFAR4vfJ9bUscHyG663NC9jJw7eJDB5zLDwRKwYFS5er28+hIqRN1wf/o+Pn1sDzHJiBo4bKWqgY6wjQA90rGBCQhFENeJ1lX3A3u3E7zOFiODnID0kJL/DTqKDQHYTE/tjopXicQiZG7FulOEVyIi0QzyfRqAhKMb9YCQEPSEHPc5MKB4DkDmA+V+ETyJDkYB4KCFJAcndBxGELDyJ/7HTrqWKmHfFujQixDWPk7SQgNcsnidsIQCwUc0eqgRIHh+MZUE+KAZloWKyuZ0JhoDPZrskHkVwaG1s8bBzS4wdxmaCTKADBcHht4kIDojlFicm0j+wGzXZnThSwBV7FaiBHp9rBoMqJiIuIO4bOuyuCL5QxqjK4TIvsG9n4qiFIBPkCrQFjTeGF4VxwcCNncBbrsBoY7ZDjnND+1n7dmcsmyaIaDZ8cugvom0fpsFXVNvQWWGvzfXriG1L9RPdhvvzFuE2UehnWJSb7ef84Cie58w4gefG0Lju2PsGx3k02H9pI7E3FP5Tfxfo5GXAvCjIICtIKQQliWcDS4NeJ6bjCNMoyCQjgFSgX8mk+hUP9ZlTRmitc14Ycc750GaGa9sUlJw+cb+QDyype91WvpT9LFrrnC9ZPO5zYFm5ztz9yeuPHlfrPmT2isdanKfJMZccs9in3Fy0eJPdEQ8ahovv5LAzDAHbbwPQgWI+n0yomH54f/9B0Hh+pZxuRQQF5Uf8ESsaxdPI5Ao0jhsJlW5riOCpNbs5jeDIJo+6exAIDFATXkUvF2YI59ZoSpWpJy2UKkNbYjapM2lh0nCLHy0P0mc0aDV4FFJWXgHDq1p/IU+QH7F9gZai1x796G0GpsJVZDV8cVdDB6q37Xi2TJ2emKy+GU5/cMfiK38LP4Qv3DcxK7NMlt4KtXdERtTlZCigLqpsTkqFNqMgPVVbO2eJ7o6tfypvqchRaTLLi9t2XRHOv0ljvqGXg1wAYBxHaDaUBEEl881btyAN+jl6D90BVxFvBaKLVKPP59dnZ8A4nwQ53s9p2Bp6Od43OXgXHEk849gazLiQiHMyTURgRop3jnFzKBtq2HD6OTABTAZzAYAGHlRDp/cADsSPpB3IgaL1oU4vZZls6I7I6DsiTb7CMr2gpD5bPSmhNEY63jKndfmTyze3rYCy1Jnj111Z3FJ7YE/r7Nb2nPqV65EN/cmF1Ej+cfjVFGGmwxQp5pQOubpZVt28KLs8X5eTmd38qUqvzJHEMorEjAZT7xWZJvT5eHNXwYy7p850A3DM9hK6JuBf8jiKhTjGIAgsRd+X1oFAFmXerq8D4i4SicNjyjh9o7ro50ApqAeTASAFsL1QpanyKb6Ge0MSH/GW97GFLDSyzIugSB43lM3EuKFNY4QcilcXI0YPRRv6L20cJYQo1cevUfh3GBfZMLyvCE4LOeIDKdw/hRVSAA2j2h33rD8QOiiQjdY6cWIn4ti+sZC4W2zCiCX/rmgBM0oFcB5q8UsdEq+zeHvE7+GCk4BrUIEksdJj8RVAIqjsR0Ufxfs4lsQ+bg5YNmZejtMy1ozr+g60GIXHe/z1Ww9My5x2Ze/1B8fc91EvvdveUl92NLO8rrLFdqPXGG4875mPsB+s4GOXgpBsMFwJKPIu59CfH5F/pH4lHt5Jb36e4v0lS2J/2QHmjMZjBjPoUL3ny/7EPyI/Sr8TQOgkyLZ3O+fKzG9jpjiP5MZkYqAqwTaM5XS4fI/jVoG0n7XPcs4BywhmgPOML2iF73NegISm5ZefEd/bnLV3O3V74hhptsNoj1yRO0RjG532umREC/ZdhXV2GpjJzeSx11stq7fQrN4SC/Vjpbt/LttRAk1lO0o6y3aUjKUCF83TzJs2TzNvyzzNPEAL6zcV1mEjsOBXiiHqsXj0IegyQuIhhqrRE8XDwOPg7LUK63QTvwIcE70WD27kuo0e9xzr6DTcTYg43hHj7LOZII+P+gwBaV8IgAwEuD9biIQMAXefJvlXvcI+AV5gM4FMOFn3utjGlHgFzZ8h9O4DO5/6hO/pO+tHxO+iUPmtD8zsV7n9TwicpnY79oWnneNP8j1+vffBvyjsunzvPL/t9ik3vvKva0LkrdMOB+LxG25TMhRmv+s2+yiRziWBNMfLCe98cVDnlT9DnkbCK6P+4DH3v/f+gRrdQ1qZ4pHJDHLLBlZv0QczL9CrmT2Z9Zk9mYrMnsxQZGYzNaQ1XNOQ1iBtSGsA/L4Ufs4YgcwPx1LE7yq9cizWY/cZxJb9++0bjENtVCf1d4w+rxPiw6QxhNpngCBXgozsv7SRMJRs/t9tnsEuDXFKHPJMLb2w6eLQqp/d3TPeS0TL9qKuXbY43kbhWGDCQF8EJIjFubxYvftLW27fb+i/tPFvojeei/ovbaR7Lmy6OFgnej1rdt4Zj32bFBiHbnHyqgCvjAJzy+de3z8LvWCvBMHRFO971wFQ4+RFCr679eSGz723J4u8PKAazjFfb6q/XxpIMM6+jeqkP8cvMvAbhUB67rxJ6/Qlp0q3i7PpfoRDrvaM1xLeHn+F450qQc0IXijSIqOALyhDfqU4Y1vT0Tkb67dPPz7tDeyOg3yoeObO6p913Ve/G91x35QHqAccc8Q+gNZQRfQfBVum9fNq0J1wXy8HXxRZtV3CesH98aC7TaPvxeuGHwodOKeHlXwP5/Qo4u90g8jo4XMyBMzQccLL8Y+fvBtoqZd5gmmmf4Fpzgs2B4njqCYQgbsc23p/2UCGRDGw0P7/kJXqJcyYFnUmTuoRA3FOjwxJnIU1axUEzx6c1CMX8jk9KiDVO23KgoyK6xctsu5DZ+5+A2bknqqpuHLbwZ2PWec37ujq6eyDWkWYXlt2eHtTSYYB6mD8ZyvHHY5DH5+cbyrWq6/MiAnTbreW1orzi/SAIuGGO7T8IkKKoyDTiKCZjp1HkDlDihx7K873zSLy6Ok4Z0Kyr5wJfL4lcdqEOMGMPeXa8zjNaatgt6hN/Pu276IPQQ//hPUwK3g9DKyDadwE9qN/ZLLT54ejSVQvUYvjaIqE23ksdk7mKsedvBAClCHWPvFCFmtinCSt2Xb/bW3dDXl9padqxs0npjjUEFWJ17FaBZGvLWudXHG4pOrQiZtmHc35+JqmvJxpgjIOPe22dqX4t27Odx9tY/3qY9SvPR7l1lVj88rjCUccGH4/5nzb0DyGLxtG96Lhv4ePNeSXDPwg/0+MkY/Dp18DJCjCbwH5MY70pYaF2cQtqz8LORD/PW5IXdwickoobzVyXOse+zYmD49DJ9gJPI7QXkBYqHKO/LdCCGB/00V4MG8gclzz58dErxCPzsgAKcTvcdTSocakE7v7L20irgk+IB29zJF7y4VNFy+bg4pGh4Wu2GHyHaYH8zdHoDdwHDomsrH/0nZiU4AgdCjhKLvEbQmt/iLQbZ/x723P2rcTF5koQAI9jnnj6Aki9hyf3b3Xf2kT/DhA4PkjHD0HOMEm+Yo556VJgEL7WvgcWOjKlYlPoJ4rOVBaV3KgtHRp3tLdS/OW8nGbFehP8GX7G47cp7T4zCpDfD7ldgFAgnj0MXwf9DvqaYX1PWc74fstpyZe3XJqYkbLqYmlW2u2ok+31my1bK3ZCghw2r4FtoIGF22cC4fFmXM16zPnagoaEht2NiQ28LRdZe+Dh4BF3IfD4cNDIoee7OGvs6GWiWG2CKdjlTxqoDjwJNBtiwSK2fCQ6MZorZ+rFrTF/TxPfCUUKEziY9oo5q8QJ8FswX6Jf1k4NrdoY3NzRpjH8rpM7XbCCQGA6WQH3A1IACRmlYzsgOlLlgDS/i9wiHyGTQcVoBYsEdBi9FKGxdky2RiollRBbprp+RTWhGP+c/9xvONzWCmkCjmpj4FsFQwuCyv5TAwjbyqtqkmMW/3b04u6GlabcmrjYtnE2ooaVbRMv6Gno9pYsCBfEqFJTlbmKBO3FeUVVkwcjz72nzGUntjQqGxPXX9p9doCbXrSb0syYJapsetARVG1SpatLT+xuSSnb968CRPG3TxtZ0evRJVauaU+pkYmGeprKc7OCUugfusrvSjHqyeoTlYJ5MCC72ClDFsA9VI+ZwTHCLxF55OOEiyj0pt5heJUrBCaLPIErErBcYh4IT6xYt98abyyY7ouJUVXcWnxR3BPc3Vp5Yzjt6Bn1+5rVL/QdHVZXWzaWlNMWHhcVbMt2T9vyGSlMfu6e425+rJxpfpDhU03zD9n61q8ch+6vOAKosaQGL+4cOqs5cfmzLi//pVfoU+efvouf4lhSZBpZ8hn6EtjpzsJ36ruyL5l1bE96ZNZJEiyM1Qnk/GD1Z1tY647tql+dYezO0wX1p0FY6E7gVKhjlRrLL6T7o1aY8jP/eboS+LsDTMd60zXKHQmAGdC1xbU65spI9AUcoe/5I+8rlxgM7GuNI+JjxLiBUaoEnCWkPF7tPKnu4UDMEHWOI+aBVSNXNZCXEDoIp3HD2kkPkKIJ+Dl9Kkgp4axkZN+5EJayi3uR70ceIffG7nJp2IUc5HbLIU+3y73X9o4EtEIofaA5u2tUzb8idvo/bV45TtCOe0Xr3pHP6NK3GOqPORWDepGJztnjFjoMnSLTBiJMD2CFmiQiW51rr/GVKaOXedIZfqZaLM6apEirdt2l5Mp+ti5lhqlTEnRaEOXaaJonCOQKCLdR8bt01ZBLRVJP4wz4XELOlLISafOZOUSKasmSB1e+CmwGKnICHPLHj1k2ZgoRrY9PWuvqjDqqZrrTvxhQr8ka1e5uYZ6Na4LnQ+fHRXzN+l59N69h+FEuLL/7kcmll1nqgEQPAYeIZ+kH8ZIKFIG30mw+pKEErNRIZfFsbgX8klGU/T4Px6pe3Z7Q6407oa2tp8VLIB/Ub2uolZmv/QVnP7yy9dcNQ2d+3dYdAoAFIjBtkaF9XI6v9od9erON1rISJX0nDeQkdE7jH97opRw/OBsEK+vrWDKaFb/PrkwgiX/LG8MGIlh2j0MmIVAiP4SEgJGEUYoIp3oRI/xyERPH+HK2ehPhHJSvpxM2N6odcL+hq9EHdTdnFEQ0Q2nN2t/rs0PYwY2Hfl188TWBc2teN4cBoB8kj4LwgFQqSVcQ1BiJJ+0ojNoAC6COVbyHGyyonMwB/gon+Aqf/unVmI/sd+KWHg5iLKwkXzdarMQz4vKhnFlhxelldahFvJhnoY6cVlJOLSEQ6Fsz1TYCJusdAR6AV53BXoBmsTleTpU0AJVfONH0U6+AnmOK34GNrm1z/J0W3iO2JRTif3c+F64wrafWDWs3XBogU6ie6bCo/+2wkZiP9fwNhRLrvFCu2eV37wnULLMNpcqdZQnNrnTQmyyokVTnVRzg4Sg0CdPpizGQ6Sesf2JeL/R9ifCDETlw13lJa4K82GBlTyHBrgKt8EamAGG1xHxEdfZCuM57rzfaFtF7PdSnhusQlT+F19bOcK4CjWXyQFReQbrgIPtEYuJ/VZ6TePgLOpO4GjXG08mL4ZNAgV/JXIBBFqfPGlaxfNk2dDbVKVl6G1SDUTlRTwxuypMhlVW8pxtFVfhWeL6B3lavNSRuOqsgkorsR+d4ersgNHEKi91OD4aRXUOX7bCRq5CNvm6ex9OnVGIiv/XW3zxwXfeoUFg/vBNP09aAATJPvkzbj2cxPEnbvBzem/B4OdUHBCV98KfcRvhNDjOSp4byuEqPE8+cjVPi5c6ElcnS2GeldhvW8XVOUBcRZAB62yE10CJFTaiAa5OHaTIAbc6LADZ0MFRlMpVuP0LK7234JuLtJIvh3nj0jGONZVrYQdXaPA8peHprnWzASqohyqOggH00GS4jYC0Ep1ZDje6l3XQq3fR+0ArPMbPVBN6YTncyJskf3XuRE804TrEfmIZens53Gh7kqj2X2cfepPvBzaSN6NvlsONQ6+R+W51eLtKO6tcgz7kq1Avfb0cbhz8gEp2lHfxRwL1EPPn/lZotdJS9JRzzG72mvcbuN1z6BhvggE6ZxXsaUAfQ+yHjVb0Op4eQfkN7GPI8YH9BnnOaivltHcYL0T6PoAWdsICOB/bSGjtRU8Q87zxW6SHiybDFixXNACtc9HDsNGrXN18zbV8HWI/tC5AxwUbWevd16R1Evu5cb6/yLYK28Zan35jUSt85D3c6kLUhqZRe9zk6GEDFjbBTlx2DrqPuM6P3xhAk+fAJjgZ20iyscq2gdzgw284bMCUOXAy5oltFVdhFbH/U+DdD4h8zRy4HBZgG8nVaYDjicUBfc0cuBvGc7reUmFTYCPpMQ53VzMH3s65GrKxauiDrwPZyDlwCi5ba9tArvHPn2WwHE7hbWRczlAzZQnEn2WwHvNnKIeO0wyVky9cHZg/y2A3NPA2Mi5/KIlYDi8HUWezw0bG5Q8+A4FgIwt92Mgpy+Ctn1npuJzBBdhGFnq1kZOXwQlWOk4/pKbm8XTrfNnIB5fBucQ4Wmlb1UG85V52mO06h25eBs/ARs5Gqm23TCLectpIn3XOoN8ug4/wNtJs+1MH8Ra/rPFX5w70PF8HNpJdtstNxFu82xfVEXTHWeUw+itPGnUNSppAvOXwgzqvNvLBZfCMlTpre73NMeZa8XoGl+Om9qpO4m9WGtj2LyOe9OY/MB8lgpKd6YTb4CLOzvxuMdwo2FM//magU/AdsBE93w1/jgaIzYH8zQudgu8g9nN1jtus5O7h9lJUZT+62AmtWGRchT8PXUct82Jz9ILinOmEVq7onyfDa2HVMN9BOnzHp+gKflW2B7FWbB79+Q6Ho+FMsJXzIgHKO3wNroTO4SkR2H9gR4NNqh//cQYt6oRpcLWVWjv0GrT2oT+TN/vwH2Z3h8PZSq7Ca8TZN72vJcQ+pxOvQTlbydW5F9Z6la27z+nE44WN0DofnRBsZa3XdTZ2OcTfemyrHDbSlw/pFFqcgs6QL3rOHzcb2dQH8+CV2EaSK5ttB6k+b3NUxJemPmiAc7CNJFdOtFnJT9d7tx8ivjT34TFyNpJcOcU2k7gP/iuIOrwyoAGOsAJYTh7ztGluNrK5D96IrOTK5qG/Yxup82ojm/o4jVzZbuui7uLpVrvZSLVgIz9D89bAs/B9WjmU3UTlisrxtGpdk+0ztIMryin634b2jacM6BKUu7c9bE7/Cd3F1yH2E8TQwxVUqe1jQuG/zhk0wNeBjSQ9NFhFmZ32Ue3DDvwGPb0GPsrZR4strooyO+yj2qt9PLMGPopnSClVAYb7bAnJNcy1+zVauhj+hjMEX6ILtlWTicfgIq9rAqed/BRdy9fg5lMb8bZgJz19pJPwP6MTfHnOTtpWjSeT0D3C3sxnnTNogK/D2UnbKgO52DaH3Opt7eGschK9tBjej+0k18nRoYnURC9rDz008wxaDO/HRevJrQ9y5Vq988eO+lrhVjgHG0qOrTXEE0BcXmR/scNpJd7E7V5FnIc5onLD+HgGDbTCbXA2tjGL4VZhjdrqhyet8CbeGjShM1fCm9EZ8mkwjHZRlRPoz63wIGzEXfTBkzYr9YxQ3qvvaIUHcdFueAivVwP5jjibxerYN7v7AlzWLCiYczdvJcuOB+VnOCKssMdzj+L0G8PcjBW9Tgex75DAbdg+wmM9aIh6zK/fcDoazj5yFT6kZq8Pxm+Y4CxsH7k6fySeIXKDqMP7DTTA1RmAjcIastbDPmLNsdnRjk7YBBut8NQcdIxWguF7SQ/3wTXq8DPJXm3kF2jBFvg0ZyO/uVhA7x12LiCykV+gq7mi3Pz/YrCsgN6LLuAjKy9nCc46b6Bb+DrEfvi/gzsL6L22dwmV/zq/R/fydWAj8fXgkwX0Xuc+O9mHvp9BA3wVTsYF9F7RWYo3G7kFPmOlNIPnuQHjdjXebcBbaOJqOCDYyKEcA/lveNCtfLiLl5iQy2gZX4FTHQNVg03ksPIiwi+i/XwFzkZyVW5Be4S9mc86/w8dWQ2fhlXYRnJ1vrZNIFuHj0NU5QV052r4IjTxdNGpQxm8jdT4sJGr4VmhqG4B8DwzdK2xFxNfWqk7B2e108u97bFIJwFOZ8OtI22r2olfwXsd/tW/vzkFp+A51U6c93He6Rzk5+iaxfBVqMV20raqnUxHt5L3+/UdL6A7F8NnYTHfBdlpu466yavvkLh8h1CUUAAI2rzrzXtoShO8GdZaqVJbLBrYDA1UNKajbTh/sM35N+ppgvsF18pVKCDXHBeV9/Q1TcTrmI7NxEv4jLzNFw8voBub4C1YV7hmlwhr0zbf/GiCd8MiofgW9CL1pVDeKz+a4AGh6C58fhLAb5APD7VYHXbLiy/g7S9Ca4Q9x1COlXqlzbuPkTgangVNmBdWcj58LBgfwxFshYuEvQmyUNvg8/R4EMlj5quFH/h8d2bhO4X4p5se//SiRYsWPY1tCvUA8TP6NRABAMTpf/VGeYaF+FnUnbt33RV1fQysjaFf2229ddeBAwAAAn1GvwEJ1sTfNSWo9UaOpBWHP/wSptmGCIrZ8SA6tcmzHGTVlgSOdOLDw7s/5MqxpgdxQcDfS/1BKCvlyyqG30t9eHj3l573Ulwjj+GLqfoGAEh0mf4rZIX7rUQAoNpsZD1b0qrNRsju3Ut7Nobe3ruXOXbkfqE9xRE+D8lU+g3wimu8ZqOCVVsa9u792YeHdzPWI/c++CA/hq/pN2AU7jvCWU5vVHBFn7vjlTsebW9njh259/TpBQtwbDi6TL8h0IpjwzlaaY40jkvs3r1o2969cCvm6LEjR46gOzcBCFIAINSUji8vUUnUZqNEJTES6g3ow/5+mLQBvooK4auPwqOoB8uK0sI45rdAw6NChwAKCeOCgn6kdMEgPOK3kUuhlnicmQ3kPLKrd3RFtZ5VW4w+QBVvW1dXt27PPK8ImWRcf/8HICT8RL4vn/iJQme+MOXgB7hDyn7WbiCt9OcgCxSDcoztoM5kWAX/zoSbUIRZzb/niBdeyHAfqmAF1JqEx8YJHE0cfQkCTdYXFEWFTZmRjCKnqfSG59/vLimtTuqd1lpt1GYUGBY29xtfQEt00uQJxWu6cmom3Rh3ZIZyl4M7kMpOztbnJdVsnQm1L8G4iBga5u9at3B659op3TlR7EDyxFUbs8ps15UaKpUzdlAvcwOh7GfBZ2QRMxvjmZfw75AF1rlegOCgfX0VtMgV8nhMPn5xUGIpoU06fQxk5UaDg69FaeqinPl9G+vmtkzq7lZOSMjUtRRFyVIOb12zA61PS8lPT54tj1RBaVc1I0m/1hJ/VhjAN81dy7IKJlakymFcfLRmY/eiAs3k2dOW/uIG9OEOY5kqNS0rJ4KV367cXFFkKG8i5wr0/0fIgUHlqAM+b38JRAAFSMGZvisBoF3PvSWuXxVyWi0xsq5/EBVzJg40yOHzxepMQ5Gmk/+jICkafb5kySvCP6JvhF+uxX82Fe1SFxsyNUXoDf5PnbQXbpnK/97p/qkIAAotQh3wsJPe9AC0ctbtsFdy0AOww1vXq5bg93NoMeqAR5z9qAP0o5apzWqzCh7x2tfytat8dHbo0JLvMPfUt5wb6XvO8/N95q2B6Lj9WrgIvCW8uxL6UFjgoiW3lN5S/fCSY5U31ax7qnPFjL6ep2auumID5zvK7NfSBvISUPH+MpMPF8JpgPnnRwqHu7I4wYCFdmnD0MDG9oIpy8KiJDnm0tz05gr1qiritdR4WWF3q0L6rqhbqA2TpP56Wfb4vPEzWrPaZ+eXzYoJj5iYoav4aPnMtiPI7EYWIOwP2a8ltpKfg0igcH9JnyCiwO0Z/WS37sRv6L+7tilQYd9GGxgVfp/selXoeJ/s4q/jWVsB1FuUJJ9BKFr8pJxIGnpw106TobSsuTRHeeJ+4pxca56RpVJHoc39lzbST7q9Nf4kIydvz5S5t6/TTJ+ZPb+rsbH2A0vNmhVLULHr3TSRx5zAdHHWxI0uzyxAsFtMyXMe6YCYareur/KWF+g77o8EZWitoMfa4DRZTE8gTUap7gBC/nW5whPfaACtJWZgfYv11DgxNoWbxh32xK5yjnnycEz6b7V9iuctXQNYkA3yhZfGnvocBJfJVx2qrQiF3dSbDsn/PSS+Uzxf6DOABQlAwflpn/rn4FCqFxV04xQ9xZsaerLse+2bBGX2WbSB7v6W5kId54VdSXb9yoS49cKmi4Opzsw1fI4UR84rhdccZDw3PBNcxQkdDs9q1eqBDfltts/5yzsFO5MVFGf5ZXVApq52LKH9stO2iN/yAcI+YL+TyMNzPt5jxgsbSvFkn+tcoDuHZdvMNTVm7YAyqKUNtDRovvBrycB8cawr/avZa8I7J8I+ALVEHt3tZTxeMu9QwzPukIWufKxj2Baf14xJEXAcQ81p5ky6Fmous6+d8zTIHGbk1Q5158avoYroz/BaNkCuMJ85wvpFGavdc4ORna6J9V32RfKyoEpxroHKkWWYs4xYIh7opkGKpWf4mmINVUQReJ+j8sMxS0CuMZ4rAY8Ubg1e1hvfV980aEe3E4/j91YVQhZrnydroRz+4Xc6Clbv4xyuPaijQWLh73quO7vwd6Ljuvn11SpYOmn/xkeIgmDODQcXcSP+at4rCwEBltrvJB6nzo3i/NDg5/zQVs07Ewgi7DPI9eQDQAmAVu08PZQbDRaVWSUcH8plEilrJNdXN85f3tLV0z2Qc0tv523oQ7jqtmxtTum+xMQ9a7sXGPKururZ1HJohqF5fBaMuekd9ImmRMCd3sYamKmgCjTgd2Sjy8DlXFIqLAq8ZzOEmn8L/UMwFjMFYFWoG1n6LbLNsQ3/Ja+mPfwcgVrqHaYTY982jwZL33OoIeLpo089xxkqqL63Af6nj48Qcitl8vudkJF+Q0b5RfcJwwgO4JdpEPtOjO3LdAoZXANnVEoIFtX3dwJR/gF9ya1OYggey5f+DGMZBYXkSwaL4nvc6d195VJyeXkxVrN5RFjNzvO5kKS4QnRuFyRUc+4wXE4Bq7kCyzM4rGYxPmhAqW4WERkAqnmhB3EOrOZzTqyqECTMY1UFkPKf3E4+fSI1V3jm7Obnqw1jc49kxmLvHxIu932Ctw9SznqnYxfJOBxnGA9u1jqWKAHlWygQFkC2pSKCHHI9hTHqgpy5Dq4Fxt++xrkw8inQWCc1JCiwz2LynNjCoaI/84D3QaEKwzDXMUbwkMICPtAsEZ5w8GjCfpGEXxZtYAKgCDtocOEHB0YP9oocfKuoT9+owU7M5xonFnromM+W0KTT7XHoGlhCDww/hxPjPmuCxX12Hcr5k5bZc/PiQ2TnPM8lxbjPqYFwn120eJNeiicNw0X4Sw+mEALeEyvkTx2zHHWjyU33TP+ljaNNSTf9h4f7qaG6WJbPZzhypCU2ZFQl+CeB1tARlHqEHLT/d3MZOnAbtwq+MEhEThgKwhfqCRXXK3UYjRqqi9kioCTUj1K/RojeBRtGD9lldM9Rmo3WCHjazWOrdWOAmwhVbhe0o9M6L+dqLhxYfQg4sC4HEUjrhjydRaAMp9XD7pbsZ9EaASO7clRaJz5DDVXrWjzHEbIg7h3mEzNQG3GR7hZ8hj6TkikhzmKnd4yqClr4RTB/yIkzbV3c8Qj6QD8uRRupizZlJMtSMk6c7KhMLjAV5V0zqe7UCpxYC2phVVb/n+fWdxp23mg8tUhV2FCWZyiP78uqT7zlzqMniXsc+ZGhhpxCbwAKAXdIHInGsxUHcen5Q0uF3GjA+70pS/dtvaJ8Wnbjc891m+uTy2a2W4yt7Y/mFqn1Ke2TI+QZHA26bE1xV0o0jJOnTtg+pfnoyes75SWV3Uol8ZATH+j77V+QAbk6eBmQwcigOggROHNq28/at5FTyOe+Wx6gJJcMvtf+KTAOzRZhX+UEi36F/bl/+KY3hVzWQWA2EY501z/2+2KKx1di6zG+UiOPuR6Il9pQLi58wzD9lRO5NKiLC78gTfDZC5suzggu6JmyD0ANkcfW4zls4pFSzUZDNTRxjsw1nFgoHg32Yg6u41sNPukURKjJFJabE0tJFFHJEqgjNFRYXLSUKi5UShfXTTrSDlleJhJzR2dKwpXtxYt6ttPGpRkZHfWxE2IsFWEkExsPYzIVWdRsNS2RatLiF6HHbmy/aSgfxtUWp437dN7ajjvIW7QTf9S0CzheTDOet9nBzVo+R6n/SXsvf6sdeM5SuSKsHaglDKwOzym5tznF3557TilWyHrqOaOoQQe+zrfSLuTxNJkiHhWWv/5yItioDJaScdBUCNVmYyF0IDMyrF6qMMrUCixw68O3PXJq3hJN9oaqA5C48ap9WXkvPZlmmF1AZa2NMyljZrURZH4qrLpvXc/krtswGOMbxx831l5TWPH2P1uO81CM2YraLSujwjpawmLst2kxxhOOZWUM+F2HSoIznGESpKxUwbB6joAEPny047VnU2rmFVC3xRdpJLPb27lFEXy65WjOukcSmeSKuh1LYua2oHHfSpsk//6A2QKSsZXz+wLBcYbp4wnCfzsOCn29QSDfEt2P8u8ezCAZlPvvNVDqZh/UlPrOQuyTQGKa/1zD/D2oAlQJOWxHfQ+K+TmC+8+tDlaP9N4z0e38mL8PTMR4NeNHeR/In8WHeA+40XnGHOr9n2gg/ynjoEGb/SPqHrYeKIRTDAsA0MgQMmm8Qs0ZTEadSZhN8UaDogQ6tE2dyZBmlSxBDVW0lGH13BxSm43kI1+UTWowf0JHy2I3v//6V1++9cZ18bYLWxfO27Rj9ryt24mdqafRJ7AC/bKzr6hOnr7sA0q3Fv2iaQ76S79UU1n5Bzjn4/PQ9HIzmnHwkTvuufPeB+CFgQH4M5h7w4YNhbNTZcpxT4DR0gzVCWxINF+NPjn9s7tCoZh4CP11TGlWQxVkC+A4aJSppQp50Hx+pKiv84Nl6fJg2Yz+a3bhhg03PDFOKRsLPpMh0Yz5fCQEink2+6O5EBhBdXA0Q2MMzNDpjUpoKLGEptew9/qou9GXd0ddz04/NX0gRBUn/rLn2LE9jc3Nb3uozNiMJTw0fXcfC0wLSfedQyHCPCfAmMklhHngVS7BTgmxWNxVbOzkEsL88CaXYOeKh1jcRkPZHwKAuIGtF97aKgAwSlQS6MW6H4RJKJfYWTRMvwffpPZ7MdN+2/bQSkfbHurGt+zFnALK/rQ/usVa4k63S/4usj3k669tD6mJ6T7i0bI38+TGk1iQANL5thP8WJ+DMClJLPwXvQiAvtaHEQmiPy+ycO9vmFCcvQ2f52Le+Rmfh3y8jU8sKPHw3BkaRH9eZDZ8fEe89eZtvoD19o8oI1uPX2ukAD0ACSoJP8clKok0BqozC6A5wcv8WQ+TVnYtmgeT5l48etffZt7ubSrZLjy9/voHiAwUfe5/9+z75FVitpeJFQoNHrL1QoOHdL1R4GUChsgHsbx98sElcV9s8JB9aHwg/dPgrgW+2eCbhnTsDbzS4G914UELsd//ZPekjOzwtX4YAW0B9MWDtgCq46RsuJkYKd/86JFXvvlWKTHbPG30yPjmR7+88M23qnmwzWN9a38eAGKp0zdxNk/wTkaZ0WyUcV5Kr9aqOM+U9sVj/7CtJHY+fNoOYAX2S8u++OKLL2DZwAA6GVxbWouKFreF8jbCCoQ8GzvphTb8mlPcHinimJjGU2LuJLmInc61TxgEdswLuQ8x7W59oOddg/Ds5CSgPewKpwM+LIs7zz2kftCD/cNsikUkDLyuHEG/3Bh99OsUlb+OTw7vF8f1+evXU45e+vcq0mF0qIcJeFS0+OCFd9EHJOYkf9eoAocwts14EZIUa5SpHRgiDMs4QUQY4d5aZzaJUETUZmOJWWc2CTAiDFvCI4UQ85YkdtYkxm1Y2X7H/Dn1fSW545OjEmubZOmxkkz9hmnz29WGufmSY3eQVaUYLaS6axU9saExrSNVld7ym6M8MEiZJApmGVqn7RtXXFWSnZ+obpzSP6+vo292Qe2BabtbjNVpxVu3C8AgDVVReExJ4L+pTkYF9Pjuwgn2oRajfejVZqPeZJErjDK1PEFeAbVSltBL+RE6xkd1Nk8tyZlx/BZ0MW3t/sbMFxuvLa+OO7g7bm1+XGsDFR1Z14z6c1af0Sk7putKdC17ejo/gtr9fQsFEI8kyZKCafMX/2LO/JbZ9a8cOt+yE12+6++GJgjnTykbV9p+rKm7vu11/C7kIADEDHacIydQAjfnuZ8EFeTm+Ifcz89gBfpf6mFIoaHBFm52M/EwF/0VgP8fAAD//6cczkcAAAAAAQAAAAUCj0iZ2FpfDzz1AosIAAAAAADL2b91AAAAAMvZv3X6+/z9EAAIFQABAAgAAAABAAAAAAABAAAHPv5OAEMQAPr7+noQAAABAAAAAAAAAAAAAAAAAAANNXic3JprmFTVme9/tfbau6o7CeAECJc0NxVBmwBlhBTECxBQw5FL091cYrwdQoKcHI2VQy4ntgljpFE6CkiHu4lOHFLdJmgShzQM0ybmNJiB3GyT0TFBSlHSMpGmnRi6u9Z53rXXboqCAnLM+TL1PP/nXXvvtfda672vd1VADPmplEOGnd7PuVOn+TudZka8jIV+Cwtjr3OjyrBMZZjqlfFB3UiVSvG/VIa0SrFOpUy3TlOt0zyq01yu09yg04zUaT6h08x3mKfTTFEZ9qkMGd3IzfIdS7PcHt/PlX4L+C3U+y3c4rfwsF/Nep3lm0GK2+S+SrFap7nQb2GjzrI1yLDGb2FDkGKh9LVU3q/m4zpLud/COr/amHgdcb8a/GrTrbP0VxnWypxVhpG6kbROm6Mqw6U6zXU6y306TZXO9sx3gG1n5R27VlnjKmnHy6jRWdboLBU6ywM6yyKvzL4/TmUYqrPU6TTvCVKU6DTv1Wl6aRjhlfFRdSU7vDLKdSPTVIaf6jSVrs8YnSYmz3WaySqD779m/qz+k4t0mluEZ3Ktl5mj3uVU68UkVYaBKsMolWGX3sIdOm2MyrBX1qcyfEK9ySCd5vagkRsdRuksn3L8Pg0JTMbKoJr1+VAp858qxe0qZV5QKfMbv8V0R/wvhG7ks0GKq6wM8lFtup1c77f8PgPiZSywMkgzJR8qZY6oFDUqZfarlPmlk0vE/1OxmPE6y3wrg3yIDERWaXrJWmW8M9BbZPyz0If9ZubI+mUOdj1pppyLih5L/yK0UnRX9MxvwddZBqqUaVIps0ulzIsOr6iUOaRSXKdSXCv2IHoYXGvtYp3YhkqZx6x9pFml03bNW1WKL4XUHBXq9bP83+q1sk5nKVUpSkWOwsvTaINp8fexRWf5hpVrlopCmoBr43XMl/mL/js62tHZ1h7TjCtGxVadvZR7rQxx13HRF5HZ+VKxc7E1a+ciX2fvYnOFVKUsbwYFTzLEb2az2L3fTKnOUuK3sNRv4dZQ1qY7+IHtc6PVtxeZ5VezxP8FC32P/6mzplGnzZvWRw1Axe+K/ISd/0bnKwbrNL3jfxLfZp5wvKwKfsMCfwdz4wNY4B+nKphi1/6As7fFOs1tej+L1CsMURn7bIDj05jgMdb5P6cuuN36xrXBaKu7vfLWOUlnWagncKmeQMr55UXeCYboR8NxrA/qZId+gmrx/aUZHi5p4eFElnkl1WyNf5Ct+i7WlU5iQwI2xD9o9cLaiEqZ5wSRDpyvjHRa7OZUexN/Izbv7OCiyC4i/hXqm13bBJGheTR/ztF7iWnU+xWsz9PlwnGuEt9wmt0X2KtKmYkqZcaolOlQKXO4cB6hfpv9Ts/vcWv8dM+aC/V7Gx/So+14oZ0/wpbgB8zz30uFIJJd4XyK2V3PPJy+eznmBw08pN/LUOFN/NvMi3+bRc6viz731VkukPnoNB+xY41mivcHxvotJue30D+Mk+G4zp88Glxux7Hf8coYFI2n00x3PvhrLm5+2I0xz8XPuYJgCnO9E8z2TjDAX8kAfT8VKmOeFZ9n++2gQuxDH7D6e7/wxsXbwc6W1qntoP6NvirFWv28jb1fd6jRWfO4zvKQbmO1zjI3aKAi+AmzfMNcr8wcPglWnoQ5rBu43yLNWJmPw2Y919pbZGuD9Ttcp7ezRvIiF8t76zX01jDcv5MRoot6AsN1mqkublkapFig26jX9zPbrrGVWq+BIcIjbxu1OmvzI9s3cTXz4quYV/J95gUrGKJnMDTYwNCggwHBFaz172edns4QvYJa/wVz2H/BvK6OkVTHGB/7hjmkNEmlQeBBUo8FdQgkd5OcTqXYYHO2FA+rDMcFHowXuFxMcKlAZfBCxIarDO+XvELyo7zrS9295xyOOzyeh/e7vGS/yrBGZUipjJE+t6iMeUVlTKc6CrHhJD3FePUfdt7jvT7UF0JluM1B5lWmYanKcK/DPoc14bzMz1TG/NSNJfe/mw/vQwwRqAyToHsH5BZC7vvQ9TnI/Qt0/why+8B8EXJPQu4SMFdC7g7IfQ/MATBL3PU+yO0F85mTkJ8Z6vAxMDdDbiWYN8FsATP3JGQ80y98p2tFOJ6MZZZB7jiY68Lx5P3crnB8Czdu7nE353+C7h/nXcsahkLuUDimHf9jkGsCcyGYTa7/5HDs3D+Gc899AMznw/7yXNZp39se9rH9PDAV0C3rS4PZ6vgl370rRO718H4sBmaq49skMPMKUHmynXvKrf/bkFsNuZ2hXHKPhfPu7gAzCMwY97z2pF6y1/kesb0Py31vp+nwW8wbogPBb8yu+NVml/ec2RVsNI/Hl5m9wQ/NFpUyo6M9h/4Fm/xm5/uy9Jd7QYpqybEkDolfjPYb/kiWuL3GJtt/P4vsfqPadAdrqLJ9v0R1cDu3qpT5V+sv25jlbWGWxH6VYoXezv+Qe/oQD1l/8iKzvH9llvf9sI+exyzxe3o537DPX7P93uM9ZJ9XBMMYp4+zXI/mBv9LzPLWMk5vZ7n/Y2bpzVwQxFkuPlByZblv4+b28J4dU9qjIaFAqPhK6zOX0tf6rTC+3er2Qt8UfxV4oD9KWXAHJfoQpZLPiA/2H+Er4rclnunfUiq5i8VF9NXPU+q/QqX+FjN1L/p69zJKxtDHuFG+beNLiirveeYKHP8fkFzb8ruNzfr4yZzMUsmPFrE+3o+xehWb/CdZILHW5sNXmOckbiWaGZT4KlvjMFEfsrLdqE+AUCvzZjZbua/iH/wfmBPyzfhkPuB7XGb7SH95byvDnNzrrcybrS6st3sBiaMnIHje7j/xf8cm/xHuTpSyKXEJm4K3GRRvZasd60nmJ66h3m9G232OrL+Neq+KWr+v+YvNOxpBYqSNY4IYtX4/BloetNp4UeGo7F+qvDb6SRyO4/aObazS3+GuoIHVQTN1fiujglbW6zY26mV8JGhljW4wnT17qizI+HqZjdPjbJy9xvzS5g7NDIhfY/e0yDzsfCTmt1JbeiULg0n0DToY5D/C4PgBHghuYq3wQHQ0/hlWB59mnbWBOMsT21gd/x3rfI/p3gmmRfdF7jZef90Yv5z3RPQ9k1hQ8s9UBPdS6Q9ipowXv4KqaNwevWykt/N54qczkHsCui6Drhus/NpY7TdzgW5jcKRX3mvUe+uo1atMt1dF3OrsPlZa2TeC71FuZXCIjXbdJ2kfHeN9wQcYqLsYZXWnldp4CfX+09SWKDbGb2alndsjdo8Y2c4YJ6eYq6tY6nj13uDXlPt/Tz/RG/0dPufoXXZeWdYGL1Lqf5bSiIqO98x1K5v0XmpFR/1+DPBbWC9ziuYWfTOyI5Fvsdy7J/f9BQslZ8vjx2U2b/Molzwnj6+W5uWi1flU9F10TuzD6k0BjdYp9ic6KHZidXUVF3hVVl6WPz20mZtsbn8VN8W/zLz4E0wPnmWaP40Z+uNMSwxiWPw7DJDcP76E2iDFrZJzBcMY42+mn+zVJAeNeAVmmotbXwCzA8y1YKpd/Pst5BpdLK8I79s42Qjdm9z928NvmK+AWRr2kefmnrDd/Sf3fGnYR37dEgdXh3GRIcD4EPb6HqAGWB3Cxk653ztsx4Z767hbnqlPsRc8Jc8lvkFM2o1ef3luJurvslBvZor3j5ToJST1H1mhxrLSm8UifZT7fI+75VqXM8o7ykzvHesL7vNLmWj79WemfoM5eiGlupnF+ikWe4ZSPYBSvZ4V8p6/k4X+f2eMvomVEdQE5ugS5vhHmV66genB+5kRrDJNaoPZpepoiB1hiD/FNOlKWZN5H5grICf5zT9B7jnIvaXq+JZ3JUPUi0zzmrk79gbEdvNJbwuBUH8U9bHd1PpJUmoPE4T6SSbrbXw4gtrDUoG3nBJBPMnVgsRXQ+hxpsmikssFsXrTFPThQ/owl+hKRntbuFAdYpiu5Eq1h/kytowrAGYA0x0VXJfXnhHKmU+GMC1gZoc5jc1/JJ+73umI3P+4ronV6prYHF0T07qGbbomNkbXcETX8LyuYYuuYbeu4T/0FXxd1fGMvoKnZM0yVzA/j+2md2y3eTu2mzLhi8y1Z74hb4oin2eFUHuYHfHRtZfkXY9VexgR8fdsiHh/Gv8ruVx4fiZYORzmkqAXo0uuIilU5BJBrs8EkVs+RH6F8JrNLre++d4gBvXA8a0YnPynCs3Xh+AerhXEtjNKvgm5csg9CGYkmIsg1wnmy7LPSHSRTDxBEsyPwDwt+g5mYbgHMXWxH4L6s/UzXwcT1/tt3wUOCyOd1jV8x+nFyxFfhZ9iL6K3ssbILs4m90jG3nJK5TuRPZwimzz+yrcju+jhp/A6T9b6RxBcAfEybtVt9LYxcCNr9EYG6xirJZbYvLY310tu622jl81vwr17hc3jjzFXH6NCH2N4vI5KvZaZPTWFI6y2OUyD6bRxNcxt5wYXMUcftHlMWG+HEd4fGOG1M1O/yfttniPxV/KnI6yW/ENyKy8L/hrwHiXpPQreYyS9qhDaI+l9hWTsLqrU70l6O0h6Q0jqESS9L5D0vkhSjyTpfZmk9wmSXqO7/79J+n3B80laDCepnw6pF+53LdQvQnjDSMo+WD1HUt/L5aqdpHcd471SxnvXW0if8bHdlNpnU22/8eoIeP+NUm+wa08j6b1I0kuE+2pbE2gnaZ9FfaYyPuoTv4U6nTXP6CyVKmM64mXmJzprWnXW/MwrM894cm3PEsyLGobrLCvUWyT1vzMr6GSoq88M1ln66u301e/Y2s994fcYEFxs89JVKsWd7qzkIZuDlbFEpxnrNZlnRV42d4UROs31ebWjKT01o6uYY3XG7u1s3ahOT2C4N9zxqJRA+CW8jL1FSewtEJ6qYyRjn6dUeGHxeUrVcoh9g2RsDkl1fchv4aV3M3g3M16dCHlvZS8yStn4U+pdQ6l3E0n1R4cjoF4lKfD22Dkk1Rtir7m1IWRvnHsEcv8Hcs/n0ZtD2L2y9Hk9Lyert3H4dNpz7uDqomen53keIfs6K6eT9dbo/KGQyp5zcnStUubXIUT+5kBUpy2k7uxhnTt7aHP0ZUd/Lnmp6EUhLXoW4ei566FuD3lyL5l/LlFIF5zrfOJM5xRnoud9XlFtjOh9RKNzi3PR03LiqA5b5IzDyipj/uBqlr3Cur2dR7Fzr78NPU/9K0bDM0Y+2XO+dQ55F6XufOVctFA+PWcr56CnnDOdgdr6zlkQnbcGx017cDyfMk1g60FnQDDEtAdDIP490x7/3klq60ZnQfCgaQ8ehMRQ054Ymk/pK+iptafM0yplnlUp83uVMm+qlPmBSplmL2bavRjoNaZdr8mn9LU40zmsyGGraQ+2QqLKtCeqIL7PtMf3gY3dZ0GwAuI5SNxm13g8+AmzzooDpj04AIn7THviPoifMO3xE5YeF0R8j/gY8UWlzOvuPLAiqpNFtTJbL3uXcnT/DSiK4nIxxwV/q3Wfbe5+i/mV32JelrbK8JKr678U1tHNcZ21+VkE4dvq4DAI4vND2P9oZEy7w3GVMq+plHlJYoTDT9x59huiW94+EKhMBHP8ND047uCuw/8PmO7gsPld/OPmZbEDb6fpEKgMl56JP/FPmV8FW83L8Xrzq+CAednWZcPa8UsaSAARVQ2ggFiV9WX2fzEx2fE3uJ0d5t/BXBzS3FydNl2CRPj+FL3MHFUpvunOWgTrNfy9hqUO9+o0HxOo/UxNIPv38Ftg+keQFC7WRp3XKjBNKsNMgW5lp8qY38aqc98N9/4n38mHdxmzbe6pbD6TtOcriqRO27P+W1x9Stb4PhdzhyeaGV2yn/U23jzASj2YL+q0Oei3MExnGZPYQV95x6+252C3Wb2pZoh8L96PEd4RBiTaeMx/zfw5Ab8LLmai3s8iy98Yn3T/PRno6OigkXFBIx+SvC4BszVszKOzNHxT4HVQrl9jUFDPt/0f8mX3/6N1ejGV/g/ZEG+N3e638KAaD3oxQ+1/Pxqo0ov5qEUrW+1/jVrVcN0a8/0Gc8Qnts9vUDW2fRotRKw5fCZUkP/sr73//wL1gt/AEr/B/NFvNUa3slagXuBGgfA33hYbF2+LDYuo18FY3cpT+hmWWNrKV3Url6oXuCFxWWxDYllsZ7yKPgF0BHCHvoZJ/jVM0M1crftxtYaLA6jS2LznApfnB361PSeWOH29yoRn3y5HjHK+/i6Xv0RXUu99hVr/x9ygMkxxZz27IZdz+AeBztocaqgay0rI7bX1pC+R9PfyEX8tyaA/X/MHMtO/iClBb1b6C7gkeJAx9r9QO1mYD1v7irCZKd6jeTWw9eB9zdY075Z2fv3LL2ViT93L1bzOVO+ydTP57lFm2j4vMSV20PyLrUeVmybBu2nLnlvdGdbM8tv6i4zrqVudR9vVaaKazeyePXpC9vGmSVebpvNp9+zzK1BqD/PtPB8yu+Ta22KagnuYIdCV4TuCYjUUfQcl0ToF+g5KozYwNq+GdrVQVcc9qo5PB79kTMm9XFh4bmjrHXHz09hB02nrgwcZpLdxQfRNuc7nrcy5gO+Te+Zy/jw9pa6of2+aBPntxFe5OhBZlp/a7vlmAbxmputKs8vyLq99ivwPc0lP+1ReXxg7aHYJbO2nQtYZyq1n3SHvS4U3uhL0s+C9yghdycBCan31YhuPd9v/D441jaL/1lbeMf0FATHOBpHdufrow6bpbM9FVuf6xvnAxev+jg4T+rf47l8L/1uMyedPIY8K77m68vQz9Smwk7HFvvlfCaqO51QdLaqOn/1/HWcPS2OYpgSmqQ9mF3TXQucz0HUz5MZD1xPQXQXdx6B7IHQthe566HzF1Xf2Q+5bkJvu+j3u3h0Z9pd+JzqhcyJ03QmdK6FzM3QdgK5K6PwpdD0MnW9Ddw10fxhycyA3A7p+Bd1XQbeCrknQdQS6RoKkn13joPMR6PyC5EaQ+4tDB+T+FPkOVc6nVDn9HS5Q5UxT5ebX4TmTeVtleEgQO2j2xw5SIj40z3+XFotbf43/dHXnc54hFPOv5+tri/nSojHWnTuUXEUyfo3ZZXFqLOzxu/nt84mj+X7atZ8SnOG+bef778J2Pk9Pysb8W348jeJtMV7l8ybWwdhYB5NjHfxdrIMnYx18NujFaJm/N0dihXlbV5q3i8WMYlTX8Dldwz97r9JLV9Iryvv0fOoLMK0QXh9LxxbC62PpxYVw9wcVwutj6dRCeH0sLZxHsX7F5lHs/shCeH0sfbfzKPbdCwvh9bG02PxmFsLrY+n5zqMYny8qhNfH0mLzmFUIr4+lp8wDchNVhkHixxxyoW+z/xt7R9qyP7Hnx1F+tkV0XGxKcsvcZMgtgdxnnH09FdkZ5LY5P/a0ID8nfDd5/Fl84Klnbs42i+WA5+PDzsf/5OeGxfLEYm3nl5oEZ/LN56qPuXpiVFN8tvD6XHVAlTL78lH43HuV4eJvJO793wAAAP//2P75bQAAeJwslV9MlOe2xlfzcEETE0rSc+EFnpyEc9Er00MaxaAtcdJwCgmp82FxoD1ECh2tYIXioaWkV/tuN94aL/d1L7aE7D9JMwqBCBaYGSjFMKjgMBXodGBmdNsKuna+X3vzy5M17/u8a613vd+Y2Stm/3HWXtGfD5m9+mqTyWp93GQNnjHpeKjVCCOwGQb8GvOMvW6v+zWrNfm41doxj1ut1cMTxBs8YrV2jl/D9bXWGerKFb9mb1iV19gbVg1r/ZodNXnGjuJzFJ+j+BzF5yh7j7K3jpV1VvXyV6uzaljrcXvL6j1jb9kJ2ODjdoxTjtlrfs2OcdYxq4FHYLjrmP2PZ+yYRdDvwibYQvwMug2Hs+h2GIOdHrd6q/KI1XNKvVWja9BHYC1rIugmGDrX41yPc721+7jVU+MJq/JrdsJe8xU7YdXoGs/YCTsCa4lEWNlEpMULdsLOoNtgO+z0jDXQqwb60ECGDfShwWo8bg12BNZ6xBrIsIEMG6zFx62BDBssSiRAt6PP+TX738oV+29rI9s28myrXLEWO2dVHrdzVu1xi1mVj1vMqn3cOol3hnEdV5PP6rhaYdTP6rgCf1fH1UYkhj7v4zquS/Cqj+ukAr+jk4r5HZ3SO6+YTqnR39UpRWCTj+mUmtGt6DbYDjs8rlP60Md1Sh/BLiLd6F4Yhxfgp7CfNQNwCH5hnTqlEY/rbfJ5m3waqaiRihqpqJGKGqmokYoaqaiRihqpqDGcZ522Kv9PnbbqkGr0/9JpRWAz/MgTOq04/MI+UoSzIpwV4awIZ0U4pUmNPqsmRWAzDPNsIs/31OR/0XtqhW2ww9N6T12wG/bAT2Af7IcDcAgOwxE46mk1k1UzWTWTVTNZNZNVK1m1klUrWbWSVStZvW9VL5/rfasOqUaP631FYLPHdUaX/b7OaNDvK0qvouEkK0rHolYDj4TUO1ZSFIeoIt6pqJo8oyg+UbWiwxuJqh3dQbwTdsHzsNu/VVQfo3thnPWfoi/BfjgAP4dD8Kr/SVH9Pzqclqi+RI/ArzyugCoCqgioIgjfo4LwPSpgtgNmO2C2A2Y7YLYDZjtgtgNmO6CKgNkOmO2AWgKd928VMOEBEx4w4QETHjDhAVUEVBGQf0DOAdm2cWttisLwvtq4r7Ma9pzOatRz+kAdntEH6oLdsB8OwCE4DEfgqGfUjls7bjHqjVFvjHpj1Buj3hj1xqg3Rr0x6o1Rb4x6Y9Qbo9IYlcaoNEalMSqNUWmMSmNUGqPSGJV267LfUbcG4VX/m3rU4d+oRx96Uj3qQp/3hHo4pUe9xD9Bx9EX4CXW9LP+Mr8OoAfRQ+hhOAJH/RtdUId/pwvqgt2wB37iWV1QH7ofXoEDcAgOwxE46t/pojr8sS7q/3xDF9WF7oY9sA/2wytwAH7O+iH0MPySyAj6K/SoP1Yf/n049+Hch3Mfzn049+Hch3Mfnn349NPnfvrcT58vq8Pv6LK6YDfsgRd9XJfVj74CB+AQHIajfkef4fkZnoO4DeI2iNsgboP4DOIziM8gPoP4DOIzpIv+WEO4DeE2RIZX1QG7YDfsgf3wChyAQ3DYl3VVI+hRX9YwnsN4DuuqL2uEyAiREU4ZJTJKZJQ1N63KD+umVbvpptV4TjftCLzkY7ppIz6mv1eueJ3+AROatBYlNGuHldCc55TQPEz6vBJK+Q0llPYxJbRIZNk/VkIZ9AN2PWT9LtyD+2G8csWv65YSPqZbmvJ53dK053RLs+gkOoVOw0UiS+hldt2DGSL3YdFzuq2E39BtTaKnfEy3cb6N823NwSTxFEzDReJL6GV4D5/7xPdwKMOnPqYJOjlBJyfo5ASdnKCTE3RyQgn/WhOa9HlNcPoEPZygugk9gOvEH7E+69c1oZ+IbPsNTWiH+M9E8kQKRIrwN/gcHsAXPqZJTdthTSoNw75NahlmieSsTpPKo4t2WFOsnyK3KW52Simr05TScJlf71mLprjTKeU9p2lubZq6ptk7zd5pujpNV6fp6jT9nKaTM5q2Fs3QgRlOmeGUGfKc0TI6Y4c1w1kzysFwfmb1wOp0l/hdInf11HOaU8LnNceNz2kKzhJJw/BO53Sf+CMi257TglW9DFn9cl4L3OACN7ighLdoQZP+tRZwW2B+FjRL5C56Dob1LiiFTsNFGJ64QL0L3PKCHrE3SyQPX3hOSTJPknmSU5JknuSUJLOa5BUk8U/inNQykXtEMjDsSZK3ltQmehddgmGXUlbldUpZtR9WinpT1JuySz6vFLOaYlZTmrI6pcgkRQ4pLfqYUvQwpQdE1olk/YZS+gm9Bbfx2fHrSimP/oVdBX7dJVJEl+Ezfv0NPocH8IXPK80rS/PK0lZD5AgMX1maV5ZWwnuV1qRfV1qzRMKc0+Scpj9p7iKth3Cd+AYM7yWtLNxkZc5vKE1FaT2GW3CbNTv8+jORPJFf0AW4S6TMKU+I/As+gwfwhd/QIve+SM6L5LzIq1nk1SwyRYu82UXd9++1qG2f1xITsqQ5/15LfMGWqHGJb+ASr3KJb+APemAt+oH3/gMvfYUJuaf7PqZ7fNtXyWGV2VvlO7mqaSKz6LvoOX5NolP+pla15Ne1qmXv1aoyrAw9VytXvFcZ5ifDlyFDthncMlSU4eud4S4yekQknNUM1a2RzxoOazissXeNb8Uar2CN+V+jM2u85TUc1nB4wLfigZ76vB7y60Pu9KFycJvIDnoXFmGZ+O+7fiWyD8MXus77XedlrSsLN+E23IF5uOvzWuefYl1FdAkd/l+s61cioeeGVXmLNqza67TBl3+D3Dbw2SC3R9Ty6A9dRIe5ZckkSw5ZTs+yJsu5WSrK8j+VpaJN7n2TzDfx3OT7s8muTdbkqDHH68ixMod/jr7lqDSnHX7Nw11YhCV+DWvMUeOWtu2wtqhli1O2WLPFV2iL3m5TxTZnbbNym5Xb5L9NVjtktcPKHTLZYeUOK3dYuYPzDp55JipP5nnW5+lqni7l2ZXXHpEiuox+Cn93CG+nwOQU8CngU8CngE+BPhdwKNDnAg4FHAo47NLzXTLfZc2unvr32uUG96zKe7Vn1d6iPXLeY4b36PMeNe6R7Z6KVqci64usL/LdLvLdLtpI+CtdKpJzkX4WcSuSeRHPIpkXubuiCuhd9B4rS0TK6H10WEWJ/EtkWMK5RB9KuJXIs0Q3SnSjRB9K7C2zt8z/XZlMypxe5twy81zm3DK7ypz7hL49YUqf0IFnRJ5x1nPteYue66m3aB//fXLb56b2OWWfDPfJcB+HfTLc5xb2ye2AvQfsPWDvAbsO2HXArgPm5IAJOWC2D8IMKw6Fd1FxKLyLikPhXVQcCu+i4lD4H1px0qr864qTVu29FSf59SS/nvzj1xGfr/yx8kcfr1wx+bXKFTsb6soVH69c01+9rnJN/4Qpb6kMv3JvVq7pnrf8OwAA//9nWPipAAAAeJxciH9Y5IMat+/nx3fN7rar3Q2DwWAQQgghDEIIIYTQoWUQhtMhhNCu0BInK4QcOSeEQQghDAaDEEIIIYQQQngv1/v+9T7XdV/3/Xn4v1fw/1EDtIM4SCdoOegsWBSsFqwbPAc8Dp4EbwXvAc9AUAhBNQRpmFMKc5pgzjisUg2rtEMoBqFOCGVgbgjmFsHcGpjbAnOnYd4kzI/B/D7ICUNOM+T83WOwoAIWNMOCLlgwDgujsDAOCxthYS+smgerJmHVWchNQO4MLIrAonpY1AWLxmFxDBZXweJmWNwDi9OweAKW5MGSQlhSAUumIK8C8nphtRxYrR5WG4DVy2H1Tlg9A2vkwRoVsEYdrDEB4SIIt0B4EtasgDVbYa1cWKsW1krBWhOwdj6snYC1+2DtaYg0QqQD1onBOnWwThesmw/rZmC9SlivH9Ybg2g3RDOwfhNsEIENamCDZtiwCjashw37YMMZiFVDbBRis7BRJWzUARv1wcbAxoWwcT1s3A+bRGGTfsivh/xx2LQQNm2ETbOwWRls1gGbO2xeAZtPQ0ERFDRAwSBsEYItimCLGtiiHbZIw5alsGU/bFUIW/VAYT4UDsHW5bB1G2wThm2aYJsJ2LYKtk1DUQiKElA0C9v1wvbVsEMe7DANxT2wYwPsVAU7TcPOdbDzOJTUQskY7JIDuxTDLnWwSyfsmg+79sNuEditGXabhngrxGdg9yLYvQ/2yIU9krDHCOxZAnt2QClQWgOl3bBXBeyVgr3rYe9J2CcDZXEoS8G+hbBvN+wXhv2aYX9g/3rYfwbKm+AA4IB6OCAFB8bgwAY4yOGgUjioHyqiUJGGg3Pg4BY4JBcO6YdDy6ESqGyCw6JwWD8cXgOH98IReXBELRwxCFURqGqAqi6oysCRITiyDI7shKMcjiqEo8rhqC44OgeOroOjB6E6H6rboDoLxwDHFMAxjXBMBo7NgWPL4dhGOLYbjh2D4/LguCo4rh9qwlDTDjWj8I84/CMFx+fB8Y1w/BScUAknjEFtNdSOw9JqWDoKJ7bASSE4qQpOmoZEDSTG4eRiOHkUTqmHUyNw6gDUtcJpFXDaDJzeDqfPwBmtcEYGkiWQbIDkMJxZB2fOwlk1cNYA/LMY/tkD9YVQ3wv/isG/2uHsfDg7BefkwDm1cE4KGvKgoRoaOqFhCs4tgHMb4dxBOC8M51XAeWk4Pwnnp6GxABo74AKHC2rhglG4sBwuzMJFlXDRADTFoKkXmkbh4gq4eBguicIl7XBpGC5tgEvHoRloLoTmFmgeh2V5sCwBy4ZgeRSWN8LyKbisEVocWpLQMgSXV8HlI3BFMVyRhStL4comuHIKWiuhtQNW5MCKSlgxDFeVw1WDcHUErq6Dq0egLQptCWgbgmuK4ZoOuDYXrm2Ga6fg3+Xw7wFoj0J7MbTXQHsPtI/CdU2wshhWTsD1cbi+C66fhY5a6BiGG2rghhTcmIAbO+HGIbipHG7qh84YdLbAzQ4318PNU3BLAm6ZhFsTcOs4dFVBVxpui8FtE/CfEvjPDNxeCd1x6O6HO0rgjjT8tw7+OwD/y4H/paCnFHqm4c52uCsP7mqDuybg7nrozYPeXrinEO4ZgnsL4d52uHcY7iuE+3oh1QqpSbh/FB5ogAdz4MFa6ItCXyM8VAIPtcLDefBwLTw8CY/E4JFqeKQDHhmG/mroH4JHq+DRIXisGh7rh8dL4fFuGIjAQAs8ATxRB09G4Mk0PBWCpxrhqWkYrIPBPng6DE9XwzMOz7TDsxF4NgHPDkDaId0Hz8XguQw8XwnPZ+GFOsjkQqYFMpPwYh28OAYvReGlBnhpBF6ug5fHIBuFbBZeaYBXxuDVWnh1HF4Lw2sJGArBUC0MpeH1MLzeD28Uwhs18EYa3qyGN/thOALDnfBWDN7qgrcm4e04vN0D75TDOykYyYORdhgZh3dr4N0xeK8W3huG90vh/TSMlsFoGj6ogg9G4MN8+HAcPqqHj0ZhrBjGUvCxw8dJ+CQEn5TBJ7XwSRN8koVPw/BpJXyagfE4jPfDZ+XwWT98ng+fV8HnQ/BFOXyRholymGiFiSx8WQBfJuHLIfjK4asi+KoDvga+7oJJh8kGmMzCN1XwTQq+DcG39fDtGHxXAN/Vwnfd8N0oTOXCVAKmRuH7OHyfhR8i8EMCfuiHH3Pgx1b4cRqm6+En4Kci+KkDfhqGn6bh53r4eQR+KYZfBmGmEX6Nw6+T8FsH/F4Mv0/BbBJmU/BHGP6ohD/64c8S+LMV/pyFv8rgryb4qx8hgtCA0Icwg0gEkQpEmhDpR2QC0TxESxFtRXQYMRDLR6wSsSbEehDLIjaBuCMeQ7wU8RrEGxHvRHwA8UkkyEGCYiSoRYIWJOhFghEkmEbm5CNzSpE5zcicLLJKBFmlHFmlCVmlDwmFkFAMCbUhoTQyNweZW4DMrUDm1iNzO5C5/cjcEWQeyLx8ZF4FMq8HmZdF5k0h88PI/BJkfhMyvxOZn0HmTyM5cSSnDslpRXJ6kZwskjOJLMhFFhQiC6qRBQ3Igg5kwQCyYBZZGEYWFiELa5GFTcjCHmThDLJqCbJqAlm1DVm1F1l1GMkFyS1BcuuQ3E4kdwhZBLKoGFlUiSxKIovakEV9yKJhZHEusrgEWVyDLG5CFvcgi9PIEkeWxJEl1ciSZmRJBlkyi+SVInmtSF4PkpdFVstFVitGVqtGVmtFVhtAVg8hq8eQ1ePI6glk9X5k9WFk9SlkjVxkjUJkjWpkjSZkjR5kjSkkHEPC1Ui4GQl3IeFBZM1cZM1SZM1GZM0OZM0BZM1xZK0cZK0CZK1WZK0pZO0mZO0eZO0Msk4SWacdWWcQWWcWWbcQWbcSWbcBWbcPWXcMWS+ErFeKrNeHrDeKRHORaCkSrUGijUg0jURnkPUjyPopZIM8ZINiZIN2ZINxZMNCZMM2ZMMxJFaBxFqQ2AiykSMbFSMbVSEbNSAbtSMbjSMblyIbdyMbp5GNZ5BNSpFNapBNupFNJpH8CJLfiuQPIZuWI5u2Ipumkc0qkc3qkc26kM2GkM1mkc0Lkc07kc37kc2nkYIYUlCDFLQhBRlki0Jkiypkiz5kiylkyzxkyzJky0FkK5CtapCtsshWs0hhKVKYRbYuQbbuRLbOINsUIdv0INvmI9vWItsOI0VFSFEnUjSBbFeCbFeFbNeObDeEbB9Btq9Eth9GdshHdqhGduhHimNIcTNS3IsUTyE7JpEdU8hOuchOrchOA8jOYWTnJmTnEaQkgZRMI7s0IbsMIbsWIbt2IrvFkN26kXgREk8hu8eQ3VPIHlFkj0pkjxZkT0f2LEb2HEBKw0hpJ7JXAbJXE7LXBLJ3CbJ3Ftkniewzi5QlkLIhZN9KZN80sl8Rsl8Dst8ksn8Lsv84Ul6IlHcj5RPIAQXIAa3IAdPIgVXIgR3IgcPIQRXIQSmkIoJUtCAVGeTgXOTgJHJwN3JILnJIF3LIAHLIJHJoIXJoD1KZi1TWIpVTyGFFyGGdyGFDyOEh5PBq5PBJ5Igc5Ihq5IhWpKoGqRpFjsxFjkwgR44jR+UjR9UiR3UgR4McnY8c3YwcPYFU5yDVFUh1GjnGkWOKkWOakWMGkGNmkWMrkWP7kOMcOa4OOW4cqalAaqaQfzQg/xhDjgc5vhw5vg85oRI5IYvUgtRWIbUDyFJHlsaRpfXI0gyydAo5sRI5MYWcOIKcFENOSiMJRxLFSKIRSaSQxBRychw5uQM5eQw5JY6c0oucmouc2oLUOVLXiNSlkNNykdPakdMGkdOmkNNLkNN7kDNCyBkJ5IwxJBlDku1IMoOc2YqcOYacVYmcNYD8sxz55wBS70h9GVLfg/zLkX81IWeDnN2MnJOLnDOMNDQjDRPIueXIuWPIeUnkvAHkfEfOTyLnDyON3cgFdcgFM8iFzchFdUhTFLk4hFzchFw8ilySj1zShFySRi6ZRS6NIpeWIs0gy2LIsmZk2TiyvBJZ3odclo9c1oVclkEum0Ja8pGWaqQljVweQ66IIFeMIFc2Iq0RpLUXWRFDVvQgV0WRq/qQqwuRqweQtgKkrQ5p60XaJpBrYsg17cg1s8i1Lci/Q8i///YM0p6PtFch7R1Iexa5LoJcV4Ncl0Kum0FWFiErk8jKNHJ9BLm+Ebl+FOmIIR31yA0h5IY25MYa5KYYclMc6SxBbga5uR25JYLcUo/ckkZujSK3NiK3DiC3ziJdFUhXN9I1hdxWjNxWidyWQv6TRP4ziNxej9w+iHR3Id1TyB0NyH8d+W8r8r8GpKcQ6RlE7ixH7uxD7gojd1Uhd3Ugd40hd+cjd3cjvblIbwvSO4vc04rcG0bu7UDuy0Xuq0Hu60dSuUgqiaSGkfvjyP1dyP2zyAP5yAOVyANZ5MES5MFO5MEZpK8G6UsjD+UhD9UgDw0gD0eQh7uQR4qQRwaQ/jjS34s8GkEe7UQeiyCPtSCPTSGPVyKP9yMDechAPTIwgzzRiDwxjjxZjjzZhDw5gTwVQZ5KIE8NIk9NIYM5yGACGWxHBvuQp0GeLkSerkGe7kOeqUKeSSHPTCLPRpFn48izNcizbcizY0g6B0mXIOl2JJ1B0hPIcyHkuWLkuXbkuTTyfAR5fgx5oRR5IYW8MIZkipBMCslkkcwU8mIMebESeXEYecmRl6LISyXIS1XIS/XISz3ISyPIy468XIS8XI283IG8PIBkw0i2Csn2INkh5JUw8koR8koD8kof8mou8moB8mot8moKeQ3ktTjyWjvy2t97AhkqQYaakaFR5PUy5PUW5PUR5I1C5I0E8sY48mYcebMOebMDeTONvDmODOchw+XI8CzyVgPy1hTydi3ydjfy9hDyTjky4shIFTKSRt4tQd7NIO/FkPdSyPs5yPtlyPujyGgFMjqCfNCIfFiGfDiBfDSLjJUiY2nk4wrk41Hkk1rkkzHk03Lk0wwyHkHGm5DxUeSzMuRzkM/HkS9akYlSZGIS+bIb+SqOfDWFfJ2DfN2NTFYi38SQb3qRb6PIt+3Id45814BMFSLfO/J9CfL9BPJDBPkhjvwwiPwwhvxYjfzYi/w4i0zXItNZ5CeQn+qRn/qQn0aQn2aRn6PIz+XIz4PIL478Uor80oz8MorMVCIzaeTXIuTXTuTXWeS3KuS3QeT3MPJ7LTLbjvzhyB8dyB/DyJ+1yF85yF99KFWoxFCtRa0B9QTqM2jQgs6pQudMo6u0oaFiNDSGzu1B5xWh8wbQ+WXo/DE0pwFdEEEXTKILm9CFY+iqg2huAZrbgS4Ko4va0cURdPE0uqQWzQPNq0PzRtHVKtHVsujqlejq4+gaA2i4C10zha5Vj65dhkYiaGQcXacOXdfRdXvR9WrQaC4azaLrJ9ENCtENMuiGNWisBN0ogm4cRjfJRTfJovlZdNNudLNGdPMqtCCOFoyhWzSgWxagW46hW9WiW2XQwh506xp06yl0m0502zhaFEKLKtCiaXS7KnT7HHT7PnSHErQ4ihYPojuWoTuOoDs1oDsXojsPoSVd6C4xdJdZdNcxdLcKNB5G40VovBvdvRzdw9E9atE9Hd3zb3eipfnoXt3o3r3o3kPo3hPoPgXoPq1oWRgtq0DLUui+eei+Dei+o+h+beh+/eh+4+j+pej+vWh5BC3vQQ8oQA/oQg9sRw+qRivCaEUPenAxevAMekgbemg+emgarWxEDwujh3Whh+ejh6fQI8rQqiK0qhM9EvTIKfSoHvToJFpdgFYPocc0o8cWoMdOocf1oTXFaM0A+o9y9PgS9PgMekINesIIWtuKLq1Fl3aiSyfQE1PoSYXoSa3oScNoogBNVKOJv3sWPbkEPbkBPTmFnjyJnhJFT6lHT0mjpxaipzahdaB1vehpxehpDehpfejpjp6eQE8fRk+fRc+Io2e0o2fMosl6NNmLJifRMwvQM1vRM2fQs5LoWW3oWRn0rCn0n3H0n93oPyfR+hhan0Trp9B/NaL/GkXPzkXPjqNn96Bnj6BnT6PnFKPnJNFz2tFzsug5s2hDAdrQgjaMo+eWoeem0XMn0fPi6HmN6Pm56Pk9aGMIbUyjF4TRCxrQC0bRC0vQC3vQi8LoRe3oRf3oRZNoUzXalEYvjqIX16EXd6MXj6KXFKOXtKCXjKCX5qOXdqCXptHmQrR5AG2eRJcl0GXj6PIourwUXd6ILs+gy6fRy5rQy1JoSzHa0oe2TKGXt6JXRNErBtArS9FW0NZ2dEUMXdGGrphEr2pDr85Br25C28JoWxnaNoxe04Je049eM4Fem0SvHUP/nUD/PY22N6HtM+h1A+jKKLqyFr3e0esb0Q5HO+rQG0BvaEZvGEFvjKM3dqI3JdCbptHOdvTmfPTmLHpLDXrLLHprBXprGu0qQrtS6G2F6G0t6G3D6H8q0f+MoreXo7d3oLePot1VaHcX2v13z6B35KF3lKJ3dKN3jKL/jaL/LUX/O4T+L47+rxftCaM9ZWhPF3pnBL2zF71zBr2rGr1rEL07H727Dr27D717FO0No71JtHcUvacIvacVvWcQvWcGvbcSvbcVvTeF3juM3juD3hdB7ytD76tH7+tF7xtCUzloqhG9vwK9fwp9oAZ9EPTBJNqXi/Y1oQ8VoQ+NoQ9XoQ9n0Efi6CMptD8f7e9AH81HH02hjxWhj/Wij82gjzeij2fQgXJ0oB19Ig99ohl9sgB9chB9qgV9ahAdDKOD7ejThejTSfTpLPpMDvpMHfpMH/psGH22BU3noekEmh5BnytEn+tEnxtFn4+iz9ehz/ejL4C+UIa+0Ia+MIJmQmimCM0k0UwPmhlGM7Poi0Xoi7Xoi33oS3H0pVb05TD6ci368hSaLUSzrWg2i76Sj76SQF8ZRF8Noa/Woa/loK/1oUM16Os56Ott6BuOvtGCvgn6Zh365hg6XIYOD6BvFaNvNaNvg75djr49jL5TiL7Ti74zg450oO8WoO9m0fdq0Pdz0Pf70NEE+kEe+kEa/TCBftiJfgT6URH6UQf6URYdK0TH6tCxEfTjMvTjXvSTUvSTIfTTOPppNzpehI4Po59Vop+l0c+L0M9T6OeT6BdF6Bct6Bcj6EQhOtGMToyhXxahX7agX46gXxWgXzWiX2XRr8Po10n06zQ6GUIna9DJHvQbR7+Jo9+0od9k0W8j6LcN6Lfj6HeV6HdD6FQrOjWMfh9Bv8+iP5SiP8bQH5vQ6XJ0ugf9KYn+NIv+PI3+Uo/O1KAzA+ivzehvjv42gv5ehc7mo7Mj6B8j6J+N6F9J9K8pjDQmjkkDJhOYtmHmmPViDuZtmI9jQT0WzGBz+rFVCrFVxrFQMRbKYHNj2NwmbG4vNncCm1eNzRvE5iew+bNYTgu2IIQtaMcW5mELs9iqjVhuAZabxRZVYYuGscVJbEkIW9KN5ZVgq4Ww1Yaw1TuxNWqxMFi4A1sTbM1qbM1pbK0mbO08bO0uLFKIRfqxdRqwdQuxdaex9VJYNI5FM9j6Odj6CWz9XmyDELZBI7ZhCNuwEYuFsFgXtlExttEYtnELtkkhtskIlp/CNm3BNh3HNivBNuvBNs/DNm/CNp/EClqwLaLYFl3YllFsyz5sqzJsq1GsMIkVprGtw9jWjdjWY9g2pdg2Pdi2YWzbZqwIrKgRK5rBtqvHto9i22exHWLYDg3YDmNYcRlWnMJ2DGM7prCdSrGdmrCdBrCdQ9jOldjOXdjOk1hJAisZx3aJYbvUYLuksF3Bdq3Adu3Cdotiu3Vi8Tws3ortnoft3ontEcP26MX2LML2HMBKK7HSSWyvZmzvCLb3357E9qnF9hnFyiqxsiy2bz22XwTbL4ntN4ztX4ztn8XK67ADcrADBrAD67CDIthBWayiFzu4FTskjB3SjR1aih06jlU2Y4fFsMOmscMHsSNKsSOyWFUJVtWLHRnCjkxgR7ZhRw5gR8Wwo1qxo8awo4uxo9NYdSVWPYsd04UdW4Udl4sdl8FqmrB/JLDjy7Hj+7ETotgJnVhtGKttx5bmYksHsBNrsRPHsZNqsJMmsUQDdrJjJ7dhp5Rjp4awU5PYqcNYXTlWl8ZOK8FO68NOr8bOADsjhSVrsDOj2Jlj2Fld2D9rsPoK7F9x7F+j2NkN2Dn52DkjWEMLdm4xdl4YO28aO78Va8zBGruwC2LYBf3YhUnsomLsog7solGsKYY1JbGmfqxpArvYsYuLsIubsYsnsUuqsEv6sEtj2KV9WHMF1tyGNQ9jy8LYshpsWTe2bBxbHsOWt2PLh7Hls9hlJdhlTdhlo1hLBdbShrX0Yy3j2OV52OWV2OXt2BWOXVGHXTGAXZmPXdmOteZhre3Yigi2oh+7Khe7qgK7qh27agS7uhK7uhW7Oo1dPY61NWHX5GDX9GLX1mH/LsH+3Ye1F2DtPdh1Mey6Tuy6Aey6Sey6WWxlDrYygq0swFaWYCvLsZXV2Mo6bGUjtrIVW9n5/+jHVk5j18ew6yux65PY9a3Y9d3Y9YPY9RNYRwTrKMc6GrGOXuwGx26oxm7ow24Eu7EIu7ERu7Ebu3EUu3EWuymC3RTHbkpiN3VhnQNY5xh2cxi7OYHd3Ibd3I/dkofdUojdUo7d0obdksFumcVujWK3lmK3NmC39mK3zmJdzVjXBHZbKXZbA3bbCPafOPafMez2JHZ7L9ZdhnUPY3dUYP+txf5Xjv1vCuupwHqGsDursTtT2F052N352N0DWG8Z1juM3VOG3TOO3ZvA7gth93VgqQiWGsHuz8fu78UeyMEeGMAemMAebMP6EthDIeyhUezhbuyRMuyRDuyREaw/jPVXYf0dWP8M9mgV9mgGe6wMeyyJPdaBPTaEPTaJPR7CHi/GHs9gj09gAxXYwDD2RBX2RA/2xDj2ZBR7shp7sh17sh97yrGnKrCn6rCnWrCnerCnMthTE9hgCBssxAarsMEmbLAHGxzBngZ7Oh97uhJ7ugl7ug97egx7Jgd7phR7Jok904k9M4w9C/ZsAfZsDfZsG/ZsGkuHsHQxlq7D0iksPY49F8aeq8aea8OeG8Sed+z5Muz5Nuz5SeyFEPZCDHshjr1Qjb3QgGUmsJfbsVcdezWKvVqOvZrAXv37l8JezWKvTmCvOfZaFHutGnutHxsax16PYK9XYq8PYm+EsDcy2Ju12HARNtyHvVWCvdWLvR3H3u7C3p7A3inD3unFRiLYSC020o2NTGLvJrD3HHtvFHu/DHu/BXt/HBstwEbrsdFebHQS+6Aa+6AZ+6AX+7AE+zCBfdiGfTiAfTiOfeTYRwXYR5XYRwPYWB42VomNNWNjf+9Z7ONq7ONm7OMh7JM87JMa7JNu7JNR7NM49mkCG8/BxlPYZ43Y52XY5ynsiyj2RRc24dhEIzaRwb4swr5sxL4cx75KYF+lsK9zsK8bsa+nsMk6bDKLfVOKfZPGvq3Avs1g35Vh33VhU2XYVBb7Phf7vgb7vh/7oRD7oR37MYb92IdNh7Dpamx6BvupCvupH/u5Bvs5i/1SjP2SwWYi2EwS+zWM/dqM/TqF/TaG/d6Gzcax2WnsjxbszxD2Zxr7K4H9NY3Ti0sEl1Zc47j24hbGbRT3KtyH8aAHn1OIz+nHV4nhq7ThoVw8NIbPTeDz4vj8XHx+C55ThC/Ixxek8YUd+Kq9eG4CX1SFL07gS6J4Xi6eV4+vVomv/jdpfI0CfI1+PFyNr5mLr5nE18rH147ha2fwSB2+TgW+zgi+bgO+XhhfbxCPluHRMXz9Inz9Fnz9AXyDcnyDTnyDSTwWwmMpfKNSfOM4vvEwvkkBvkkzvmkM36wB36wL3yyDbzaDb56Pb96JF+TjBVl8iw58yxJ8qzC+VTdeWIgXNuKFs/jWcXzrZnybUnybIXzbKL5tEt92Bi+qwov68e1q8O0G8e2j+Pb9+A4hfIcqvBi8uAYvHsR3zMN3bMB3HMZ3iuM7zeA7d+ElZfguBfiu4LsO47s14vEcPN6J716J7z6N79GO71mC7zmOl7bie5Xie83ie/fh+5Ti+/ThZTG8LI3vW4rvm8b3q8b3G8b3L8b3n8DL6/DyUfyAXvzAGH5gJ35QDD+oAT8oi1fE8YoUfnAUP7gdP3gEPySCH9KGHxrFDx3AKzP4Yf344WP4ERP4kTn4UXn4UWP40W149Qh+TAg/pgg/Jokfk8KPLcSPbcKPncaPa8WP68ePG8drcvGaErwmgde04zWDeM0k/o92/B+D+D8m8ePD+PGl+PFJ/PhO/PgMfvw0fkIufkIJfkICP6EdP2EQP2ESrw3jtaV47QS+NA9fGseX1uFLO/ClaXzpFH5iBD+xDD+xHj+xCz8xi584g58Uw0+qwE9qxE/qwU8axk+axRP5eKIMTyTwRAue6MMTY/jJOfjJxfjJtfjJbfjJA/jJE/gpefgpcfyUOvyUDvyUNH7KFH5qBD+1DD+1Hj+1Cz81i586g9fF8LoKvK4Rr+vB64bx08BPK8BPq8JPa8ZPn8DPyMPPiONn1OJndOJnZPAzpvFkFE8m8eQkfmYYP7MUPzONn5XEz+rEz8rgZ03j/2zB6wvx+jT+rzr87AR+TjN+Tgo/ZwhvcLyhEG+oxhta8IY+vGEMPzcHP7cYP7cWP7cNP3cAP3cCPy8PPy+On1eHn9eBn5fGz5vCz4/g55fh59fj53fh52fx82fwxhjeWIE3NuKNPXjjMH4B+AUF+AVV+AXN+AUp/IJR/MIQfmERfmENfmErfmE/fuE4flEuflEJflECv6gdv2gQv2gSbwrjTaV4UxJv6sSbMnjTNH5xFL+4HL84hV88hl9SgF9ShV/SjF+Swi8ZxS8N4ZcW4ZfW4Je24pf245eO4825eHMJ3pzAm9vx5kG8eRJfFsaXleLLkviyTnxZBl82jS+P4svr8eVt+PJefHkGXz6OXwZ+WRS/LI5fVoNf1oRflsVbInhLAm/pwVsm8MsL8csr8Mvr8Mtb8ct78csz+OUT+BXF+BUt+BUZ/MoQfmUZfmUHfuUE3lqMt1birUm8tRVv7cFb0/iKPHxFIb6iHF+RwFc04yu68BUD+IoRfMU0flUuflUFflUbftUQfnUufnUBfnUNfnU7fvUQ3uZ4Wx3eNoi3jeLXOH5NCX5NPX5NF37NOH5tMX5tD35tFr92Cv93J95ehrdP4tf14ytn8OvH8I4UfkMcv2EIv7EOvzGL31SAd0bxzgx+cxK/JR+/pQO/NYTfmsW7yvCuNH5bFX5bP/6fDvz2PPz2Trw7B+/uwe/Iw+9oxu+Yxf9bj//P8f+N4j3d+J11+F0V+N0x/O4Z/J4Qfm8Iv+9vsniqAb8/ht8/gz/Qhz+YxPtK8YfAH+rEHy7GHx7CHynDH+nF+yvx/lH80Qr8MfDH2vHH8/DH+/GBBvyJGP5EH/5kFf5UHT4Yw5/Ow5+exp9pxJ91/NlZPN2JP1eCP1+Pv1CJZxL4iw34S4X4yxE8W4K/4virf9ONv5aDv1aPD+XgQ3X4UBZ/vQl/A/yNJvzNIvzNFD5cgA+n8Lccf6sKfzsXf7sdfyeMv9ODjzTi7zr+biv+Xhx/bwh/vwofBR+txUcz+Afl+AdT+Ifj+EcZfKwX/7ge/ySGfzKMf9qMj+fh4134eBb/zPHPSvDPEvhnXfjntfgXNfgXDfhEN/5lH/7VGP71FP5NHv5tBP8O/Ls0PtWFf1+D/1CF/1iETxfgP4Xwnxrwn7L4z6P4L0P4LzP4TByfSeIznfhMBp+Zxn+N4b9W4r824r+m8F/H8N9C+G/F+G91+G+d+G9Z/Ldp/PcI/ns5/nsT/nsf/vs4PpuHz5bgs3X4bBc+O4z/EcL/KMT/qML/aMb/6Mf/mMT/jOJ/VuB/NuB/duN/DuN/gf9VgP9Vjf/Vhv81iP81QUCYgDgBSQK6CRghkBCBFBNIDYG0EUiaQGYItIBAKwm0kUB7CHSUwHIJrJTA6gmsk8DSBDZN4PkEXk3grQTeR+BjBEEuQRAnCOoIgk6CYIhgjhPMKSKYU00wp5lgTh/BnAmCVSIEq1QQrNJAsEoXwSoZglVmCUKFBKFaglA7QWiAIDRJMDdCMLeCYG4zwdw+grmjBPNyCOYVEcyrJZjXQTAvQzBvimB+hGB+GcH8BoL53QTzhwlyQgQ5JQQ5SYKcToKcNEHOJMGCKMGCSoIFLQQL+gkWjBEszCVYGCdYWE+wsIdg4QjBqhCsmk+wajXBqq0Eqw4SrDpFkBsmyC0jyG0gyO0iyB0iWATBonyCRZUEi5oIFvUSLBolWJxDsLiEYHEtweI2gsUjBEsKCJZUEixpJljST7BkgiCvniBvlGC1coLV8whWHyZYo5MgXE4Q7iNYM0qwZgvBmhMEayUI1honWDtMsHaKIJJDEEkQrAPBOkmCdcYI1m0kWHeUYL0SgvWmCaJJgugkwfotBOtPEGxQRrDBEMGGYYINawg2nCCIFRHEmgg2KiLYqItg4xyCjYcINikn2CRDkN9HsGmEYNMmgs2SBJtXEBQUEhSMEmyRINhiimDLXoKtygi2GiMobCPYOkqwdS/BNhUE2wwTbFtKsO0MQVErwXY5BNtNEmxfT7BDIUFxAUHxEMGOPQQ7dRPsXEZQEiUo6SbYJUawSzfBrvkEu/YQ7JZPsFs/QTxMEG8g2D1BsEeMYI8xgj3rCPZME5RGCEr7CPYKEexVTbDXMMHeLQT71BCU5ROUTRHs202wXxXB/jkE+w8SlLcSHFBFcGCM4MApgoPKCQ7qIahwgooagoohgoPjBAenCA6JEhzSTXBoPsGhvQSVhQSVWYLDEgSHO8HhXQSHTxIcUUJwRBdBlRNUNRJUTRMc2URwVC7BUeMER3cQHD3yfwIAAP//K3e0pQAAAAABAAANNQDyADwAAAAAAAIAAAABAAEAAABAAAAAAAAAeJzsmw1wFdUVgM/et2fz9tz7kpcQMGLKj1JExPAj0jTFrIqiWNuZznTaDtPpONS26lixii0tEVOggq1VFERBjClFsdZahxFEim6KFv9QMYYSiVYkNfwFIsnbiFG8nT27Lz+8xFREMDO7Z+bs3Xv33D3v3NxzvuzMggD/MABAAZw7BAAIALLCftBaHwbBV0JrrflOADNsG+E9H4HB98TD/ljY/wEYYAJAMuzHsL8pPPMRPj885Mrzgmt/PgsA8gGsWwCstQDWJ2CCBQPhcjBhoqgQFfCY0KIKHo9lx4QxJnZSLGlcGhsdO9mYao43xxoLzF2mayw095l7jJ3mfnO/sdtsMpuMvWaL2Ww0mp7pGe9jKw4wmq13ra2xJ+wH7Qdjr9I8uzq2hZbQEpxAD9ADWEyraBWWUB3V4URZJmdhqZwr5+IFypDz8UIVV1lWiTpFkVWqNqg11rTwd2Ekn1vMDPn00c8nR+9V11mOtV8nSjJ/dXfX5qdG5ejj+GWQTF/7ju/d/54T7UFfkWCV00e6RgluC4hBDEyIcTwtsCALLIhDVrqygSiHdMUMqwGP+PZ8HSsHMMJ+4V936o9xfxIAigCMuwBiE/gpBldEwI1YBQXBrDgFXRzDo3lcFxWehWfBbByNo6Ecz8GxMAfPxxK4DafgJFiOl+E34RGcjtfCY3gL/gpW4zO4FKqxCquMQfgyvmwMwVfwFeNU3IKvGcOwBQ8aI1Bjq1Fk5Vox4wIr38o3LldZKssI6xxNoBIqpfPpQrqYLqXv0Hfp+zQVS9GhH9NP6Sq6hqbT9XQjzcSnaTANpcFyFk2w6+237Rp5u7zT3mbvsLfLxfIeu8lulMvsZtuTf5GPyr/L1XINVsin5Cy5Qbp2g9xo76Gr7Ab7E/m8fEm+QvlyCxnyDcqS/yZTvinfku/InfI9uZtm2vVyn70Nn5ZNlKCh0rNr7G2yTR5WoNapZ9Um9aLarF5T1WqrqlV16l31X7VL7VX71fuqRbWqD9XHSidEAhPxhEwkKZ9jTDAGYqDwfDwDvo2X4SQo51guxmr8BdyLNVhj/BD3Y6PxI47cNCsXW40rOWaVHLMVYczG0jg8k8bTOVSMo2kijsVxNIkm0xScgF/DYvw6luA3cCKey3GcRj/BSXghXoST8WK8hHLwUppFZXgtTrer5Xy5QN6KN+Iv5W04E3+Nv8FZWIY34Wy8WS6SS+wD9j651D5op3A+LsBb8ff4B7wN/4i34x24EO/Eu3ARLsa7cQneg/fiUlyG9+FyvB8r5DqsxD/hCvwzrsQH8SFcZR+Wm+SL+Fd8FP9GIKvJklspJmvxCVyDa/FJXIdP4Xr8B26gpDxAEqvwn7gRn8Xn8F+4CZ/HF/BFfImGyBaZwlepUB6iXMqjVWqNWosHsVlq9SR+gIfwQ2zDj/BjPKy2qe0WWIYlrJiqVw1qj2pUTapZeeqQpayElW3lWEkr18pX8S/tPriCfkZX089pOt3g7wNKhvug7DPtg/WyTD4tq+xd8ll7L11t77K1fEG+HO4DIWsoLrcRyu3ybblD1suG9n1QS0nZRNnhPqjlfWCop7rdB++p3WqfOqAOqpT6QLV12geK90HE6JF0lZ5qZ0+jx6IuH41XXWc50XzxxcTjyB4zYvQ+J33V7+MvwSpHjB4xesToEaNHjB4xeiTdS0+1s6fRY1GXj8arrrOcaL74YuJxZI8ZMXqfk77q9/GXYJUjRo8YPWL0iNEjRo8YPZLupafa2dPosajLR+NV11lONF98MfE4sseMGL3PSV/1+/hLsMoRo0eMHjF6xOgRo7czenzGeUEeNAHgZAAoBIgJAHwGwPoYIGszQHw8r8UwqAKEAmb1vczqjczq1zCr38KsvoRZ/Tlm9c0+q4tBPquLYT6ri+E+q4sRPquLUTgMB4sivBy/JUrwOrxOTMM63CquwHr8j7ged2GDmI37cI+Y4/O8WODzvFhhV9vVYiWdTqeJh2g0jRKP0zgaK9bReBovNlAxFYtn6Aa6XlT5VC+ek7fK+WKTfFu+JTbLHfIdsUXWy52iRjbI90St2qDWi7cSKiHFzjCzF0TSR8Xspg+5msfBBoICkKAgAdmQA0nIhTzoB/nQP7xzAJwEmYeR/lKECaHzbMFcn9Uiu/2+Dh98C9+PAd1adHhVACfDQDgFCtniKzAIBndrMSTDp6G9eHVqhsVpvVgMy7D4ai8WwzMsTu/FYkSGxRm9WIzMsDizF4tRGRZn9WJRlGExuheLMRkWY3uxGJdhcXYvFuPDMVHOd7A2WSNri3UW6zhrmzWxlqwV60R5x1NDTq5Ma8HaZG2xjrMm1op1dtrPSqbeSoA81vmsB7AuYD2QdSHrQcE3VdwewrUoaJ+apvZKgGEBMXN7eEDn3B7hexG2R4Ld3h7F33oF7SKQ7e0xvqdhe1ywhx3dWuRq7w5He6+72rvT0V61q71F4fluR3tbXO3d4+jUXFd7Sx2dmudq7z5Hp37nau9+R7eWutqrcLT3rqu9Skd7O13trQjPKx3t7XC195CjU4tc7T3s6NRiV3uPODp1t6u9Rx3t7XZ16iJHe3tdnZrsaK8xPB9wdepiR3vvh+dmV6cucbSXCs+trk5NcbR3yNUtwx3ttbm65fRO6yf4Lyao7xi+h/Nj58fMDr+Hk8H3cRyLbM5NwX8sucCrB/2Cd3fQH3gFOScV+LygBtJNdDP9luYqUkplq1NoNpXTHJqnpEqoHJVUuSpP9VP5qr8aoE5KjEucDYBmyBzx8HmFAGI7QKwZwJwDYL4EYB5g5hjKzGExc9Qyc2xn5pjKzDGDmWMeM8dqZo71zByKmSOPmSOfmWMAM8dAZo5CLMIiMQKLsViMxMk4WYxiCiliCvmeT43iB8wiU5lFrmQWmcEsMpNZZDazyL2UQzliGQ2loWI5E0kFE8nDTCGPM4WsZgpZy5yxLiSMRCTHVIJs+P/fn/W5n+jn3czeNBME0pFDRac8nt6JPY1hD2PpXdu9XTyd9drHKMx3sXBnH2mXCMeyu50zh8eSXcZyu/iZ16Mv/ThTdB7rzzkjsEvTjOhUm+IZFSeoX8G8QRXrqA4Q1qAgikFdC6IWVLeOGhG+wQkrXUeNCOpUThAzR7ed52jvdkd7C13dttXRnudo7y5He4td3famo9s2+lXB0d4eV7e94ei2yxztLXO1t9zRreBo735Xew9A16PzG6a09yaNpJF0JtVRHQAsDHNgMvS5EABKAWAaAMwAgDIAKOccKED585mtZisMQoEChoSZxOzmnVZmW3SJOcfQ0W2fuPoj/huxXwf4XwAAAP//0fWY3QAAAHicrJd7iJxX+ce/78zZ3Xfuu5tNmu6vbU75aZtos9kEeklK1DR1q+5uEpJNsIXSvjvvmZ3Tfec90/ey24lgaf1DayEiotBKBa3SVlTQWkGxilXwhoL4l7RFWkQaelGoV+ofcp73mdtmEig1fyyfOef7POe5nTMZAI9NrMJB9u96BMwOxvAt5hwEfsScx3XOlcwCRedu5jHUnIeZx1F2nmGewJ25jzO72JmvMhfwwfzTzBXn9PjXMnaAnZXfMzsoVO9gzmG6yv6dPKaqv2IWmK4dZB7DZC1iHke19gfmCZQm38vsYmLyNLFj8yo83ufKN5kFipVf9LmQ5e5QbK8x29h85hwuq36JOY9d1ReYbWxLzGOYrn2CeRy12ivME6hO3sjsYvvkncQ5G4/7BLNA0X0uYwe4ujrGbGMImfO4rPof5jFM1b7API6p2r+I88ihUHw3s0CteDxjB9hevZbZgVu9jzmPqdoM8xi21Z5kHkdlskgskEO+uMYsUCjen7EDXFE9zGzjfIA5h23V7zHnMV27htnW6i7mMVxR+yHzOKYndzLbWi0w2z7GxGM2htKbzAKFcol4HDlMlF/vc+XePhcuZxaoVKb6XDg8sP554gnr3/0Ys0DB/RyxSz739bnUZYFK6VSfKxkXrKb4CLNApfgsccX2pXAXs0Ct8BDxFHIYK1/NLFAqv5/4AVp/mtmu/474QevfLTELVFwbzziqyGHcfZ5ZoOzaOZmARA7F0iazwGTpq3BwJS6368WXmO16lXgWObiF55kFqsUc8TU2HvfDzAIld434Wrte+gmzQKn0R+LdNp7y7cwC5fJZ5OEIO5/VibeYBWbdbcS2v0X3MLPADvc48TjlFTMLTLv3E9t+ue5jzAIz7jeIbY/K7m+YBXa6LxMXANxDd8KygyK+wpyDi+8y5/FR/JRZYMb5CPMYrnLWmcex0/ki8wR+4DzH7GI+9wJzAZ/OX8tcyX09/2/ios29UGAWmC1cTVxCDtOFRWaBqwqauEy9eIRZYKbwJLHt9WThl8wCVxT+RDxp/RSnmAWuKu4j3mZrWLyLWWC6mOUyY+MpPsQsMFv8MvF25DBT/DWzgCy+RrzD6ku7mAVmSzcS21maKXnMArL0IPH/0ew9wyywo/Rz4ittPKVXmQWmS/8k3mX15e3MAjvKWQ3fZXtaXmQW2Fm+m/g9tj7lTzILzJQ/S7yX/DzBbP1837JL9S+/yCwwW/47MeVV2cUsMFuhvMqkr3jMdr1DTH2pPM4sMFP5Dp6CxAHMYx43QGIFTShILMMghEGCDtq0chQGEdr010MCTYo5SBxBgAASJ6GxhiYSxPRJIYZChA0o+JgDnpIH5udvkCtNJZdNaJJOW8mjJmqbyEu0CefkkSCQJ/VaM4nlSRWraEP5c8ARRNDwEABHIu0FwC0wCOADt5jAxwXBHhowkT3xIZyhcGIOXeJ6zGEe+yGxG8vQqCOCQQyDBhLsAbpRHqJzpT3t0BkVxdqE8vq5+f1y97KuRyY2jWQPRh6KviUuev4cDuA+YNDz3IH7Bh3u7Tlcxgo73WudLq8Mn6up9h4kEuqTD4UWPERYh6TE3n6PrdeQPGZ2pxFCI6GuSpxCQlrFJ4fwsY88SPLdpKQl6jBIEVJcmtRz3eroWHoyiTxftbxoXZrGRUdE6lAmTSVPhzpRvjyVeImKpRf6+0wkTdJUkaybNEwireI5vO1McbFzL5wxW8Yu3UpONqlMa5A4jgYaNE92dy9dBoNVLuMx2mlSPz3EuA4SJyiIiHY0te8UPCqXzzMjsR8HcRMO9KdSrtg/t0bepg7X5PFGQ9eV3CtPmlUdymO63jSBF18nT3hJpOvak6e8NPRVFMv9B286ANxODZE0Hh1IpHRdszZnY9SgnBNaM5Dwab1NcXd6zZZoU+SZss42ij975KlNWbRobLqDs0o+ukMVcL3CXhSZRTeOaEDbpnvqI0Wdzsjquklx28qOziH7bLV1BEipsj49YFsrYS0Cot3Q2ANJl2iV4x7tO3wHufe9+70ZiuiKdGeiO6CjMhi8nsNx3TzQI5tJlktC53VH3/rPcvVhsEmZG3o4LjUJ3lDXFV/2rVfeVjVBm/5KinajdysyP1YZoH3JGZoDbjepbHkdmcZKJk0dy4YJE5kY6eu4HXgd+wLIdqTDRNZNmKgwkV4s2ypq6cS+E6sdejUCXVehdaGilvUR0Wo7Mn5aT+zTstnU9ebACTqWOqwHqa/8OdkNwoRBR+7We6RqrSp/UB1e8nSS+/aqRiq2V9I+LP0DsqeNfd1MGe3Weo9MVMu+QpEOOtI3m2FgPH+4CF6Wuopk7xE0adJOE+mrDfsmJEY2VdAertAccAwKazRp9gnHMbUWqcQb/kLZoske7J4yQepUEOI8kKQPh+eGbQd2MzvWNGhu0VD+sJ7XMy3tLtC5CbCgkmRY3NvK5CTIfyr/bP5n+R/nn81/G/jtG3/7yxsvDVkNCzLLrqybqe5XQ1+sGnprNUi5BI0mPGzAkCIFlnTT2zA6SYf9jFBmvgb0t9H9jIHbIi8eNu9tZUaZYAHnEWAd/8AGziMCFs4F649unIu21m2LjOvXE3edx1xgk0UQqyQxo8MYUPYDYv0Z2sMZtaV9vJ7pafdDtLNBU2A/esFGY6vVFk1m3VOegKHupPRda9+QDnDCrEXpqjZhZ9jVSHHmcNBksOOmOxXm4lNhhqfCQOwS7xM3i6PiBnGT+IA4LBbFQeAzb7z65p9f+evrb50fcjVanDkcNFnp36yVC+/dytZ7x5rsyti7NOoq9S8SsGh3nP32v0SLXvBiOKwf2M1sWLNI70Qb67YKi5Fqr5uthgMCNs1kzhRezv8/WhgyGFhdom98u44l42tv633q7fI9yjTv/E6/4/7/D2J4my+B/RW10mmbtchrN3VdLigvSSMVY8GE/KWT9LbvTRVZqO5aQ8f1pgrl8qNrga4315VOVIiFNDyrTajlimZVvalG2Ml1FbZUtK5CLOk1PvdCCrGkMhpYOppGsd5Q9gsqVBQojvZQ+iqWrIgzqdpQckNFqzq036rdtFU/3xWT2p8HjUumfSSNzypdb4ZpuBZ7kU12JU0SJQMlu1n3ElX99E6qe1MdKV+OyFPSZqxi+5tO6dh666dpWi0TjjQ7HacqCFSMYyZqeYGSF9ZLtvVj8qhppaHGbaqlVBjXm167rQJ9z/qgwUkvUqNj8+znUypIVDjyBCvAHSrwz3qtwcBPh9wZ5eOYCbt9Omfj1SqhXpjQ73cSJwKlQ9VS2f86uuKseQ38NwAA//+1WrzgAAB4nGycBZzbNv/GTZIt22k7ZmbqEkuWk3HA3jrqqGNK79LerXeX7qBdO2ZmZuZ3zMzMzMzMTP/PnZ/41Pz7fj5vJTmyHlmy9H1+Sm6aoY3877+VtNe0ufwvF2qapmuGZmqWRjSq2ZqjMc3VPM3XctoYbaw2TptHm1ebT5tfW0BbUFtIW1hbRFtUW0xbXFtCW1JbSltaW0ZbVltOW15bQVtRW0lbWVtFW1VbTVtdW0Mbr62p5bWCFmhcE1qoSS3SilpJW0tbW1tHW1dbT1tf20AraxWtqtW0WEu0DbWNtAnaxtom2qbaZtrm2kRtC21LbStta20bbZK2rbadtr22g7ajtpO2s7aLtqu2m7a7Vtcu1g7RDtXu0U7TPtcO047TjtbO1a7ULtGO0g3tYO1k7UftJ+1Y3dSO0C3tXe0H7TztKu0X7WftV+0i7RrtCe0x7VptstahnaB1ak9pDe1x7UntOe1p7RntWe0LbYr2kva89oJ2nTZV+147UXtVe1l7RevSvtK+0Y7U9tC6tWlar9aj9WkXaE1tT2261q8NaEPaoDZDm6l9qe2lzdZmaXtr+2r7aLdrF2r7a/tpB2gHal9r32p36kSnuq07OtNd7R/tX93TfT2nj9H+0zV9rD5On0fX9Xn1+fT59QX0BfWF9IX1RfRF9cX0xfUltN+1P/Ql9aX0pfVl9GX15fTl9RX0FfWV9JX1VfRV9dX01fU1tD+11/Tx+pp6Xi/ogc51oYe61CO9qJf0tfS19XW0D7WP9HX19fT19Q30sl7Rq3pNj/VE31DfSJ+gb6xvol2v3aBvqm+mb65P1LfQt9S30rfWt9EnaX9pf2sfa5/o2+rb6dvrO+g76jvpO+u76Lvqu+m763V9st6hd+oNfYo+Ve/Su/U99GnaXXqP3qv36U3tU+0zfbq+p96vD+iD+pA+Q5+p76XP0mfre+v76Pvq++n76wfoB+oHaZfpB+uH6Ifqh+mH60foR+pH6Ufrx+jH6sfpx+sn6CfqJ+kn66fop+qn6afrZ+hn6mfpZ+vn6Ofq5+nn6xfoF+oX6Rfrl+iX6pfpl+tX6FfqV+lX6//Tr9Gv1a/Tr9dv0G/Ub9Jv1m/Rb9Vv02/X79Dv1O/S79bv0e/V79Pv1x/QH9Qf0h/WH9Ef1R/TH9ef0J/Un9Kf1p/Rn9Wf05/XX9Bf1F/SX9Zf0V/VX9Nf19/Q39Tf0t/W39Hf1d/T39c/0D/UP9I/1j/RP9U/0z/Xv9C/1L/Sv9a/0b/Vv9O/13/Qf9R/0n/Wf9F/1X/Tf9f/0P/U/9L/1v/R/9X/MzRDNwzDNCyDGNSwDcdghmt4hm/kjDHGWGOcMY8xrzGfMb+xgLGgsZCxsLGIsaixmLG4sYSxpLGUsbSxjLGssZyxvLGCsaKxkrGysYqxqrGasbqxhjHeWNPIGwUjMLghjNCQRmQUjZKxlrG2sY6xrrGesb6xgVE2KkbVqBmxkRgbGhsZE4yNjU2MTY3NjM2NicYWxpbGVsbWxjbGJGNbYztje2MHY0djJ2NnYxdjV2M3Y3ejbkw2OoxOo2FMMaYaXUa3sYcxzegxeo0+o2lMN/Y0+o0BY9AYMmYYM429jFnGbGNvYx9jX2M/Y3/jAONA4yDjYOMQ41DjMONw4wjjSOMo42jjGONY4zjjeOME40TjJONk4xTjVOM043TjDONM4yzjbOMc41zjPON84wLjQuMi42LjEuNS4zLjcuMK40rjKuNq43/GNca1xnXG9cYNxo3GTcbNxi3a69oHxq3am8Ztxu3GHcadxl3G3cY9xr3Gfcb9xgPGg8ZDxsPaW9rb2jva+9ob2nvGI8ajxmPG48YTxpPGU8bTxjPGs8ZzxvPGC8aLxkvGy8YrxqvGa8brxhvGm8ZbxtvGO8a7xnvG+8YHxofGR8bHxifGp8ZnxufGF8aXxlfG18Y3xrfGd8b3xg/Gj8ZPxs/GL8avxm/G78Yfxp/GX8bfxj/Gv8Z/pmbqpmGapmUSk5q26ZjMdE3P9M2cOcYca44z5zHnNecz5zcXMBc0FzIXNhcxFzUXMxc3lzCXNJcylzaXMZc1lzOXN1cwVzRXMlc2VzFXNVczVzfXMMeba5p5s2AGJjeFGZrSjMyiWTLXMtc21zHXNdcz1zc3MMtmxayaNTM2E3NDcyNzgrmxuYm5qbmZubk50dzC3NLcytza3MacZG5rbmdub+5g7mjuZO5s7mLuau5m7m7Wzclmh9lpNswp5lSzy+w299CuMKeZPWav2Wc2zenmnma/OWAOmkPmDHOmuZc5y5xt7m3uY+6rnW/uZ+5vHmAeaB5kHmweYh5qHmYebh5hHmkeZR5tHmMeax5nHq+dbp5gnmiepJ1tnmyeYp5qnmaebp5hnmmeZZ5tnmOea55nnm9eYF5oXmRebF5iXmpeZl5uXmFeaV5lXm3+z7zGvNa8zrzevMG80bzJvNm8xbzVvM283bzDvNO8y7zbvMe817zPvN98wHzQfMh82HzEfNR8zHzcfMJ80nzKfNp8xnzWfM583nzBfNF8yXzZfMV81XzNfN18w3zTfMt823zHfNd8z3zf/MD80PzI/Nj8xPzU/Mz83PzC/NL8yvza/Mb81vzO/N78wfzR/Mn82fzF/NX8zfzd/MP80/zL/Nv8x/zX/M/SLN0yLNOyLGJRy7Yci1mu5Vm+lbPGWGOtcdY81rzWfNb81gLWgtZC1sLWItai1mLW4tYS1pLWUtbS1jLWstZy1vLWCtaK1krWytYq1qrWatbq1hrWeGtNK28VrMDilrBCS1qRVbRK1lrW2tY61rrWetb61gZW2apYVatmxVZibWhtZE2wNrY2sTa1NrM2tyZaW1hbWltZW1vbWJOsba3trO2tHawdrZ2sna1drF2t3azdrbo12eqwOq2GNcWaanVZ3dYe1jSrx+q1+qymNd3a0+q3BqxBa8iaYc209rJmWbOtva19rH2t/az9rQOsA62DrIOtQ6xDrcOsw60jrCOto6yjrWOsY63jrOOtE6wTrZOsk61TrFOt06zTrTOsM62zrLOtc6xzrfOs860LrAuti6yLrUusS63LrMutK6wrrausq63/WddY11rXWddbN1g3WjdZN1u3WLdat1m3W3dYd1p3WXdb91j3WvdZ91sPWA9aD1kPW49Yj1qPWY9bT1hPWk9ZT1vPWM9az1nPWy9YL1ovWS9br1ivWq9Zr1tvWG9ab1lvW+9Y71rvWe9bH1gfWh9ZH1ufWJ9an1mfW19YX1pfWV9b31jfWt9Z31s/WD9aP1k/W79Yv1q/Wb9bf1h/Wn9Zf1v/WP9a/xGN6MQgJrEIIZTYxCGMuMQjPsmRMWQsGUfmIfOS+cj8ZAGyIFmILEwWIYuSxcjiZAmyJFmKLE2WIcuS5cjyZAWyIlmJrExWIauS1cjqZA0ynqxJ8qRAAsKJICGRJCJFUiJrkbXJOmRdsh5Zn2xAyqRCqqRGYpKQDclGZALZmGxCNiWbkc3JRLIF2ZJsRbYm25BJZFuyHdme7EB2JDuRnckuZFeyG9md1Mlk0kE6SYNMIVNJF+kme5BppIf0kj7SJNPJnqSfDJBBMkRmkJlkLzKLzCZ7k33IvmQ/sj85gBxIDiIHk0PIoeQwcjg5ghxJjiJHk2PIseQ4cjw5gZxITiInk1PIqeQ0cjo5g5xJziJnk3PIueQ8cj65gFxILiIXk0vIpeQycjm5glxJriJXk/+Ra8i15DpyPbmB3EhuIjeTW8it5DZyO7mD3EnuIneTe8i95D5yP3mAPEgeIg+TR8ij5DHyOHmCPEmeIk+TZ8iz5DnyPHmBvEheIi+TV8ir5DXyOnmDvEneIm+Td8i75D3yPvmAfEg+Ih+TT8in5DPyOfmCfEm+Il+Tb8i35DvyPfmB/Eh+Ij+TX8iv5DfyO/mD/En+In+Tf8i/5D+qUZ0a1KQWJZRSmzqUUZd61Kc5OoaOpePoPHReOh+dny5AF6QL0YXpInRRuhhdnC5Bl6RL0aXpMnRZuhxdnq5AV6Qr0ZXpKnRVuhpdna5Bx9M1aZ4WaEA5FTSkkka0SEt0Lbo2XYeuS9ej69MNaJlWaJXWaEwTuiHdiE6gG9NN6KZ0M7o5nUi3oFvSrejWdBs6iW5Lt6Pb0x3ojnQnujPdhe5Kd6O70zqdTDtoJ23QKXQq7aLddA86jfbQXtpHm3Q63ZP20wE6SIfoDDqT7kVn0dl0b7oP3ZfuR/enB9AD6UH0YHoIPZQeRg+nR9Aj6VH0aHoMPZYeR4+nJ9AT6Un0ZHoKPZWeRk+nZ9Az6Vn0bHoOPZeeR8+nF9AL6UX0YnoJvZReRi+nV9Ar6VX0avo/eg29ll5Hr6c30BvpTfRmegu9ld5Gb6d30DvpXfRueg+9l95H76cP0AfpQ/Rh+gh9lD5GH6dP0CfpU/Rp+gx9lj5Hn6cv0BfpS/Rl+gp9lb5GX6dv0DfpW/Rt+g59l75H36cf0A/pR/Rj+gn9lH5GP6df0C/pV/Rr+g39ln5Hv6c/0B/pT/Rn+gv9lf5Gf6d/0D/pX/Rv+g/9l/5na7ZuG7ZpWzaxqW3bjs1s1/Zs387ZY+yx9jh7Hnteez57fnsBe0F7IXthexF7UXsxe3F7CXtJeyl7aXsZe1l7OXt5ewV7RXsle2V7FXtVezV7dXsNe7y9pp23C3Zgc1vYoS3tyC7aJXste217HXtdez17fXsDu2xX7Kpds2M7sTe0N7In2Bvbm9ib2pvZm9sT7S3sLe2t7K3tbexJ9rb2dvb29g72jvZO9s72Lvau9m727nbdnmx32J12w55iT7W77G57D3ua3WP32n12055u72n32wP2oD1kz7Bn2nvZs+zZ9t72Pva+9n72/vYB9oH2QfbB9iH2ofZh9uH2EfaR9lH20fYx9rH2cfbx9gn2ifZJ9sn2Kfap9mn26fYZ9pn2WfbZ9jn2ufZ59vn2BfaF9kX2xfYl9qX2Zfbl9hX2lfZV9tX2/+xr7Gvt6+zr7RvsG+2b7JvtW+xb7dvs2+077Dvtu+y77Xvse+377PvtB+wH7Yfsh+1H7Eftx+zH7SfsJ+2n7KftZ+xn7efs5+0X7Bftl+yX7VfsV+3X7NftN+w37bfst+137Hft9+z37Q/sD+2P7I/tT+xP7c/sz+0v7C/tr+yv7W/sb+3v7O/tH+wf7Z/sn+1f7F/t3+zf7T/sP+2/7L/tf+x/7f8czdEdwzEdyyEOdWzHcZjjOp7jOzlnjDPWGefM48zrzOfM7yzgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvrOCs6KzkrOys4qzqrOas7qzhjHfWdPJOwQkc7ggndKQTOUWn5KzlrO2s46zrrOes72zglJ2KU3VqTuwkzobORs4EZ2NnE2dTZzNnc2eis4WzpbOVs7WzjTPJ2dbZztne2cHZ0dnJ2dnZxdnV2c3Z3ak7k50Op9NpOFOcqU6X0+3s4Uxzepxep89pOtOdPZ1+Z8AZdIacGc5MZy9nljPb2dvZx9nX2c/Z3znAOdA5yDnYOcQ51DnMOdw5wjnSOco52jnGOdY5zjneOcE50TnJOdk5xTnVOc053TnDOdM5yznbOcc51znPOd+5wLnQuci52LnEudS5zLncucK50rnKudr5n3ONc61znXO9c4Nzo3OTc7Nzi3Orc5tzu3OHc6dzl3O3c49zr3Ofc7/zgPOg85DzsPOI86jzmPO484TzpPOU87TzjPOs85zzvPOC86LzkvOy84rzqvOa87rzhvOm85bztvOO867znvO+84HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd873zg/Oj85Pzs3ajdpPzi/Ordqt2m/aw85t2s3aL9ojzu3aQ9qB2uHa184fzp/OX87fzj/ao86/zH9O0e7X7mM4M7W5mMosRRpnNHMaYyzzmsxwbw8aycWweNq/2G5uPzc8WYAuyhdjCbBG2KFuMLc6WYEuypdjSbBm2LFuOLc9WYCuyldjK2jFsFbYqW42tztZg49maLM8KLGCcCRYyySJWZCW2lnYGW1s7SztT+057SLtUO4mtw9bVztEu145n62mnaKey9dkGrMwqrMpqLGYJ25BtxCawjdkmbFO2GducTWRbsC3ZVmxrtg2bxLZl27Ht2Q5sR7YT25ntwnZlu7HdWZ1NZh2skzXYFDaVdbFutgebxnpYL+tjTTad7cn62QAbZENsBpvJ9mKz2Gy2t3YH24fty/Zj+7MD2IHsIHYwO4Qdyg5jh7Mj2JHsKHY0O4Ydy45jx7MT2InsJHYyO4Wdyk5jp7Mz2JnsLHY2O4edy85j57ML2IXsInYxu4Rdqt2vPcAuY5ezK9iV7Cp2Nfsfu4Zdy65j17Mb2I3sJnYzu4Xdym5jt7M72J3sLnY3u4fdy+5j97MH2IPsIfYwe4Q9yh5jj7Mn2JPsKfY0e4Y9y55jz7MX2IvsJfYye4W9yl5jr7M32JvsLfY2e4e9y95j77MP2IfsI/Yx+4R9yj5jn7Mv2JfsK/Y1+4Z9y75j37Mf2I/sJ/Yz+4X9yn5jv7M/2J/sL/Y3+4f9y/5zNVd3Ddd0LZe41LVdx2Wu63qu7+bcMe5Yd5w7jzuvO587v7uAu6C7kLuwu4i7qLuYu7i7hLuku5S7tLuMu6y7nLu8u4K7oruSu7K7iruqu5q7uruGO95d0827BTdwuSvc0JVu5BbdkruWu7a7jruuu567vruBW3YrbtWtubGbuBu6G7kT3I3dTdxN3c3czd2J7hbulu5W7tbuNu4kd1t3O3d7dwd3R3cnd2d3F3dXdzd3d7fuTnY73E634U5xp7pdbre7hzvN7XF73T636U5393T73QF30B1yZ7gz3b3cWe5sd293H3dfdz93f/cA90D3IPdg9xD3UPcw93D3CPdI9yj3aPcY91j3OPd49wT3RPck92T3FPdU9zT3dPcM90z3LPds9xz3XPc893z3AvdC9yL3YvcS91L3Mvdy9wr3Svcq92r3f+417rXude717g3uje5N7s3uLe6t7m3u7e4d7p3uXe7d7j3uve597v3uA+6D7kPuw+4j7qPuY+7j7hPuk+5T7tPuM+6z7nPu8+4L7ovuS+7L7ivuq+5r7uvuG+6b7lvu2+477rvue+777gfuh+5H7sfuJ+6n7mfu5+4X7pfuV+7X7jfut+537vfuD+6P7k/uz+4v7q/ub+7v7h/un+5f7t/uP+6/7n+e5ume4Zme5RGPerbneMxzPc/zvZw3xhvrjfPm8eb15vPm9xbwFvQW8hb2FvEW9RbzFveW8Jb0lvKW9pbxlvWW85b3VvBW9FbyVvZW8Vb1VvNW99bwxntrenmv4AUe94QXetKLvKJX8tby1vbW8db11vPW9zbwyl7Fq3o1L/YSb0NvI2+Ct7G3ibept5m3uTfR28Lb0tvK29rbxpvkbett523v7eDt6O3k7ezt4u3q7ebt7tW9yV6H1+k1vCneVK/L6/b28KZ5PV6v1+c1venenl6/N+ANekPeDG+mt5c3y5vt7e3t4+3r7eft7x3gHegd5B3sHeId6h3mHe4d4R3pHeUd7R3jHesd5x3vneCd6J3kneyd4p3qnead7p3hnemd5Z3tneOd653nne9d4F3oXeRd7F3iXepd5l3uXeFd6V3lXe39z7vGu9a7zrveu8G70bvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu997wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vf+8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX+8/XfN03fNO3fOJT3/Ydn/mu7/m+n/PH+GP9cf48/rz+fP78/gL+gv5C/sL+Iv6i/mL+4v4S/pL+Uv7S/jL+sv5y/vL+Cv6K/kr+yv4q/qr+av7q/hr+eH9NP+8X/MDnvvBDX/qRX/RL/lr+2v46/rr+ev76/gZ+2a/4Vb/mx37ib+hv5E/wN/Y38Tf1N/M39yf6W/hb+lv5W/vb+JP8bf3t/O39Hfwd/Z38nf1d/F393fzd/bo/2e/wO/2GP8Wf6nf53f4e/jS/x+/1+/ymP93f0+/3B/xBf8if4c/09/Jn+bP9vf19/H39/fz9/QP8A/2D/IP9Q/xD/cP8w/0j/CP9o/yj/WP8Y/3j/OP9E/wT/ZP8k/1T/FP90/zT/TP8M/2z/LP9c/xz/fP88/0L/Av9i/yL/Uv8S/3L/Mv9K/wr/av8q/3/+df41/rX+df7N/g3+jf5N/u3+Lf6t/m3+3f4d/p3+Xf79/j3+vf59/sP+A/6D/kP+4/4j/qP+Y/7T/hP+k/5T/vP+M/6z/nP+y/4L/ov+S/7r/iv+q/5r/tv+G/6b/lv++/47/rv+e/7H/gf+h/5H/uf+J/6n/mf+1/4X/pf+V/73/jf+t/53/s/+D/6P/k/+7/4v/q/+b/7f/h/+n/5f/v/+P/6/+W0nJ4zcmbOypEczdk5J8dybs7L+blcbkxubG5cbp7cvLn5cvPnFsgtmFsot3BukdyiucVyi+eWyC2ZWyq3dG6Z3LK55XLL51bIrZhbKbdybpXcqrnVcqvn1siNz62Zy+cKuSDHcyIX5iRrzmj0D3Q0+xtm71CB9nZ3djYH7XJvvaO/2WfX05SWJ/c3ZjRofSSxy82pzb7GNLuepl61o7u/Y6h3Sk9jL69jNO9WO5uD9Y6ORt+g25Flaa2jPtxkZ5rUOvqb9UE7hmADgnEq2BhJ3Hi0oUaWtWN0o5GmNE5bbIwk3oZKp6YqndpwtK2pWdbfsKPZ21tHYapS8DZS2ukazVsbTa73W12T6/10wmB3T2eDdo8k9gQ8STeeZEL6JN3p0E1An7vT1JiwsdG9h7exorHHaN7fRO3VtDkKU/sbjb6eel9ndwfdtN4xNNigPSOJv6lar0cp0E3TAeoZSaxNO5uDVk9nc5Bunt7fl96/uXp/n3r/5un9fekA99WnNwcG+5vTuxpm3DfVbPRNtSfi4Zt4+InpwzdHktzErqG+qfX+od6e+tBgrqmW6FZpH/rTPmyl9qFf7cNWaR/602Tr9K6BkcTbWhnGAWUYt1FbG1Rb2yZtZjAdkW2Gp3RweEonpVM6lE7pJDzVEJ5qUvpUQyMJmdTf3TeVDA3/m5s0xxMOqSV7EqZ+CKtmO6W3M5X8Dkp+1mie7pg+6+yRxN1x9DWenWVJT7Nv6oA91NedLxTzSAtIA6QcqUAaIpVII6RFpCWkZaQVpFWkNaQx0iRNS9AvQb8E3RJ0S9AtQbcE3RJ0S9AtQbcE3RJ0S9AtQbeUkIldzf4+0hz+N71WxjOXoV2GdhnaZWiXoV2GdhnaZWiXoV2Gdhna5ZhMGtEcGtWs4Hkr0K5AuwLtCrQr0K5AuwLtCrQr0K5AuwLtCrQreO4KxruK8a5Cvwr9KvSr0K9Cvwr9KvSr0K9Cvwr9KvSr0K9Cvwr9KvRr0K9Bvwb9GvRr0K9Bvwb9GvRr0K9Bvwb9GvRr0K9Bvwb9GvRj6MfQj6EfQz+Gfgz9GPox9GPox9CPoR9DP4Z+DP0Y+jH0E+gn0E+gn0A/gX4C/QT6CfQT6Ccltzy8l6TLvJ5l7XKcpvVGuttNHOipD3Sl+eZofqSVIJ9HWkAaIOVIBdIQqUQaIS0iLSEtI60grSKtIY2RpqMRFKBfgH4B+gXoF6BfgH4B+oXI31rdrQeUAmqgJwX0pICeFNCTAnpSQE8C9CRATwL0JEBPAvQkQE8C9CTASAQYiQAjEUA/gH4A/QD6AfQD6HPoc+hz6HPoc+hz6HPoc+hz6HPoc+hz6HPoc+hz6HPoC+gL6AvoC+gL6AvoC+gL6AvoC+gL6AvoC+gL6AvoC+iH0A+hH0I/hH4I/RD6IfRD6IfQD6EfQj+Efgj9EPoh9EPoS+hL6EvoS+hL6EvoS+hL6EvoS+hL6EvoS+hL6EvoS+hH0I+gH0E/gn4E/Qj6EfQj6EfQj6AfQT+CfgT9CPoR9CPowwcE8AEBfEAAHxDABwTwAQF8QAAfEMAHBPABAXxAAB8QwAcE8AEBfEAAHxDABwTwAUEJ+vADAfxAAD8QwA8E8AMB/EAAPxDADwTwAwH8QAA/EMAPBCXol6Ffhj48QQBPEMATBPAEATxBAE8QwBME8AQBPEEATxDAEwTwBEEZ+mXoV6APXxDAFwTwBQF8QQBfEMAXBPAFAXxBAF8QwBcE8AUBfEEAXxDAFwTwBQF8QQBfEMAXBPAFAXxBAF8QwAcE4H8A/gfgfwD+B+B/AP4H4H8A/gfgfwD+B+B/AP4H4H8A/gfgeQCeB+B5AJ4H4HkAngfgeQCeB+B5AJ4H4HkAngfgeQCeB+B5AJ4H4HkAngfgeQCeB+B5AJ4H4HkAngfgeQCeB+B5kEA/gX4C/QT6CfQT6CcJm9pfn9HoaPZOZiNEH86NfMbzARuJSJQrAmmIVCKNkBZzXc3mtPrk5gz1rjLSCtIq0hrSGGk6Fhw056A5B805aM5Bcw6ac9CcF9CLQhFpCSn0wXAOhnMwnIPhHAznYDgHw3kQ+J3NwcmNnubM0YcCyDlAzgFyDpBzgJwD5Bwg5wA5B8g5QM4Bcg6Qc4CcA+QcIOcAOQfIOUDOAXIOkHOAnAPkHCDnADkHyDlAzgFyDpBzgJwD5Bwg5wA5B8g5QM4Bcg6Qc4CcA+QcIOcAOQfIOUDOAXIOkHOAnAPkHCDnADkHyDlAzgFyDpBzgJwD5Bwg5wA5B8g5QM4Bcg6Qc4CcA+QcIOcAOQfIOUDOAXIOkHOAnAPkHCDnADkHyDlAzgFyDpBzgJoD1Bwg5gAxB4h5VCODzb7mQK6zu9HfGOgeGCm55Z7pXfWRLKv3NQcbPY3uuh9PH+juafaNXHbiQXw+oYmcP7G3u6Mfn/uTlMruxN7G1LTSPN3NwfocWmREy6o0Butkw3pvb92GjrVjY7BuxoN1sk1XY7BuDQuRTerTp9fppvXeyZ11Y7MhY/MhY/tuG8rGFt3mVl1NsnX31N66uU19yEYvzC26us1qV7e5xUC3P0HpwVhUaJXdevbgfkN93Ebrcbtbjzv/0Jy3pg8zcr81efhhpg4/DOls9AzWbbRlzR5+pOEPB0ceabgxMm3kkXrSR+obMvbqtpvp85j9XU06MPwwBTKSmIP1IRu65vSubrOjq9ucPtBNmsMD7KtjO7ate35TnZ0hdXaa2eyk7wTgyAFHDjhywJEDjhxw5IAjBxw5gmOO4JgjOOYIjjmCY47gmAOmHDDlgCkHTDlgygFTDphywJQDphww5YApB0w5YMoBUw6YcsCUA6YcMOWAKQdMOWDKAVMOmHLAlAOmHDDlgCkHTDlgygFTDphywJQDpjxJ9QXCYYFwWCAcFgiHBTAqgFEBjApgVCAcFgiHBQAqAFABgAoAVACgAgAVAKgAQAUAKgBQAYAKAFQAoAIAFQCoAEAFACoAUAGACgBUAKACABUAqABABYJggSBYgJ0C7BRgpwA7BdgpwE4BdgqwU4CdAuwUYKcAOwXYKcBOAXYKsFOAnQLsFGCnADsF2CnATgF2CrBTgJ0C7BRgpwA7BdgpwE4BdgqwU4CdAuwUYKcAOwXYKcBOAXYKsFOAnQLsFGCnADsF2CnATgF2CrBTgJ0C7BRgpwA7BdgpwE4BdgqwU4CdAuwUYKcAOwXYKcBOAXYKsFOAnQLsFGCnADsF2CnATgF2CrBTgJ0C7BRgpwA7BYJggSBYIAgWCIIF2CrAVoEgWCAIFgiCBYJgAfYKsFeAvQJBsEAQLBAECwTBAkGwQBAsEAQLBMECQbBAECwQ/AoEvwLBr0DwKxD8CgS/AsGvQPArEPwKBL8Cwa9A8CsQ/AoEvwLBr0DwKxD8CgS/AsGvQPArEPwKBL8Cwa9A8CsQ/AoEvwLBr0DwKxD8CgS/AsGvQPArEPwKBL8Cwa9A8CsQ/AoEvwLBr0DwKxD8CgS/AsGvQPArEPwKBL8Cwa9A8CsQ/AoEvwLBr0DwKxD8CgS/AsGvQPArEPwKBL8Cwa9A8CsQ/AoEvwKH4gKH4gLBsMChuEBQLBAUCwTFAkGxQFAsEBQLcF+A+wLcF+C+APcFuC/AfQHuC3BegPMCnBfgvADnBTgvwHkBzgtwXoDzApwX4LwA5wU4L8B5Ac4LcF6A8wKcF+C8AOcFOC/AeQHOC3BegPMCnBfgvADnBTgvwHkBzgtwXoDzApwX4LwA5wU4H4LzITgfgvMhOB+C8yE4H4LzITgfgvMhOB+C8yE4H4LzITgfgvMhOB+C8yE4H4LzITgfYh8IsQ+EpdZ19Av7QIh9IMQ+EGIfCLEPhNgHQuwDIfaBEPtAiH0gxD4QYh8IsQ+E2AdC7AMh9oEQ+0CIfSDEPhBiHwixD4TYB0LsAyH2gRD7QIh9IMQ+EGIfCLEPhNgHQuwDIfaBEPtAiH0gxD4QYh8IsQ+E2AdC7AMh9oEQ+0CIfSDEPhBiHwixD4TYB0LsAyH2gRD7QIh9IMQ+EGIdh1jHIdZxiHUcYh2HWMch1nFYa92P/sO/h1jXIdZ1iHUdYl2HWNch1nWIdR1iXYdY1yHWdYh1HWJdh1jXIdZ1iHUdYl2HWNch1muI9RpivYZYryHWq8S6klhXEutKYl1JrA+J9SGxPiTWh8T6kFgfEutDYn1IrA8JHyzhgyX8rYSflfCzEj5WwsdK+FgJHyvhYyV8rISPlfCxEj5WwsdK+FgJHyvhYyV8rISPlfCxEj5WwsdK+FgJHyvhYyV8rISPlfCxEj5WwsdK+FMJfyrhTyX8qYQ/lfCnEv5Uwp9K+FMJfypFq108F/yphD+V8KcS/lTCn0r4Uwl/KuFPJfyphD+V8KcS/lTCn0r4Uwl/KuFPJfyphD+V8KcSvlTCl0r4UglfKuFLJXyphC+V8KUSvlTCl0r4UglfKuFHpWzp4XnhRyX8qIQflfCjEj5UwodK+FAJHyrhQyV8qIQPlfChEj5UwodK+FAJHyrhQyV8qIQPlfChEj5UwodKfBkj4Ucl/KiEH5XwoxJ+VMKPSvhRCT8q4UclOCTBIQkOSXBIgkMSHJLgkASHJDgkwSEJDklwSIJDEhyS4JAEhyQ4JMEhCQ5JcEiCQxIckuCQBIckOCTBIQkOSXBIgkMSHJLgkASHJDgkwSEJDklwSIJDEhyS4JAEhyQ4JMEhCQ5JcEiCQxIckuCQrOb9NC2Mn9LdV0chUAt8pIDq6A6wJIElCSxJ2FMJeyphTyXsqYQ9lbCnEvZUwp5KYE0CaxJYk8CaBNYksCaBNQmsSWBNAmsSWJPAmgTWJLAmgTUJrElgTQJrEliTwJoE1iSwJoE1CaxJYE0CaxJYk7CrEjZVwqZK2FTZwhpsqIQNlbCbEnZTwm5K2E0JuylhNyNsmxG2zQjbZoRtM8K2GWHbjLBtRtg2I2ybEbbNCNtmhG0zwrYZYduMsG1GCOsjbJ8Rts8I22eE7TPC9hlh+4ywfUbYPiNsnxG2zwjbZ4TtM0JYH6XbaKGW2oBCLbUBhVpqAwq11AYUaqm9LtRSe12opfa6UEvtdaGW2utCLbXXhVpqrwu11D4Uaql9KNTyLb0YaZKmBegXoF+AfgH6BegXoF+AfgH6BegXoF+AfgH6BegXoF+AfgH6AfQD6AfQD6AfQD+AfgD9APoB9APoB9APoB9AP4B+AP0A+hz6HPoc+hz6HPoc+hz6HPoc+hz6HPoc+hz6HPoc+hz6AvoC+gL6AvoC+gL6AvoC+gL6AvoC+gL6AvoC+gL6Avoh9EPoh9APoR9CP4R+CP0Q+iH0Q+iH0A+hH0I/hH4I/RD6EvoS+hL6EvoS+hL6EvoS+hL6EvoS+hL6Evqt9SahL6EfQT+CfgT9CPoR9CPoR9CPoB9BP4J+BP0I+hH0I+hH0I+gX4R+EfpF6BehX4R+EfpF6BehX4R+EfpF6BehX4R+EfpF6BehX4J+Cfol6JegX4J+Cfol6JegX4J+Cfol6JegX4J+Cfol6JegX4Z+Gfpl6JehX4Z+Gfpl6JehX4Z+Gfpl6JehX4Z+Gfpl6JehX4F+BfoV6FegX4F+BfoV6FegX4F+BfoV6FegX4F+BfoV6FegX4V+FfpV6FehX4V+FfpV6FehX4V+FfpV6CfQSblaiMGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZGJyJwZkYnInBmRicicGZOErodiM/fqIz02S79G8eZo4kbLvWN+9sZiuX3gfOxOBMDM7E4EwMzsTgTAzOxOBMDM7E4EwMzsTgTAzOxOBMDM7E4EwMzsTgTAzOxOBMDM7EpQort364xOqtnFvOfqLl1rPsuPLo336MPP64evsFpcbIcKk1Ri7Mr9TIGp6/PpeLalsjPzFT2xq5MJ9So9Xz+er//5qX/q1Y+rv0upJPr4/0C9dH8mPT61lPxtbnLOO+kT7gvpH8mPR6S3ZMfY4ii7Ncds2NR8d5tH0ap3/rk7Y6Lm4f5Eb7hbh91Bvtox7PbdQbcxv1uH3UG+2jHs9l1Bv//5o7YfTZurMsm5CNQneWm5jlmtndE0fvbo72bmL7ozfbL0xsH4tm+1hMnNtYNOc2FhPbx6LZPhYT5zIWzbmMxcjfAaV/P9EczY5cHelUenUkO2bkataJMc05iuk9I+LpPSPZ3MjVllquqZbYpCw3lPVn0miDQ6PZSaNdGxrNThrt5dBoLyfN2cuhOXs5abSXQ6O9nDRHL4fUEt0h3V5njSRsh6zPs7I+7zDa/KzRtbJDulZmpX8XN7ynJfBqCbxaAq+WwKsl8GoJvFoCr5bAqyXwagm8WgKvlsCrJfBqCbxaAq+WwKsl8GoJvFoCr5bAqyXwagm8WgJvlsCbJfBmCbxZAm+WwJsl8GIJvFgCL5bAiyXwYgm8WAIvlsCLJfBiCbxYAi+WwIsl8GJJ0NLD88GLJfBiCbxYAi+WwIsl8GIJvFgCL5bAiyXwYgm8WAIvlsCLJfBiCbxYAi+WwIsl8GIJvFgCL5bAiyXwYgm8WALvlcB7JfBeCbxXAu+VwHsl8FoJvFYCr5XAayXwWgm8VgKvlcBrJfBYCbxVErbaRf/hpRJ4qQReKoGXSuClEnipBF4qgZdK4KUSeKkEXiqBl0rgpRJ4qQReKoGXSuClEnipBF4qgZdK4KUSeKkEXiqBl0rgpRJ4qQReKoGXSuClEnipBDF6ghg9QYyeIEZPEKMniNETeKcE3imBd0rgnRJ4pwTeKYF3SootPTwvvFMC75TAOyXwTgm8UwLvlMA7JfBOCbxTAu+UwDsl8E4JYvQEMXqCGD1BjJ4gRk8QoyeI0RPE6Ali9AQxeoIYPUGMniBGTxCjJ4jRE8ToCWL0BDF6ghg9QYyeIEZPEKMniNETxOgJYvQEMXqC2DxBbJ4gNk8QmyeIzRPE5gli8wSxeYLYPEFsniA2TxCbJ4jNE8TmCWLzBDF5gpg8QUyeICZPEJMnVehWoVuFbhW6VejWoFuDbg26NejWoFeDXg16NejVoFeDXg06NejUoBNDJ4ZODJ0YOjGeL8a8xtCNoRtDN4ZuDN0YujGeM4Z+DP0Y+gn0Eugl0Eugk0AngU4CnQQ6CXQS6CTQSc8+gnzK0SCfcjTIpxwN8ilHg3zK0SCfcjTIpxwN8ilHg3zK0SCfcjTIpxwN8ilHg3zK0SCfcjTI51u6SZoWoFcIc0N9nfhvQnRO7sntOdQcbAx76/6BRifq4J4AGgE0AmgE0Ahi2tvdN/IX+o2OZh/u5oI19uroqfd2Tu5h/fXO7o56T2Ov9LMQvZJoWaJliZYlWpategnrGxia3ujvbvanV0oYxxLGsYTnKmEcSxjHMuqVUa8cWD3d/XUUMMhlSac3BhqDrcsY4zLGuFy2Opt9U614qL+JK+hfGf0rY6QqUKtArYJeVdCrCnqVntwFBcxyIXUxQSE9YQoKhcic2NXLGgOD3b31QcxHIWVpUBCx0+xrDHZ193eywZnNkcwAa/Y1Gt1Tuwa7/MGu/gbyA96U7hmtvD/QmNHoQyFtqihYvb+/ObOnMWXQHskNTXdH0v7haumHnc2ZfWlucnOwi6FaZ5+f5SYPjNjEIMhLt9k/2NWc2uyr9/jdfYPDr1PHYHezz2vsOdQ9o97T6OtokK7m0EAj19+Y0dOcOvxe9DUH3eHKU/vrPYPTs+zkkT8GDvB7rwC/8wrw+6wAv8MKwtT8BWFq+oKwgM8DXMcLG3KUOcoh7k9NSRCGaD81JUEYon5qSoIwNSVBmJqSIAyhl5qTIEwPgIIwNSlBGLZ0akhjpOnrEkroS+hL6EvoS+hL6EvoS+hL6EvoYzmFWE7h8HKaPrmn2THN7uwbSUla6pmSpv2DKA8OdNU7G2TkX7tz2kjKpnT39DQ6JzfTRYtflQX4VVgQlituWqO/0TFoD/Z316cOTU/TfpQ7+9K0ZwodDuB60rckrGJcqgnr7psxeainpzE4nEvruM3pjT5cHOjt7mlMqXc0/O6+GVnBHBjqo1MavfWehjX8DxmYXu9sWB09Q5NJV6PeP2h3dtd7m32dXu/QAN6vxhgl3zm5Z6QH+KVIUMVMVDETVcxEFTNRxUxUMRNVzEQVM1HFTFQxE1XMRBUzUcXGVo3QToR2IrST2sAAR8vlKEuLSEtIy2mahivlKA1XkkoaxiSV9Ig5qRQSbyj9Bdn4es9geq1VNw1tkkoa2iSVdJUklTS0SSppaJNU0tAmqaShTVIJSmizlA+rBSUfjM3ylerwZ23lIK1by+fDSqTki0q+inxByQdKnit5oeRDJS+VfFHJl5R8WclXlHxVycej+VjpW6z0LVb6Eyv9iZU+xJGSV/oTK/2Jy23PUlLGIVH6mShayei41arp70ki9ZcmUWXOQndf92BW6G10dqMQq9VitVqsVCvmlWrFvFKtmFdbK6utldXWymq1RK2WqNUStVpJrVZSq5WUamWhVCsLpVpZqNWkWk2q1aT6pGprRbW1otpakavVuFqNq9VU0aIqWpxDNFKrRWq1SK1WU6tV1YI6jcWiUijNUVDfkHJpzoIyIHMMrzpZZXWyyupkVdQBqagDUlEHpKL2oFJQqxXUauqLVFFf5Wo++9FUUinL7DdWow1V1YaEOrIVdZRq6k+xamrvy7U5C8oT15Smq2rTVXWiq+qYV+fofagW1Amoqc8VY/eNo/RDqS7MqjrxQl1kIl1kIzuDDAt5KapKvqbkYyWfjOZTL5TgxyBJjSek3tNT7yL93bPqI7RM8IVlgi8sE3xhmeALyyQu4ndvgTq+gTq+gbrEAnVEAjlnYfTRAnW5BOrIB8U5C8o9RfUedbCD8pwF5R51nwrUqQvUPTRQ99BAnZCgqlarqtXU1ypQX6tAfa0C9SUN1IkP1B05UJclV7dnri4xrs4C53MWRpvm6hrl6vxwdQvk6hbI1ZnjoVotVKupc8rVOeXqnHJ1Trm6BXJ1C+TqbHN1trk621ydba7ubVzd27j6HnD1PeDqeyDUERXqXiPm2GvUsRaBWi1Qq6mzINRZEOosCHUWhDoLQp0Foc6CUGdBqLMg1FkQ6iwIdRaEOryiNOdGM1wYhx6MrO/ugWbPHBfaavD2Gry9RtheI2yvEbXXiEb3ySSpmtO7C57yH44aN3Kgof5HHYdatiqzoMN2K6/ki4r9K40dzY+Unak9s6Z3RZFoZcJWJkKmWGhlglaGtzKtu4qhsuFWWhezFoqtTEuulG9lWo2XWo2XWo2XRNqmyA/b+9ZF2cq0Gi+h8WKetzKilQlbGXC0lg4/rgatekGrXiBbmaiVabUeoOtFnm9lCq1M0Mq0esBbLfNWy7zVMm+1zFsti1bl9GuHBMddCY67Ehx3JTjuSvL5GDfI1p2yJSNbMrIlI1sysvUAUesBotYDRK0HiFoP0Hodiq3XoRi1Wm69F8Wo1XLUarnYarn1yhRbr0yx9coUW69MsdhqudhqufW+FFvvS7H1vhRb70ux9b4US4L2dA+zm42UC/mgkOWCLMeznMhyYZaTWS7KcsUsV2rleD7LZRo80+CZBs80eKbBMw2eafBMg2caItMQmYbINESmITINkWmITENkGiLTEJlGmGmEmUaYaYSZRphphJlGmGmEmUaYaYSZhsw0ZKYhMw2ZachMQ2YaMtOQmYbMNGSmEWUaUaYRZRpRphFlGlGmEWUaUaYRZRpRplHMNIqZRjHTKGYaxUyjmGkUM41iplHMNIqZRinTKGUapUyjlGmUMo1SplHKNEqZRinTKLU0Cvl8litkuSDL8SwnslyY5WSWi7JcMctlGoVMo5BpFDKNQqZRyDQKmUYh0yhkGoVMo5BpBJlGts4L2TovZOu8kK3zQrbOC9k6L2TrvJCt80K2zgvZ+i1k67eQfgWd4CuKBF9RJPhqIsmnp7NJPj3cTvLpV/dJvoA9e/RJs7VZSL9WTvAVQ5IfHdNs5RXCFgsStBMgFUjRnwL6U0CbhVa/wJACGIIzM3zdkeQR5eQR5eSDVvtgDKKdfID2ArQXoD2cp+VxnpbHeVoe52n5oPWMrfagH0CfQ5+n52g8X8zzvBjfUZ+OEQhKXPmkOvyJUs4PlxE7qiG7TEN2u7M5OL7Z1/CH08GZza5mf/dsb6TQ1d9oDE3PZfnO5sw+D9VmNPoHneH8lOZQP5lZH+ips5n1GbO66r2z63Sgt97TM2Ps6I90xtf765NT3Ui1xpFqgCPVv0aqS43UiCBSjWlUnbOgHAypAVekBlyRGnBFasBVVN19UXX3RdXdF9VHKKruvqi6+6L6PEXVjxdVP15UvXVRDUOKatBZVKO8khrlldTulNQRLamBQ0ntTkkd3pI6vCW1O6XynIXRRyipUVFJ7WhJjY5LanRcUierpE5WSZ2skjpZJXWySupkldTouKRGxyU1Oi7NcWiVn7OgnOeoh5dldUTL6gSX1Qkuz3FUpIZvZTV8K6sDX1bfg7L6HpTVWSirL3m5PGdBaUCdhbI6C2V1FsrqLJTVWSirs1BWZ6GsDm9ZHd6yOrwVdUQr6ohW1BGtqCNaUUe0oo5oRX1hK2qkW1Ej3Yo6ohV1RCvqiFbUl7yiRroVNdKtzHEwqJ43VNTzhoo6JRX1vKGinjdU1PVTUc8bKup5Q0WdhYo6CxV1FirqWqgkcxaUe9Tz16o6iFX13amqrVXjOQvKsaI6wVVVtKZukEl5zsJoA4n6Wibqa5mor2WivpaJOiCJOiBJOiCgnczcvMzcvMwcg8zcvBRpAD9yUtvsb3Z0NOdrlYeFcM2dXh+sd42f2d3ZGD1ZiNoPNKL2A42o/UAjaj/QiNoPNCL1QKMSth1o4IJSQ7bXkO01ovYaUXuNYnuNYtuRaSLGD/V3DqEQjRSULhfanyGdf9iLqGVEUOZzlIM4xP9lWzlqKxfbyiWlLIfTtrJsK0dt5WJbOf0S7f/3JWprO5rL51FbudhWVttW6xbb2i62tV2cS/1iW1ltW/2s1NZ2qa3tUlvbpbncr7bdGm/ZmoO2smwrR23lYlu51bZsa2tu5aitXGwrq32L2u6P2voWtbUXtbUXtfVNrVtsa7vY1nZxLvWLbWW1bfWzUlvbpba2S21tl+Zyv9p2a0yitvmK2uYrapuvqG2+orb5itraknMpy7Zy1FYutpXVttV727Xm9nmxraw+d7Ht/mLb/cW2vhXb2iu29U39rNTWdqmt7VJb26W53K+23ep3sW2+im3zVWybr2LbfBXb5qvY1pacS1m2laO2crGtrLat3hu1tR3N5fOorVxsK6ttq3Xbn6Nde2711TEttd1faru/1HZ/qa1vpba+tdoutc1XqW2+Sm3zVWqbr1LbfJXa2pJzKcu2ctRWLraV1bbVe6O2tqO5fB61lYttZbVttW6xre1iW9vFudQvtpXVttXP2seo/bna+5Le3zGrv7unp7tjt+Zgb71/WmoBAy7ycCaidRCilAttzqW9XFTKhWG3o5SrbWXRqu9Prvd3j+9sDvY0BgbQjVIpSP1VrDruWPXVSVtBMb/J6Bf5YaWQDys15AMlz4fzqRzPtw4Keb51UMjzrYNCnm8dFPLs+Jdnh748O/Tl2aEvz456eXbUy7OjXp4d8PLsgJdnB7w8O9bl2bEuz451eXaYy7PDXJ4d5vLsCJdnR7g8O8Ll2cEtzw5ueXZwy7PjWp4d1/LsuJZnh7Q8O6Tl2SEtz45meXYgy7NjWJ4dvvLs8JVnh688O3Ll2ZErz45ceXbQyrODVp4dtPLseJUXePZEPGuPZ63w7Il41h7PWuFZr3jWnshaEVmvRNaeyFoRWa9E1p7IWgmzXoVZe2HWSpj1KszaC7NWwqxXYdaezFqRWa9k1p7MWpFZr2TWnsxaibJeRVl72ZtdiLJeZe94IXuzC9mbXcje50Ix60v2ZgdKTmS5MMvJLBdluWKWa2kErS8xeJC990H23gfZex+UMo1sBQTZCgiyFRCUMo1sLfBsLfBsLfDWlxicZ6uCZ6uCZ6uCt77E4DxbHzxbHzxbH7yQaWQrhRcyjWzN8IIYCRwjWZ4zCm1dGN7xWnWL+f8LAAD//37jRW8AeJwUwd9rV2UcwPH35znP53yf5/kc9Tgzc5ubc0XlTBNysaBt0VVW/4LOggJdOGtZy6BD5MwggiBXRK5iy6vQopBC27zNmgUJxexCt6a1n5Z6F4t44QABHDkfZ1BjnIyMhOIxAjlKImL/W20UFM3GClZgrGQlnlWsokZJiaeO1dRoZA0ZG9hAjSaaMJpprjM2shGjhZYmo5VNGJ101hlddGF0091kPMojGLvYVWfsZjdGDz1NxlPswXiGp1H28izGfnoxDtCH8gLPk9FPP8bLHMQYYICM1ziEMcQQxmlOY+4VN4C5d9zrmBt272LuczeKuTF3EsvWufHKsobsDizblDVWlm3PWrHswawdyzqyDiwbyUYw/4DfXplv9zswf9WPVeKv+WuIn/V/VuLn/Bzi5/18JX7BLyB+0S9W4q/7JcT/4/+uxN/wNxB/09+sRNf6W4iu19vJtV7rEW3QBmraqI2I3qkbcLpZ70K0TdtK0R26BdEObS9FH9aHEO3SzlL0Me1GdKfuLEWf0McR7dEncbpX95DrPt2Haq/2kut+fQ7RPu3Dab8eQPSgvliKDupLiL6vR0rRj/QDRI/r8VL0jA4jelbPlqLj+h2i3+u5UvRHPY/ohE6Uor/oBUQn9SJOL+klcp3S33H6h04jOqszOJ3XOUSXdIFMl/U6krucUvLb8gzJf80vYvnl/LfKwmAYxMJb4U0sDIX3sDASPsXCV+FLLIyHMSycD+dIYSL8gIWfwgVSuBx+xsKVcKUiTIUpJEyHaSzMhBkk/BWuomE2zK62MBfmmi0shHksLIZFauFWWMJiXfgXjWviGiyui2uxuD6uR2N9rMdiS2zE4n2xFYtb41Z8PBq3YfGT+CEWR+IIEkfjaCXxZPwMiafiKXy6O36BpHvTPbjUljYjaVvaUll6I92PpMPpMJbeTkeRdCwdw6XhNIxLJ9IJXJpMkzh71Q7hCrEjuCIUNVwRi4gUDUXCFd8UX+OKM8W3lSwvLy/DfwEAAP//0cav3wA=) 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) 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) 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) 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) 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</style></head><body><div id="i78264de57bf543b7bef050ccf886369a_1"></div><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-64f88318b201ec1b527737a04ac4d41d" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">DECLARACIÓN DE RESPONSABILIDAD DE LOS ADMINISTRADORES DE NATURGY ENERGY GROUP, S.A. SOBRE EL CONTENIDO DEL INFORME FINANCIERO ANUAL CORRESPONDIENTE AL EJERCICIO 2020</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-2aa3ec7b1eefa9c1cae2335451d5f8da" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Con relación al Informe Financiero Anual de NATURGY ENERGY GROUP, S.A. correspondiente al ejercicio 2020, que contiene las Cuentas anuales y el Informe de Gestión, y de conformidad con lo dispuesto en el artículo 8</span><span style="font-size: 11.0000000000000pt; "> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Real Decreto Legislativo 4/2015, de 23 de octubre, por el que se aprueba el texto refundido de la Ley del Mercado de Valores, los miembros del Consejo de Administración declaran que:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Hasta donde alcanza su conocimiento, las Cuentas Anuales elaboradas con arreglo a los principios de contabilidad aplicables, ofrecen la imagen fiel del patrimonio, de la situación financiera y de los resultados de NATURGY ENERGY GROUP, S.A. y que el Informe de Gestión incluye un análisis fiel de evolución de los resultados empresariales y de la posición de NATURGY ENERGY GROUP, S.A., junto con la descripción de los principales riesgos e incertidumbres a que se enfrentan.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Declaración efectuada con motivo de la formulación del Informe Financiero Anual de NATURGY ENERGY GROUP, S.A. correspondiente al ejercicio 2020, realizada por el Consejo de Administración de NATURGY ENERGY GROUP, S.A., de fecha 2 de febrero de 2021.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: center; "><p class="paraStyle-c785b8e436a70be736fe157694447eb6" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 468.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 248.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 219.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Reynés Massanet</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presidente Ejecutivo</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Ramón Adell Ramón</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero Coordinador</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Marcelino Armenter Vidal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Belil Creixell</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Lucy Chadwick</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Helena Herrero Starkie</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Isabel Estapé Tous</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Rajaram Rao</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rioja, S.à.r.l.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Javier de Jaime Guijarro</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Pedro Sainz de Baranda Riva</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Claudi Santiago Ponsa</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Theatre Directorship Services Beta, S.à.r.l.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. José Antonio Torre de Silva López de Letona</span></p></td></tr></tbody></table><p class="paraStyle-c785b8e436a70be736fe157694447eb6" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 467.4300000000000pt; "><div style="bottom: 0; position: absolute; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-bbc566a6d0c59e08459a14bd475df5b9" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_4"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 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AoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCKfofw/mKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASkAx2PZWNc1Ws18NKb+QyBluD93atcNT27/huMfvRouXsRfYHP35XP0rBYGt/y+xCfzf+RTrLpTJBp0fdTThlMftv+vuF7Z+ZMLZP7gr0KeCpranH7l/kZub7seEX+6K3hRivhhEV/MU/7taOK/kQfMX8KsQYqGn0YCAn0NVbzJv5MCPak0usS0LTv5MQUwFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIZ+h/D+dAE1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFa6JCtuG/wDiVPx7GgCzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJriKMZuJY40H3pHIAXJ7sfU0AVP7f03/oLaf8A9/F/xoAP7f03/oLaf/38X/GgA/t/Tf8AoLaf/wB/F/xoAsW99bzf8el1BMBwxjYHafcigCBtd04fe1WwB6MDIvBHqM9qAHw6vYyHFvqFnI5+7GjqS2B2UHsKALVABQBVn1WyiOLm/tIm6lHcA4P+yT3oAtUAMWZCSEkRmHEqg8xlh/GPcUAPoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAguvun8P50AT0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBw/xg/5BVx/2y/9K46APlegAoAKAO6+FXjn+ybsfapVW0lxZ6gWPEJz8rk/9MmP5E0AWvi94CGmXO+xh22k2biEL0trnPzKAOg5yPbgdKAPO6APoH4G+OPPiNveP+9jzcWDE/62zduR/wBsHPr0OB0oA9U1HU7e0jeS/lEcKKbieQ/wog7D1P5ntQB8geJvEc+p3Mkt1kF23xp/zxhHAUf7iACgDMhgkkYLBGzuxEUUa9ZHc8BR7mgD638B+C49HtUjAQzH/SdSlX/ltduOcH0jGAOBwM9c0AdNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBDdfdP4fzoAmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDh/jB/yCrj/ALZf+lcdAHyvQB0/gHwdDrF0Irm6lgUq05lQAkGMeh9aAPV/+GY9N/6GHUP++FoAP+GY9N/6GHUP++FoA7LWvh2t5p4t7u9a5lRQNPv5hgpcQg7TJt9FO09SRnvQB8qXVpLC7LdRNHIpNvPE3WKWNsEN/ukUAX/DviO50y4SWxwXQ79h6TRkYKvjs6kigD1b4yfEmC5gii0afdHKq6veOOvkHlUkX3bk85BAoA8VoA9c+CHgNbmU3F/HmKI+Tp6Ef629x97P/TBT+Z9qAPoSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAhuvun8P50ATUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBw/xg/wCQVcf9sv8A0rjoA+V6AN/wf4xm0e4EttaxTsFaAROSARIPUelAHof/AA05qX/Qvaf/AN9tQA+P9p2/GfN8N2TcEJtkYbXxwWyDwD9PqKAPeIpVcAxklSBIhIIyrDup9qAPCPjn4FMbi5sYyUbFpqiqP9VOo+VmI7SqMHpyB3NAHjNABQBo6D4futRnSLT0zI5EYY9IU7tJjtGuSaAPr/Q9CttPgSLT02xIPKj/ANsk5Jb3kYkmgDQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIbr7p/D+dAE1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcP8YP+QVcf9sv/SuOgD5XoAuaXot7euE0qzmuZTl1hjHO1ByT9BQBvf8ACp/Fn/Qsah+Q/wAaAGv8KvFaglvDGpED5iFXJIA/hUH+lAH1fp6TLEguixkCqs5Y5JlCDO5vr70AR6to9texPHqEW+FwYZl9j3U+qnkUAfH/AIi8PXGm3EkV6VMiHyy69JUYAgqP+miEGgDMoA+g/gd4GFvCbi7X99LmCyU/8sbNG64I6zOPyAx1oA9doAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCG5+6fw/nQBNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHD/GD/AJBVx/2y/wDSuOgD5XoA7z4QarZ2uoK2pXttax7Hj8+Zgqhiv8UjYHP1oA+iP+E+8Nf9DZ4f/wDAmP8A+KoAP+E+8Nf9DZ4f/wDAmP8A+KoAcnjrw6xAj8U6CzH5ERbiPLsT0UBu5oA2qAPlf4v/APIVuP8Atl/6SR0AcPQB9bfDX/kG23/XMf8AoRoA6qgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAILp1CneyqOMk9uR3oAnoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDh/jB/wAgq4/7Zf8ApXHQB8r0AFABQAUAXtF/18X/AF0T/wBGCgD7SoA+V/jB/wAhW4/7Zf8ApJHQBw9AH1t8Nf8AkG23/XMf+hGgDqqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAguIkYESDI6n2xQBPQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGdr3h601KFotTWQwvt84IcE+VICMN/vKKAOK/4Z78J/8++of9/T/hQAf8M9+E/+ffUP+/p/woArSfs4eGGztuNajyd6lZF/drjou6M8H3yfegCL/hmnw1/0EvEH/fyP/wCNUAXLf9nvwzEUMUmrb0ZbgSGQfvzGc4lGzGGPoAfQ0AekUAcB4k+B2iapcPNqF9rCSvt81IXQKvlRqo2K0ZPKqO5oAyv+GafDX/QS8Qf9/I//AI1QB6JoehwWECRWbzPGg8iJ5SCzKD/GVA/kKANCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKADPvQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEM/Q/h/MUATUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBBeahbW6FtQu7e3iGPNuJmCrHuIA3yMQPmYgdaAKNn4v0S4YLYeIdHuJD9yGGdGZ8f3UVj0oA1aAK0mp2iSKk19apO2XtrVnAe4VAcmGInJ2gHoKAH2t9bzqGsbqCeM5CTRMCrlGIO11z91gRQBUk8S6UhPnaxp0ZVxYSh5FHl3brkI2T95l7daANGgAoAKACgBk1xFGpNxLHGg+eSVyAI1Hd2PpQAqSKwBjdWU/OjqeHUjqpHqKAHUARRXkDlhDcQu6/JcRqwJgZh0lUdMigBLW+t51DWN1BPGchJomBVyjEHa65+6wIoAmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBjhsHy2VW6IzDIVv9pQR0PuKAOE12TxBpirLP4uju/3kdqdLa2jVbwXMyqVtWU7gUUkj536c5oA74UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEU/Q/h/MUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBw/xg/5BVx/2y/8ASuOgDynVrK6gNnJrng+x0K1WSIPq1iybrlQMgyJG3BIBOSM/XGKAPSbbxxqpbVRJNA32VTPpB2D5CYpj+99dpVaAOdl8VXN3JYtfW1g8sttc3E9z5Y3RMLaX/j3fsG2/z9aAKfhfxHrAs9PtvDF3BZ3E32i4k1CVAwghtriU4RGB5fB/h9MewBj2V9d2kc39oJp97cf2klreyzRgrJcbZtzwxkDBLA44GPSgDrdU8W+L5pr7+xdX061t7P8A0t4niBa8hEbnbuIP3gh9D0waALf/AAsPXdRktI/D76fZSywf25fzToWCncwxAM/3kPXtjmgDf+GfijU9SglbXZLd5knfTN0K4BSGNOg/3mNAHFeK/itqVrLK2i+IobqGN/s409bQmN1DDIn1L1Q+nB7GgDqvipdCbR5mVSoZYZ1U/wAIe6iPP0oAwtM8aa/pM0SeJ7yyvbWS2fVYEt0wdPWxtS2FbAzuVD1zye1AGX4f+NWrXE0Im1DS5zM5sH02GFw2jNMwCM07DBCMeRk8e/QAZ4Ss/ERTVPI1TTkl3yx3TFDiTUBJ8zREj7rRhwOOCQe1ADfDni3V9H0aN45bKVJH/szQ0ZT/AMSx3mnLNdbc7sleAB+fSgCZPi/qsUF2ses2upzwrHeWOqm3ZNwluo1Zbm0ZVGYi+BwPx7AHonghPExRm8XajptyH2XOmpbLj7NG6nIlOxeuR/e780AdXQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBV1K++zxSOYnk2I10Yl6y+UhOEAzy2PSgDzXRvEmhF1n8TX9/dajgmFfstx5eirL1TT4vKx8o4LHLH1xxQB6oKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCKfofw/mKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAx/FXhiLVbZ4bi4khR9u6ZACU8qVW4B9StAHJJ8FopHQ674q17UoUKzW9hK4CB4QAMx88bRjgKT60ATa58H4bqWZ7LxDqtgs4C6tawkFbxk/vZ7Edvr2OKAJ4fhRaobcjUrk+RFJpUI2j/SEuo3BMnuoegDKl+F2nBbaDTPFMtrqNuJL2zuUCmQ2dzPljPCCONzYByB14PNAER+F2kwlYb7xVcyXUs48SxeYBvvZ7SN85HowYkmgDpo/h3bqb0i+nP2xfIuRgf6GPLcfuvwfvQBzPib4bQ2VvFLputavbXNrH9gju7WIO93bO54+zbl5Bc/xAAZJ9gDT+EHh/ULKzb+2ILiKWSV9REc4w4jdEGZ0JOC5UnnmgCjd/A3zBKlv4t1SCxlc6hPpiquDcswOXkzyBhcfL260Addr/g6G/szbzXUsUZVIDcKBkC2dT90/wB4rQBg6P8ACRIZg+ta/f6sFjOl6dBcDAtLaWMqdzA8llJHbg8560AR6P4FXSJYhJ451MWoYxaNojsAJpJA3yyEH5guc/dGOtAE6+DLDS5Lia88Sz29nMXudSs5SoTzbrPIkPOQScfkKAIbb4NWqWrQXOuanPBuW70gnAOi3MbOd1sV7uXOc/higCxP8MZp7eeLVvFus3om8smSfB+x/ZpAf9Hj7eZjnt7ZoA7K0tRCiqrFgqiBWP8AEEUDn60ATUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEU/Q/h/MUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQByfxH1XVLOyeXQbryZoytzINqkXFvvAKurg8YOeMHjg0Aec3vxxvhJdNb3TLZGMxeF2ZF+TUIvKB2MV5wXLEEsB7igDal8QeMbu4eDStYs7Ka3giu9RlkiUnVtRlgQkNuGFDM3YDH8gCkvxC8Tak1iuh6jaWElxHKbrfGrKlxZs4LIGBPIQkDOPWgDE8R+K9U0S/la4db2/Noun/a0QBVuWkQ+ZJF6Iqk9MZ7YoA7N7+7j1HTkudQtNQLRTXFxqjQRBrotA5Bt5VTKr6bSMj72eaAOUtfiH4yWyS7uddspbcS/YrjTfJUG6hLdWlAHIPAwRxySTQB0Gt+MPFFxPe/8I/qdjY21mnmzwSRhm1FjC5zuYHoUOMEDpkHmgDsvCep6he6fG8t0jXjxlxcsox9pYHBeNQBgHHagDzaz+OWoubUXPlxKG2+MJfLwLYPOygOW6YXDHHP4ZoAs2XxF8T3ywJpd5axXN1JNcWV5LGuNM0qzGMLENwJZkc859OhBAAzUfil4ltoXjaWxk1GK5j0Oa82Dbf293FKQWi4AJZO2PpQBa1my1mG90weJtVt76fzp5Ip4kChLcpBhSgA+62aAOV8Xa74g1bT3uLrVrdNPM32a20ZYlyqI3DSXHJyO43EfyoA+iaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCKfofw/mKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAq6lp0d1FJHcZ8t0azmx/zzmQg4I9jQBxEfwU0wQ2yNeXDC3kbURKRzemWQErJg8Bgqjj09aALniT4V29/M0tnrGpabO6fYNSa2IxqEGMYmU/7IA69B0oAms/hhp1tNavp808SWyPa2tseftH2lWyZnPdmcnjjNAEl78OLG5uZZb6WSQSwHQ57UgYjiYr80b+oxx6UAVdI+F0NrJau2sXlw9sslpahwP30FwrAB8f8APEMcfhQBX/4U7afYPsv9q3Xl7/t32raN27PTbQBgfEnwRJEZZPD3/CTvPcj7Je2OnrlJ2VRzesBkKwznrnkcAmgDv/B2jT2NnBHehRKiCO4UH7kh6gMP7pOKAMGX4OaWwuwJ51+1ESzYH/HiUl3fuB/tSc8nHbGKALGofCuymht0t7+8tJ7YBNN1KDAYFQM+YpH/AC1Iz1HPtkEApn4NWJhCPqt/JL56+Ib3UJcF765iVhhz6fMfU0AdBrfg6G9uLaWW6lja3Z54YlAxcGcL/rCf7u2gDkdQ+A1pKHSz8R6ta2TP9uXSUwY4JW/uKfTt6UAem0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEU/Q/h/MUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUART9D+H8xQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBFP0P4fzFAEtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEU/Q/h/MUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAQz9D+H8xQBNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBFOOD/nvQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAySgB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJCMcmgB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEN190/h/OgCagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCG6+6fw/nQBNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADFVgfmbI7D0oAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAENyMqePT8eaAJqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGSUAPoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAjlPH8/agCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCGcYBwKAJqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAZoAM0AGaADNABmgAzQAZoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAZoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKV/MAov5gFMAz70rro0AUwCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGS9DQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKSAQvSbXWaHYXP1p/cTfyD86PuC/kJ+dH3BfyD86PuC/kH50/uC/kH50fcF/IX86X3BfyD86PuC/kJ+dP7gv5B+dH3BfyF/Ol9wX8g/Oj7gv5B+dK3oF/IPzot6BfyD86f3BfyD86PuC/kH50vuC/kH50fcF/IPzo+4L+QfnR9wX8g/Oj7gv5B+dH3BfyEzRfzQ7+QZov5oL+Qfiad13QX8g/E0XXdBfyD8TRdd0F/IPxNF13QX8g/E0XXdBfyD8TRdd0F/IPxNF13QX8g/E0XXdBfyD8TRdd0F/IPxNF13QX8g49aV13iF/IPxNO67oL+QfiaLrugv5B+Jouu6C/kN3n0rPm8qgw3n0pc3lUAdn3NaXXdCv5B+Jp3XdBfyG7h70ub+6x/IN31o5v7rD5Bu+tHN/dYvkG760c391h8g3fWjm/usPkG760c391h8g3fWjm/usPkG760c391h8g3fWjm/usPkG760c391h8h2afzYr+TDNFvNhfyYZ9jS/8CC/kwz7Gj/wIL+TDPsaP/Agv5MM+xo/8CC/kwz7Gj/wIL+TDPsaP/Agv5MTf7UubyY/kw3e1HN5MPkw3e1HN5MPkwz7Gjm8mAbvY0cy7MPkG72NHOuzD5Bu9qObyYfJhvo5vJh8mG/60vaLsw+Qb/rR7RdmHyDf9aPaLtIPkG/60e0XaQfIN4o9ou0gsw3ij2i7SDUN30qef+9THYTf7rS5/71ILC5/2qd1/OxWDI/v0XX88h28gyP79F1/PILeQZH9+i6/nkFvIMj+/RdfzyFZ9gyP79F1/PILPsJ5o/vCl7Rf8/Kf3j5WHmj+8KPaL/n5S+8OVh5o/vCn7Rf8APyl94crDzR6ij2i/5+UvvDlYeaP7wpe1j/z9pfeHK/MPMH94Ue1j/wA/aX3hb1F8wf3hT9rH/n7S+8LeoeYP7wpe1j/z9pfeFvUPMH94Ue1j/wA/aX3hb1E80f3hR7aP/P2l94cr8w8wf3hR7aP/AD9pfeFvUXzB/eFHto/8/aX3hb1E81f7y0e2h/z9pfeg5X2YeYv94Ue1h/z9pfeg5WL5g/vCj20f+ftL7wt6h5g/vCj20f8An7S+8Leonmr/AHlo9rD/AJ+0vvQcr7MPMX+8KftYf8/aX3oOVi+Yv94UvbQ/5+0vvQcrDzF/vCj2sP8An7S+9BysPMX+8KPaw/5+0vvQcrDzF/vCj2sP+ftL70HKw8wf3hR7aH/P6l96DlfmHmD+8KPbQ/5/UvvQcr8w8wf3hR7aH/P6l96DlfmHmD+8KPbQ/wCf1L70HK/MTzV/vLR7aH/P6l96Cz7MPNX+8tHtof8AP6l96Cz7MPNX+8tHtof8/qX3oLPsw81f7y0e2h/z+pfegs+zDzV/vLR7aH/P6l96Cz7MPNX+8tHtof8AP6l96Cz7MXzB/eWl7aH/AD+o/egs+zDzB/eWj20P+f1H70Fn2YnmL/fX86Pb0+tal96Cz7B5i/31/Oj29P8A5/UvvQWfYPMX++v51LxEOlal56oLPsw3r/Cyk0Rqwf8ACqUb+qCz63JBXSvMQUwCgAoAKACgAoAKACgAoAKACgAoAKACgAoAZL0NAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGjPvSflclFaW2kP3JGFfP47B1X/CrS+9m0Wuoz7JN/wA9j+dcv1HF/wDQZ/5M/wDI054/yB9jn/57H86PqOL/AOgz/wAmf+Qc8f5A+xz/APPY/nR9Rxf/AEGf+TP/ACDnj/IH2Of/AJ6n86PqOL/6DP8AyZ/5Bzx/kD7HP/z1P50fUcX/ANBn/kz/AMg54/yB9km/57H86PqOL/6DP/Jn/kHPH+QPsk//AD2P50fUcX/0Gf8Akz/yDnj/ACB9km/57H86PqOL/wCgz/yZ/wCQc8f5A+xz/wDPY/nR9Rxf/QZ/5M/8g54/yB9jn/56n86PqOL/AOgz/wAmf+Qc8f5A+yT/APPY/nR9Rxf/AEGf+TP/ACDnj/IH2Of/AJ6n86PqOL/6DP8AyZ/5Bzx/kD7JP/z2P50/qOK/6DP/ACZ/5Bzx/kD7JP8A89j+dH1HF/8AQZ/5M/8AIOeP8gfY5/8AnqfzpfUcX/0Gf+TP/IOeP8gfZJv+ev60fUcX/wBBn/kz/wAhc8f5A+yTf89j+dP6ji/+gz/yZ/5D54/yB9lm/wCeh/On9RxX/QZ/5M/8hc8f5Q+yzf8APQ/nR9RxX/QZ/wCTP/IOeP8AKH2Sf/nsfzo+o4r/AKDP/Jn/AJD54/yB9km/56H86PqOK/6DP/Jn/kLnj/KH2Wb/AJ6H86PqOK/6DP8AyZ/5Bzx/lD7JN/z2P50vqGK/6DPxf+Q+eP8AIH2Wb/nofzo+oYr/AKDP/Jn/AJC54/yi/ZZf+eh/Oq+oYn/oKX3v/IOdfyjfsMn/AD1b86f1DEf9BX4v/IPaL+RDvskv/PQ/nS+oYn/oKX3v/IOdfyB9ll/56H86PqGJ/wCgpfe/8g51/KN+wyf89W/On9QxH/QV+L/yD2i/kQfYJP8Anq350fUMR/0Ffi/8g9ov5EH2GT/nq350fUMR/wBBX4v/ACD2i/kQfYJP+erfnR9QxH/QV+L/AMg9ov5EH2CT/nq350fUMR/0Ffi/8g9ov5EH2CT/AJ6t+dH1DEf9BX4v/IPaL+RC/YpP+eh/Ol9QxP8A0Ffiw51/IJ9gk/56t+dH1DEf9BX4v/IPaL+RB9hk/wCerfnT+oYj/oK/Fh7RfyId9ll/56H86X1DE/8AQUvvf+Qc6/kE+wP/AM9W/Oq+oYn/AKGNb/wJ/wCQe0X8iD7A/wDz1f8AOl9QxP8A0Ma3/gT/AMg9ov5EL9ik/wCeh/Ol9QxP/QV+LDnX8gfYpP8Anofzo+oYn/oK/Fhzr+QPsDf89X/Oq/s6v/0M8V/4F/wA9ov5EJ9gb/nq9H9nV/8AoZ4v/wAC/wCAL2i/kQv2Bv8Anq/50f2dX/6GmL/8C/4Ae0X8iD7A3/PV/wA6P7Or/wDQ0xf/AIF/wA9ov5EH2Bv+er/nR/Z1f/oaYv8A8C/4Ae0X8iD7A3/PV/zo/s6v/wBDTF/+Bf8AAD2i/kQn2Bv+er0/7Or/APQzxf8A4F/wA9ov5EL9gb/nq/50v7Or/wDQ0xf/AIF/wA9ov5EH2Bv+er/nR/Z1f/oaYv8A8C/4Ae0X8iD7A3/PV/zo/s6v/wBDTF/+Bf8AAD2i/kQfYW/57SVX9n1f+hnjf/Av+AHOv5EH2Fv+e0lH9n1f+hnjf/Av+AHOv5EL9hb/AJ7PV/2bU/6GmN/8C/4Ac6/kQn2Bv+ez0f2bU/6GmN/8C/4Ac6/kQfYG/wCez0f2bU/6GmN/8C/4Ac6/kQv2Bv8Ans9H9m1P+hpjf/Av+AHOv5EH2Bv+ez0f2bU/6GmN/wDAv+AHOv5EJ9gb/ns9H9m1P+hpjf8AwL/gBzr+RB9hP/PWSj+zZ/8AQzx3/gX/AAA9ov5EH2E/89ZKP7Nn/wBDLHf+Bf8AAD2i/kQfYT/z1ko/s2f/AEMsd/4F/wAAPaL+RB9hb/ntJR/Zs/8AoZ47/wAC/wCAHOv5EH2E/wDPWSl/Zs/+hljv/Av+ALnX8iD7Cf8AnrJR/Zs/+hljv/Av+AHtF/Ig+wn/AJ6yU/7Nn/0Msd/4F/wB+0X8iD7Cf+eslH9mz/6GWO/8C/4Ae0X8iD7Cf+eslH9lz/6GeN/8C/4AudfyIPsJ/wCeslH9lz/6GeN/8C/4Ac6/kQfYT/z1ko/suf8A0Msb/wCBf8APaL+RB9hP/PWSj+y5/wDQyxv/AIF/wA9ov5EH2D/ptLR/Zc/+hljf/Av+APn/ALqF+wf9NpaP7Ln/ANDLG/8AgX/ADn/uoPsI/wCeklH9ly/6DK/3/wDAD2nkg/s8f89H/Oj+y5f9Blf7/wDgB7TyD7AP+estV/ZXfMcf9/8AwA9p/dQf2cP+eslH9lf9THH/AH/8APaf3UH9nD/nrJR/ZX/Uxx/3/wDAD2n91B/Zw/56yUf2V/1Mcf8Af/wA9p/dQn9nD/nrJR/ZX/Uxx/3/APAD2n91B/Z4/wCeslH9lf8AUxx/3/8AAD2n91DvsA/56NS/sn/qLxP3/wDAD2nkg+wD/no1L+yf+ovEff8A8APaeSD7AP8Ano1P+yf+ovEff/wA9p5IPsA/56NR/ZP/AFF4j7/+AHtPJB9gH99qP7Ij1xWI+9f5B7TyQn9mr/ef86f9kR/6CcR96/yF7TyQf2XH/fk/Oj+yI/8AQTiPvX+Qe08kJ/Zq/wB5/wA6P7Ij/wBBOI+9f5B7TyQv9mr/AHn/ADpf2RH/AKCcR9//AAB+08kL9gH99qP7Ij/0E4j71/kHtPIT+zU9X/Oj+yI/9BGI+/8A4AvaeSD+zU9X/On/AGRH/oIxH3/8APaeSF/s9f771P8AY0f+grEff/wB+08kJ/Zqer/nR/Y0f+gnEff/AMAXtPJB/Zqer/nT/siP/QRiPv8A+AHtPJB/Zqer/nT/ALIj/wBBGI+//gB7TyQv9nr/AHmqf7Hj/wBBWI+//gD9p5IT+zU9X/Oj+x4/9BWI+/8A4AvaeSE/s1PV/wA6P7Gj/wBBOI+//gB7TyQv9mp6v+dH9jx/6CcR9/8AwA9p5IP7NT1f86P7Hj/0FYj7/wDgB7TyQf2anq/50f2PH/oJxH3/APAD2nkhP7NT1f8AOl/Ysf8AoJxH3/8AAH7TyQf2an+3+dH9ix/6CcR9/wDwA9p5IX+zU9X/ADo/sWP/AEE4j7/+AL2nkg/s1P8Ab/Oj+xY/9BOI+/8A4A/aeSD+zU/2/wA6P7Fj/wBBOI+//gB7TyQf2an+3+dH9ix/6CcR9/8AwA9p5IP7NT/b/Oj+xY/9BOI+/wD4Ae08kH9mp6v+dH9ix/6CcR9//AD2nkg/s1P9v86P7Fj/ANBOI+//AIAe08kH9mp6v+dH9ix/6CcR9/8AwA9p5IT+zU9X/Oj+xY/9BOI+/wD4Ae08kL/Zqer/AJ0f2LH/AKCcR9//AAA9p5IP7NT1f86f9iw/6CMR96/yD2nkg/s1PV/zo/sWH/QRiPvX+Qe08kH9mp/t045NT616/wB6/wAhe08kKtmF+6z/AENXh8phF3jWxD620/yB1O6RaFe5HyuZMWmAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJehoAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAVdT1W2s4nk1CdYoUBnnkP8Kr/dHqx4A6k8CgDzRPj4cB7nwTr0WnH7ur4yCS2Om0Dr/wBNTzxQB6jb3Mcqq0DEowE0TEEbkcZGVOOo9RmgCSgAoAKAIbq5WJGaQMVUGdwvUqgz8oPtQBl+FPFMOq2yTW0Dwq+4CFyCYjFIw+Yj1xmgBvhfxDd38bNqGgXulsHa2jtbnO6WJAMMAVHD59+nBNAGzFcRPnyZY3wTDJtIPlyL1D47rQASzIgJmkRFHLuxwFH+0xoAfQBHFdQvnyZ4nIPlyhSD5Tjs4HcUAJLeQRkCe4hjZvkhR2AMzZHEYPXkigCWgBk1xFGM3EscaD70jkALk92PqaAMXxV4si0y0ecQfakUK8cSMB9o86RQMSYPBLA9DQBow6pCYle5kigVlWY72GEMig43nHSgC2rA/dII6qR3B9D70ALQAySZEx5siJkiNCx+87HgLnuxoAfQAya4ijGbiWONB96RyAFye7H1NAHO6X45t7y8mgtIAwiRLh75XBFw84BxEo7ICOd3XIxQB0H2yDdt+0Q+Z9/ydw3bfXZQBLQBznhrxkNRkuVWxMHkStpW8vn7UYiRu24GMkepoA27fUbWb/j0vLaYjlhGwO0e4BoAsUAVzqNqG2teWwl6eQWG7JH9zPce1AEjXUIYK88SyHmKIkZkC/3E9hQALdQliqTxNIOZYgRmMN/fT3FAGD4t8b2mlQSSSGG4kTaRYCQBpWldQPXpuz908UAQ3niy/Sa1W10dJIJwZLy4MgzZZRSBGvfbnnjntQAyH4gW0moG2T7OFWL7a14ZB++uGkQBIl9cMe+aAOmuLyCIZuriGFfuB5GABYjoCfagB32iLbu82Py8ed5uRjy8dd/pigCCDVbKU4tr+0lbqERwTgf7IPagDA8L+INVuhLJrMWm2lluaPSUH+sNujH5r6TewGRjgAfljIB0dvfW83/HpdQTAcMY2B2n3IoAmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZL0oAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAee/Gvzf7NfyvM274/P25x5fmD/WY7b8fjigDqbLVdGFojwz2cWnhFMLuRst7dAAA5JI/dnA69eOtAHH+O5kOo6UVkQqXlKODw4dYcbW/2qAG2c3/ABP7jyQJWFoAYlIyZPMiOCT0LAjrQB5PZ22q6wkssXhnUtQ1BpBNFrsE+BpckRGFjtAOy4Ay3AxtxjkA9J8eeGPEGoxWUk+ktqKoon8QaCr+WZLqSNclWB7HcOMlewIJoATw3YeHr2wvIbLR9W04r/pGq6Xcu26zmQbl8pm5xuTuAeufWgB/wL8PWkdqZo1k+0OWs52J4MUTcbUoA5m21y8stIvW02doZGvXszMvWOOVYs+U3YsOP5c80AS3PhyHw8+ny+Gr28eWZkh1C0LZGqpKqZ2RgejkDhsZBHPUA0p/Amm6xrd6NZE7IiQyxpG2MyPbxclh6DNAGZbeI9VtdDuBa385aO4bQLa553W9j8nCP2+8QPQHjHFAEngzw9q9reWzaX4J1LSocG11yd5y66nFIn3pEwMbG54yM49OQBni/wAHSWl1cS+KfDF5rdjIftVtqVrKytoduCch4F/55qQPmAXjOetAHtGh31ncQRtpUjPblR9kdgQWiUY+YMB0x6UAeVXmjRa/rE8XiW5ult4UDabpyyEZZhH8yj/bDZPGeRzgUAaPjPw7aadolxHpmoT3MIdTH5jhvseb6P5IyOghPGOuc5oAp+M57e7a0t4/CDazeeQupWyvcNGlvA64P3XXJOzuR7ZoAq+A9Cub2x1C2uYWiIke1tLBn3DTbpckLHIxPCTKOc89c55oAzdB1T+3Y9PtbhFkETPd67Cf4LXThhA+Qf8AWI20j+XYAf4lW61LVLlbvwpd61HCqx2mnC6Mf2KNlXLxL384kHgemc0AejfCyz1mCyCeIrSaB0ZoLGOUgsLEAY37f7rFhzg4HpigDmPiJapqGq2dvrD3C2DI10wQ4867YSYG7HUFFHtnjGaAKfhrTIdFvtSXQ4JXWK3W6s4WOTJILcNjdj+Jz6UAcloPhfXLu2jm8O+Ep2v97Xn/AAky3yg3LCVsh7JmGM9D3PXoaAPpCF3ZQZovLcgNJFnPlORyNw/umgDx/RdYs7OLWH1S2kng+0S289unW4FzKy43dt5YDPagDl7fRbqwutOktvD9vpCSyxqk1vcu5voLl48rcRyMcfIecADnB7UAfRM06RqWmbagBlkb+6iDngegoA+afEFnFfWs11pHgu2soPM3f2kbp2kSRplyTblsfvHbHC8dumaAPRdTu8arpbXkuN0LoZW/5aTzW7DGfV3YfnQA7Srs/wBram1lKrMIY/KZMHbPDboMY55RxjHrwaAPPR4N0aTQ2uX3y6jv/e3JkbKO12F2vHnHzRHd0zz1xQB6B4k/4+tG/wCB/wDomGgDLtfh9oTa5JHJYnyRCNagg8x+L4ypyG3Z7k4zj8KALHiqwt9U1uKDxCztZrF51rZ7youZ2DHqCOW9iDx7GgDP8OzPBFrFvZTtNYRRzNYEkkWZkjl+VCSeuPxIJ70AdR8KvAejQW0E8FiwvGQtLdF25Eh5AizjoP7tAHG6Dq9pb6CFv9HOorLOdMhsvMKCS4Z9wMsykEBWTPB56HAyaAHeF9Mn03WYI/7Es9L3xyfaLa3naQXMfkyEFzIxIIZfb2oA94oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCK5tIZlZbuCOWNgYpoXGRKjDo6n1FAHnn/DPvhzPzXWuNBnzl04zDy1Yg9Btzxn+/n3oA6LxL8ONI1SKOO8jnt0ix/Z72pCmzVVAxFkEY2gfw/SgCn4V+FGl6RM0tjfatcTMptJXunU/IzqeNqLySo7mgCld/A/QpJmktbvWbHcRNPaWcoVHYf7G0nDHPRhjtigDX8T/Dmw1Xyzd32r2zxgx281rLg+XIBkOXDfewMnGT3NAFnwp4GsNIRxp815Mzt9purq5YF5mC4AZ1UcIOnFAFXwp8N9N0ZnOk3OpMr8C2mcFbVdxP+jqFH6kn3oAdpHw30i0tpICt1d20rNd3q3T5MskoX/logXptHvnnOaAM7w/8GtC0+VZIn1G7kXixW8cMtgc9bdAo5HvnHUc80Ab1l4Rs4LqaeKS5aeYJDcoxG2JbdAB5KgD7wAzkn2xQBTsPhxpEFvNC0c9zbzO1/epOQSZptv8Aq2UDHllQR3B5zQBR8MfCLSNKm8yxvNXmkCm0gS4kBW3hc9ERFXge5I79eaAK+p/BXRrqV3fUdehEjG6vbSGbCXMkp53oyk/vBxww46YoA7Ox063to1SwgSGFQIYIV6Roo/z7+tAHN+KPhdpGqyLJdSX9pcqPKF7ZuFaSPB4kJVumT2z2zigAHws0ZbJrW3F3DbORPcSow3yyrIpy0jKRk7APu9KAG+IvhXpGpGMzzajazRL9jtru0cK5t1B+V2ZW4GT2B5oAv+FfAmnaOsg0l7tg7fapfObJVguMI2Bx9cn3oAi0H4daTp1xNNp0cwmmyZQ5G21V3yRaqAMCRsE5J6DGKAKvin4U6Nq0ge7N7a3AHlPeWbBWuI9uMTFlbOBx0zjjOKAN7RNCt7CFI7FrhokHlRGZyx2+7H09BgDsKAMzxb8PNK1pVGqi5jdDvtbu3YB4d2MhSQRhsDqp9sUAR+GvhrpGlM7aat27uPKu3nfd54zn5sjqxoAyovgd4ajuBNbQ3sTBvtKWcb4jWUNnhAM4B7BwO2KAO9oA5xPh7owS4V7V5Y7lze6nHI2d8ztnMXptbkeh6UAYun/BDw/byI8b6rI8brd2Kyy5Fq0TAgIuBwGGaAO9oA4C5+BPheQt/ot7EjN9oa2ilIRJDn/Vxe2Tj07UAbniD4e6NqcUaatau6x/LZyK2GhUKBgSDs4Az60AReF/hro2jszaLFcqzAQy+Y5OVU54B96AMa5+AfhOVi32G6iyTIYopCFjLH/lmnYD9O1AHTXfg3T53t2nSYvb5/s0hvu71UfvB34UUAZ+vfDDRdRuI5tRhuPPTA/dtgXSxMSPtAx/CT2IPYnFAEvi34caRrIX+1I545V/49723IDxrnpvIPBPqDjtigCTTPh9o1nbSQ6fZtHBIGhvW3EtcCZMHdKf9np2HYUAamkaNb2MKR2KuIkHkwBjkhQf4moAw4/hfoQtDbvaSyWm43Sq7ndFOe8coxyv/wCvigCto3wi0KwnWayW/a4XIikllLcPEV+YH0Q4oA7OgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBrdKAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCvfajb2yM9/OkMSjzJ5m6Rr/tUAWKACgAoAKACgAoAKACgAoAKAKtlqltchvsU4kCu1jOQD+7uIGwRyP4G/CgCPR9dsr+JZNJuPOgbPkTbSN/luQfkcA8MD2oAvUAFABQAUAFABQAUAUtO1uzu/M/s+5EvlyNpl5gEeTdwgZX5gPuZHTI96ALtABQAUAFABQBTn1i2jljjldhNIHltUA+8lsF3bm/2dwoAuUAFAFCx12zuXlSzlLvEwtr0YOI5XXOAx9BQBfoAKACgAoAKAKeo6xbWoU3jsod006DAzvuLqQADj3NAEcOv2bzvDHKxuEVbyePBwsUxOMP8AhQBJpesW15GHsHZoyXgRiMbmt5WU/Kf9pTQBcoAKAMvW/EUFiqmaC6uJHYWVlZ24Be8nftErED5FBJJYAAdaANIHPVSO5U/w/XHpQA6gAoAKACgAoAKACgAoAKACgAoAr39/DbRu925WJFa7uHAzsihUk4UegFAFb/hILTfEu998ytd2S4PzxQqpJc9sBhQBo0AFABQAUAFABQAUAFABQBlWviW0mtvPtvPe32G/UBTueKME/LF6kDpQBdsr1J40eFZAjqtzGrjBVJFBHmIehANAFigAoAKACgAoAKACgAoAKACgAoAKACgBKAFoASgDKtdfE87x2lrI8ceEvb/I2x3bAHy4x3ZVIJ7DvzQI1aBi0AJQAUAFAC0AJQAUAZfh3xJa6nAkunpOsL7hEsoAb91Ky/MoJ6lT3oA1KACgBaAM7TdZFy0gGn6lb+W5sy9zGVF5t/is2PVW7GgDQoAz7fWRJNJH/Z+pRlAsn2ySMiK780ZxaT9zH39KANCgChZauZpJFOnajB5ZEXnzphL7euc2UgJyF79MUAaFABQAlABQAUAFAGJoHig6gXNvpd3FbAmG0v5CuL54XKtsiDEjy3BHIwaANugBaAM+71SSOWJE027mWTf514g+TThCmR9pb/pseBQBoUAFABQAUAZt3rscU8UTRSF5RJPFIMYjW0CZ3/728YoA0qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5X4lf8g25/wCuZ/8AQhQB1VAHDeKdYs1n23XjvUtPIAf+z7KJWNvIejXkwicgMD0YqvQ0AZUPjjVp9MjktriSaXzv7M1jU7eL5oLBLggy21sAwJMW0/dIGSQOKAOo8H3McyFrHxbNrNqdoszMqb7JlzkTyIqE+ZxwyAjHfNAEvirVr2Lyo9Gmjiup5PsMFw65+xW8cbM7qjcExRqcA9TQA4WOqWiTNc+I7i+URmS0WaKMNazxocnzIlUEMcYBTj1NAGTfeJNQTSoZo7rF0yWks1xtX53vJoQ37sjH7wMe3HbFAFLxX42gS78i78Tf2NbrGL68u4wPMu55mICQSSIwARQGJCknoMc0AVLHx/fzW14NDvU1e4tygsdRjjy15Z3WDua3G0F7VA/TAYjpzyAbfg+6iudzaZ44vNUiK7Zba4WPzNPuyfvDCKQAONpQjPINAFT4cabfx/aDda7Pcx/aLm2a1aNAHuVueZC6KDmTB4ztGeB0oAp6F4s1d9MtDJOi31xL/ZaXjRqBbK88p3/ZlCg4t0OOACcE8ZoA3ludSsbqBL3WZ9RgnEluhmSNWsru2i3ZV4UQFZEVhgrkHHJ5oAxLCbxHdJeSHxZc24jmntNItkhhKpb2Tn/j53R5O7GPvqeM5OaAE1j4lSCztHW6j01rkrHd6gVBGlqq5YxRPkHcwwM545PNADfDfjcG6MGl+IzrsLRNe2E823fZXcJ+5czIq5WXOQduR06UAL4I1S6vHU3fjXUBqC5PiLw9cxRqFCgjFtb7FICEqdwZs98E8AHa+IdbWwtpZXQP5aNcpGc/vpEXgEgH77YHTigDL0nw9raMkmo+Kbx5T+81XTjHH5WGU/JZKBlfKOOd7Zxz14AMHwZdRxQ6k02oLZKL27JviB/oR2p821sg7Dzgg56UAVdP8WwwXEA0zxdq2qrLIdPvrO/j2/K0TESWDGGPiJwM4LAgj2NAHR2/iuS2e8XXLhXEH/E5tJMAF9LnjJACqBnyHVlzgk8ZyeoBjaj4s1G0s7Ua7q8djdTnOo6oyADS4GVnIjjxjcqbYxlTzycnqAJ4T8YwG88my8VS63bvGb22nlC77C4hYZWSZFXIlUk/dGMYoA6Xxfql3DHGumTrBPNKmjQ3ZXP2ISqxLKnqkaHHbOM8UAYA0a7tNStRca5e6hEY7lrY3QXfbyYi3bpkVchvlx8uRzz6AGHJ48t7sytdfEBtHmWR4dG01dm2KKBsA6mhjYnz2XJG/AB4oA9F8L662oWsUssSxs6CeWNeiSEc7M9s9KAOV8K3McU+ptPdpbIJt8l02MWyiD7zbuPk96AM2y8VwxXNuNK8Ya9qfmyfYr60voSEeB4mO+1lMKY8twOjHIPpQB6i8iqCZHVVHzu7HhFA6sT6CgDyO88ZQWxjfS/Huu6lN5kcU9tNDiHUreWUBhbyLAFB2nIIc9OOaAO8j1K5/tF4zO3kC2jvVg7LcNdSgkH/AGlAHWgDn4/Gt9AupvcTNMIHK6ZEQMQnyBgcY434zz696AK/iDw9qduto1/4nvr1zc2q6lBKqbJ7g3QO60CqCuwnGMkEdRnmgDpLW7uri7vIpL64jiWKBLQxYBsnulmy0BIPOQDyD0FAGB4Ch+wWDzXGqalcRr9one0mZdkK2l1LkwqqZzLtyeTz0HagBrweIrezN1ceJL6W7CDWrnScRiD7OFDGNYtufkiyMiQnPPNAGhqc99e3sUen65fWNq9s+pz+QF3SgTRgeWZFbB+Yc46ZFAFu5e4t7yyj+33M6GO48+SbbuumgWHBmZVHK5PQD3oAwfFGs2WZmsvHfiaKZMxmG1i3w2F2gOEuDHAR94cgy59TQB3Hh3Upbq1gkuQgkkijvZwo4Ek0Sk7B6ZPrQBxGq6sy3zp4k8U63oqEr/wjz25QQ3tt5Yz5k8kbfOJN2dxA6AZ4oA3dZub6e5it7TUJ7VDG2r6hfxkeZNHbyIoWE7cDzGbJOPpjuAGjX9zb3slvd6jPeJ5S67p8s5G+CF5mVkdlUZCOAQTyAcHNAHG2p1uLSxdnxjrMt0EGpC1k2GKRRL92WHbnDJx/rB6j0oA9YtblZUVowwVgJ0DdQrrn5gPagDz3xFrVqPtJtPGfiNZkJijFrA7RaPcxAfJM8UJXLPwdz57cdaANCbXb2+FgkN3LZfaIzrOozQ43CKCCNtkMhHHmPIMnGcDjFAE2iJqFtfyRXWuXt9AIE1C1W425gaW5kGHdQMkY64HHHagCvput3z6KZZLyVrr7NLeC7PUTpE5Bz6qQKAK+teJyGto77Vr6yiaA6xqN1bBi92UVQEjZFYjczEnAycYHJoAzYvETTWuoRRXuo3tqlu9zpV9dxurmOW3k3JPLKqlvJYDBIyQeScUAa8qMbvS9s+wCG4Z0/wCfgfZoePwJz+FAFPxZqdgzzGDxD4xWVAdz6eJDBo93FEMLcGFCPmIBIYtgk5xQA7W9W1ae1spJG1YWjot54om0vIli823UgxBOQiykltpzj1oA6rwlPYyQA6T4gu9VgJLxXNw4ZoAVHyO21T+7H97L8/MaAKHiOe4ubmG3tNRubNWSTVNSngbDvbQMoC28vYyu3JHIA49QAVPEVne6VYXLWevapOwX7RYS3LbnsCABhZyMnJ55zQBp+LL2eJrT7NcSxhrpLa5CHHnwG3mO2THYsBQByGpeK7K4vLhdY8QeIrGKIpZadb6eso3yBMs9xJbo2dznABOMDpzQBKNf1q702NmGskrN9m1uazXbNd6VAzfNbR8EGT5M4weuMCgDoPDSWN5bSDQ/FesXUTZhS4lkJl0iUoMhZJBuBB5+bPtxQBh+GEmtdEaS1vrzzPs0l1BubIs5YYpCDbLjjn60Aaup3l5cmzhTUbq1WZGv9RvIDiSRLOOM7YZR089n5I5wMDrQBNo4urK9MDaje3ls0P8AbFo125d7SaGYKw89uSsgZSMk4OcYFAHIWNprP9lLdHxRrs18kf8AaMMZlPltBAx+W6tujZjByTlie/AoA2/FXixTNAl3qWoadZyRHV7qWzVzLO2VCokkKsQPmySAOmMjuAVND1vU5lvIvDmpale4jFz4dv8AUEcNFNKGBR5plUnyjt25U/7RxQBd8D3ljLJhdf8AEy3qqf7T0PU5Gz5hx8yQy54Q5xtbHPPagDovGmrXFpaSNYOEm+SzgmIz9me7nRNwX1h359DjmgDntU0O702e0Nl4n1+aJ7hbK+s7qUuLjdBKch25A4OR908HAIFAG5oN7O93erNcSvGkkK2sTHIt1ksYyRED0DNz9eaAONi8c3kWmlrnUZEme6fQI9QIZmtYp7pstHEMkm3i3bQMdBgcYIBNpPiOCG8gXQtb8S6jBIWtNVgvkmP2dymVeKadFxhxggcYPTpQB6hQByHxAfUljiNgmrPbCTOuJprETfZNh5t3XnEb4JAIJ6dMkAGd/wAJZYWemzTeHdbutQCcxtfyM7W125UBZvMww+Yjgn6daAMU+Jba2eJtB8QeLNTuTIkGoWdzHPsvYJmwxjiljAUqTkbSMdOlAHSR2E2r3FwZta1m0ghcaPY29nMU3TJCjM9wE67mcAZJGB05NAHOWms6o+lO9xrV+1wt0IftathpYzqKKVJXGFKseBgDoOOKAO0168nS8shDcTIjPMlzErEC4VLGQgTKOu1gDz3oAxodFn1C+vBd+INehgjaGOytLSdkELS2aEnKH+M9uBnJ6mgDc8C6ldXNnG2o3BmlBktJJyOZxa3LqC4HdlUZ96AMfWrW9u9TWJtV1S0s/srXzLaSlTdXK3agh2U8bAVOQAe2cEigCt9svba31OMapfTCBGfTLyVyZIBNpwfm4zn9054PX36UAaPia/uY9NVoLu4jl/0XNwjEMfNuoQcyA5/eKSDzz3oAz/EOpQXF3JHq41+S0ijjmTT9OSY/2jc3Rc5u5bUZAiCjALAE5POOACna3niWexmWzh18yRyiOyluVMU+o6GSpIinkH+sVdy7sA9D96gDb8Ly6VeCYaXrHiRHKi0v9KvZpfM0OR0PMYmJYM2eodlyPloAwPhhpvk6T5kV9qO9o5sQtK2y1aKaXBtYM4BOM8d6ANnwZoUVvaw3F/qWs3lyYBfXU807t5sU8YbaIXYjEWeOB6mgChaeHbu4sxdS6zqA1Vov7btpllYRW26Mssa2nTYAQCCrE8nJ7gHc6Lqf2uCKTbt8yNL3b/d8+MHpk9M+poA4TVNXvlstTaPULxZEnkispQ7Zs41gg4t3zwASemKAOl8Z3c8SQfZriaIm6treUxsR5sMlyoKuR2ccEdD3oApjW5oLm/Mss8sUUMF9BbEkiNhFOT5UfrLtGcDmgCv4X8IpcRQXF3q2sm+kEes3l1HMwFyJlDeXJa5K7ACFwEBwOooAh1DxNeWf9qPFNJIYvLbTopGJW1eSxj/1aHtvOSBjNADNW8N/2PCs1jqeqyXivCmozTTuy6wlzcIrC5hckYIckYVSOMUAehUAeO6RoSzaQLka5rb3yRyapa3xnf8A0eazLHYLdjtKlkIOVJPPPSgDe1G1m1K+tlurq7S3a1fUNRtoJGQThpI+Moc43lejA8cnGaALuqabFJcW9pDPdQWQik1S8hWVw1+kTKqobkNuwrOWPzc4oAk0uwWC5mtRPeTWLQJqMMMsjFrL7RJIjLBck7sOFBHz5B6EUAYfhZINK0qafToJjOBcNhndlZ7a7mCboWbACcZxgkZJyaAMxblgsMmhaf44/tPdFPfXc0NwY9WjkYeYLiNjtCupLDCjGBtxQBr+JA1vdTP4tsNXn0tgi6ZqVpI+PD5WMbvPtoWBG+QZ3BT2HsADYnvI1u9PW01KWWBorjyJGkJ/tERwwlWdyfmJTJzyepoAraboEOsNcPrNzqBcTS6JYLDKyDTLeylIBtlQj5nYbiSG9OnBAMq7vLzULOw+2ahcJI13/Zl/cxEqbuK2+0K3KEY+0KnY8E8dKANbT7O30vUki0171beWBrh7aSV3C3ltMMMrTMxG6MkHBweOKAOd1+7sLiC4m0Hw94oK/vLy28RRT8C9tiSHt4ZJs+UCOSI8Y4A9ADqZ7h5b3T2lxuaG4mkx/eeO3PA+tAHaUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAxfF2hz39pNFZvCkjr5ETykhVYkffKg/yNAFKKbxnkedY+EgmR5pWabITPOwGLrj3oAojQtesbmd9BtNMu47hlumnupWU6ZNHGBiVFQ7l7jBB7H1IA3w94Z8Q6XabLOTRbm68576fzS4S5tpmJIjdRwxOP4WA6e9AFrw34ev1uZp9U0/TrBpES1FhauW3tCzEvezbVBZ8jGB0680AaHifQbq6WNtJngivIZBqGnvLnbK21gyXDKM7Z42IOPagBtguuXSyDX7PTrGJl+zWttA5d0Z1ILTXBCjHoAn1NAHLTeF/FctrHbeRoccERihk1J5WzqVnYyKV8m2WM7ThFzlz7ewBvaxoepw3X2jw7DZ3EhjGl6lps7bPtUSSEh4LkKcNGSRyCCPcCgC6j+I3gYmLQ4L0nzLO2Yu0cMHHy3U42kt97kKAOMA9wDM0vw7qMl4LjU9N0rTWWN7GWK0cs2rPMy83k2xPlj2jaMMc9T0oAs+FdL1W0kuFvrSy+zNNLq1lexyktKLybIV7YoMeWCcnf14AI5oAzk8B6ilhbxW19Zx39uVvrOc5Mcl1CGGJcgHbIjEfdyOooAt2Gla3d3McviO2sLOOFW/s+wt5C7PezqVL3ExVeBESABnrkngUAXtC8NyQRzpfvE4lmnvh5ZPFtfSkgMSByFPPUehNAGHD4D1SG0tFsL2wTUbY+bA77jFdCRGVlkbbnEkbHnbkdvWgDotMuNel3HVLDSrIbcWlukjSMs4J5uZdqDB9ACfegDnZvDmv309u2tWOhWhgcXcuq2jsX1BQp+S1iZRtWTOGDO3+zQB12saRDewyR3WRHIjWkjADMYkUjKZ7oeRx1oAxtJ/4SpWRNRh0XyU/d3mp73Z9WiCnBgtsDax43Zdhn7oNAGM3w61A2t5H9p08Sz3T+IdPZtxVYzPEyrdjA+8Y8HGcds0AXb7QfEN7LbtqA0O2ihlF/Jbwu7m5AiYErO0aY2k8Dbg5yW4GQCTxb4Hl1CSJrW4hiXiw1xHz/p2lCdH2xgA8l0x2GCc56UAX/E/h+8ufKfRbq3hvIXN3Z+eCUuFkjKsk+3kCVG6gEjtQBa0ttaZmOtxaRDHgLbQWrOx39zLcOqcE9AI/xNAEHijQbi8RDptxDFcxSLq2nmUHZJPCGG24xziVGIyOR1FAGdDoevTXcM2sPo0ccay2y2dsXJT7SsfPnuq53Femxdv+1ngAgtvDviLTjIvhg+H5LV3fUbf7aZA1jLcnJXZEpBVG5HzKccH1oA6+3EwVftbxNLgC4eMEK8uOTEhJwCenzH60AcTc/Da4njv0uLy3QXLi6smXcfs4jVceeOOrjsSMevSgCebQ/FF5JAdabw7DHDKupPHatITdFY3HDSKMbA3TBz3IxyAdRq+lrdwyRySMiyI9i8i9Y1njIyoP90GgDib7wp4turdIbmfw1bwoYSTAZCb5LOVDhtyDaMLnjccgDgEmgDZ1jQtZW6E/h2TS3cxDSby0vSwBijlZg0MsaschmIIIxigDN074d3zx3q6/e2Za6PniW1DYtWaL/nm//PJ+nzHI64zigBJvDni66EC6xd+HQkU0OoTyw+YW1JLSUEliygKSBnGGBPdR1AOi0/Q54ru4lkeExyrBBbopO5GtBJnzQR33jHJ98UAZ3hrw1qVtFJDq40yWzJlFrLCzb547yd2P2mJlAHyv2ZqAMr/hDvEz2/2a91LR2scCxfUl3+fNp0ZHytBjbl4xtJ3njnrQB0n/AAj0gvFliMCQrA2kLAOoeSdGG1QMYVUx1oAdqGhzy3dvLG8IjiWeC4RidztdiPHlADtsOeR7ZoA5218J+JbWOSHTbvQfsbtLJb3swcy2sN4zHD26gAlGY8+YPpxigDq/D+mS2ltDHcNG0kcUdlMyZw0kEQB8skDgkegoAwfEOjeJLsSxxnw1NZyfuVkuVffZQuB/yxUEMYjyPmXnFAEt14SvYvIfQr2A3UMZ0hvtWduqWjIvFy65IIkRWB575BoAfpnhi9LzS+IJbOW6lQaYtvAW8uysow3yo5wT5jsSTgewHcAqt4FuP7L+yrdwGXy/sK3JB2l92ckdcUAdbb26RKqxZ2qBDHn+6gxyfpQBxFt4S8R28ckGn3uiJZs0slvfOHM1vFeSMSHgxtJXcRnd/wAB4xQBZuPBmoRxWZ0e7s/ttqgsVM+7y7+3aBVdZNuSPMKqQcHGOlAFfQ4tTGpyHXJ7N5TaxSLFbKdtnH9pkG1Hbk/MCckDrjAAoArP4G8SJaPa6fqOjLZFWtLa/k3mVbSZydkkQGOEJXO7p2oA2NT8K6iDBJoF7aR3kKf2bMk4Pl6pZuFyszKCRh0BBAOO4NAE76Rrd3bXCa5daUkksb2NolqrbbITQkZklfk5Y/3VoAkl8LO0lm3nxf6PuEvHM4ltCn7s/wC8QaAMSHwb4gtxNFpWpaRHYyvJeC7lVzNYreE7ljhJwdueCX+oNAGtHo2uWtvbpol9pbNFGtjeQ3KNtvzFCoBjmQ5Xayn+FuvtyATeGvDU1oZnv5bU3Ez/AG26jtlxHblEAAiB5JIGSTjJ5xQAeIPDdxcSQy6TdwwXcO5IfOUlLq3uQAy3CqQewIIPBoAbceHr+9t54/EN9at5oMFuLdCBp0ZjAGCTklXG7kj06UAZcvhDxFdm2/trxDpyCCRNSYW0LZ1WWHI/fO78boyRwCDknHQUAXrjw3qcFxLL4bu9OQTBTqFtdqxC3cCYDwGNh95cZHfHB5oAvXdrrpjT7Hqelrcg77zdC3l3qEHhU8wldmQQd55HPBoAr+HvDVxbSzy6lNZtcTFBLHbIQkMNqrBfvEks245JPPGAKAM7S/BupxWElteX2nOhhbStPuIkYEGZZBuugxPQMvT39RgAu6j4UuHWBtNvYob6BfJs5pFJjnjlRQy3MII4lCjoQQRweuQCXSfDt2s7za1dwzXJX+zrSGAEJYWQYEhA3JM0gySfYDgUAUU8EXK6Z9ljv41l8o6cbsA4O48/L1wynFAFm+8J3AMD6PfxxXcK/wBnlpVOzUrJwu5bhFORyoYEHg+tAFmCx19o5Be61pyXDcWMlvAdum49Vkc7t3B528+1AFCDwzqs9zDL4gn0cmEP9lW0jYGWe5QqfMkkY/KEPT15JoA2PEOgR6hA8c00kIbDRzp1t5onDKwH/TORQfegDjtZsvEHnWR17UdNlAuViit7KJlEjNbSndcNIzcxhTjAUcnOeMAGzdeG9ZhuZJfDmpaXGs2z+0La8idtk1sm0NbtHIv348AjgcUAVdN+GhiszDdatI83mtrNpqUagG2uxNuVvKOQdhAJHTsPWgDX0q18R+ZnXdS0YxAFVtrOFx58jEcyyyu3+qxxgc556CgA8PQ6oJLk6tNMYzMV0mJ8fu7JI15jI7O5PUdqALWt2urOFOgalaW0gO6SO5j3JeRkdJNpBG3rkH2NAGLZ+AWkS5/4SO6t55LnbHfi0QosEcMeB5ILNkqSTk8noeBQBZ0/TPFCOg1DxBpctsvMkscBEupKo6XDM5UbzySq544xmgDJ1uzuNMmklsPE+iabDOVN1BfRk+XdxIBv05FdctImMjByRzQBT8KeDZ7nSmju7qe3kld9SguXjw0TLdbkeS3bH3yitjjg4oA2oPC+uTT28uv6xprGAyMlraRMBcrc25XMru55Un0xigDW0zQWt57iRp1YTNHPHEB/qFt7ZF+Zv9oqT0oAPDOgtYQCOSdZSGlnEoGNy3Ny7D5f9kNjrQAr6Bm7Wb7T0hbSfs2373mzI27zM/w7cY2/jQBXj8JRl7s3c/mR3O2OWEDHkQpaKhG85zvAJ6UAc9N8P9fmhSC98S2P2SMxG3eKBhJex2kikC+JkI+VR2AycE+4Bt6p4b1ATmbw3qFpbzsgstQtrpGaO9jiYlWIRlIaHLDqQQelAEz6VrphATxHAt5u+0Pdm3Gx4/8Ann9n3Z2++/d70AR6L4c1BJ3m17UbSe5aNdNSG1jKpbW8MjHjezEl2bPUY6UAQ6D4U1C1hkhutRsZbc+aLF44mDx/bJHYm5YyEHYXIACj60AbWi6X9jgij87zfLjSx87GPO8iMDOzJxux6mgDmP8AhANSWNoLbxDFHpTZj+z+T++t7SRuYoLrdja6lhkxlgOPegDrgsECfKqRRIuFA6QwxL2HoqigDjfDOmQalb3f2mGf7HczSXNnIQVNzYywRKHiVhkbmUkZX3xigBJfAWu3Btxq3iu1kgglj1KGOO2w2o/ZGGPtc3mcEjI4XHfBNAHRW/htFnnklmEizJFaSWxX/VLarIOXzz5of0GPegDK0jwlrVl5cdr4pDach3xQyQgzG2TGImumJG0Dv5YYDgdiAC+PB8DNdfbZfOiudq3FvjHkRx2yoQJAf4wM5wMfrQBmx+BdQcRJq/iX7XZRMJ47MQBWvhbsCg1G4DkMICAeI13Hk0AdhQB5T4B8H6vNpkcd1rMltayb0vtOkg/eR27XD7ltrksuBdx+sbEZJU9MAHfL4bRbpJYpgirC2ix2gX+F5UbIkz/AExjH40AR+IPDMt20b6fqTWN3EWazu9gYeXcKAyzwEjIkAH8QwQDQA7RfDb27vJqOoNfXjhYJ7srtEVvADhbWAE4G4knk5Jye2ABukeFIbe1MF3ILqI+atwSNvnRX0zsQVBPQPjr78UAUtL8JaxbbFXxfK9khAtrXyF8w28TDCT3hJyNg2khFJHcUASal4c1uR3/s/wAXvbwPzJbS26ObcFQCLSXK4GB3V+eTmgBkXw/topLM2l1KiWiyW1vCwBN4t1AFzNIMcjGeF5PpQBHc+Cr9HkPhzxI+mRSt9tv7byVfF0+NzWbsRtMwHOQwzyBQBcbwVaiO2S1lkijt5Fv4QRk3LRROP3rccyFyScdaAJrrwukl3FP9pdWjR7H7PjiYTkc7u2zB7HPtjkA5/wD4VpfCBoIfFlzHpxV7a3tVhXfBHLnCvebuVTPI2gkcE4oA6H/hGI/Nt3+0SZgR7GJMD9+twkYy5/2dgoAi0Ow1FZ7p9TluBG8ixaVas+Vhs7eBRugTccfaHLZGAcjJ7UAb1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAjnuoYhm6niiQYDSSEAKWOBlj/eJAoAkoAKACgAoAKACgCC01C2nGbG7t50BMLSRMCFkQ8gspPKmgB8l1ChUSzxIzEx28bEAzuqkkRKepVQTx25oAkoAKACgCOK6hcsIJ4pCp8i4VCD5Eu0HEoHQ7SD9DQBJQAyWZEBM0iIgBklkY4EaKOS7HsooAVJFYAxurKfnR1PDqR1Uj1FADqACgAoAKACgAoAKACgAoAKACgCvZaja3KhtOvLa5iOQk8LBlcqf4XUnofegCxQAUAV7nUbWDb9svLaAswtbUSsB9pnfosIY8lvQc0AR3Wt6fA6re6nYwTPhLS3lkUNdMzYxDGxyctxwKAH22p2szOLW6hldD9nvI0OTbylQcSD6GgCzQAUAQXV/bwAG7uI4gWW0iLH/WTzMAAnu7GgBLjUbWEqLu8toWc+RapIwBuZT2hUnk/SgCxQBWudTtYWQXV1DE7n7PZxucG4lCk4jH0FAFmgCC0v7e4XdZXEc0eWiEqHIZ4XIOD/ALLgigCegBGYD7xAHViewHqfagBlvcxSqrW0qSRsBPBKp4ljcZBQ+jCgCSgAoAKACgAoAKAGiNc5CLuOEZ8csqk4BP8AskmgB1ABQBWm1O2jdEmuY1mfd9khPW4EK5Owf9Mx1oAs0AFABQAUAFABQAUAU5Nask8zzLyECIebqXP/AB5J5e799/2z5+lACf25Y7Y2+2ReXKVj06TtdtMhYeX/AL6AmgC7QAUAFAGfbeILGaaSK1uGknjw16gRsW/mAEB58YywPTdn2oA0KACgCteanbW+37bcxxBmWyt93/La4mOAqe7mgCzQAUAVhqFuZCgnTzwovGg7rA7EAn2LAigCzQAUAFABQAUAFABQAxoUJBeNGYcxMRzGWH8B9xQA+gCvZajb3KBrGdJYyTGsi9C0TkH/AL5cEUAWKACgAoAKACgAoAKACgAoAq6fqltdJusJxLHloVkAIy8EhU4BA+66keh7cUAWqACgAoAhu72GBGe7lEcSKbm4kP8AyyiiUkkgf3QKAHwzpIoaFtyECWNv7yOOOD6igBl3ewwIz3cojiRTc3Eh/wCWUUSkkkD+6BQA63uY5VVrdw8bATwuP443GQRn1FAElABQAUAFAFDStesr0OdMuDKqO2nXDbWGy5hxkDeBnbnqMj0NAF+gAoAp6XrFteRh7B2aMl4EYjG5reVlPyn/AGlNAFygAoAKACgCndaxbQyRJO7CSUtBZqB99oYmY7m9lU0AXKACgBKAM+LxBZvcPDHI5uERb24XBwkcpOMP6nFAGjQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANegB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxvxUujDp0zKoYq0M6qf4il7EefrQA9td8QWk1uNej0aS3mb+z5Daq4bTb1omYDc7tuDbSM7U9cUAXNavdYjc/Y9V8MWkW3dareq5a5nH9/bImFz3G8+1AGHefEi9XTori0sLRp2kXTp7VydrSC4ZG8mQHo7KcHnA6g0AasGt61bXMUevrpU0cwZbSezV1Npd28e4rOsjtkOgOCNvTkDIoA1/EOsPZW8skNo9yyIblLdf+WpQdyAeB346UAUPDeo6pcgPcal4fvbRkEsNxZI6lLg44ZHd8jBPdWB6jngAw9L8SfZdO8zT9LsUuHmexs7KPcEnvpr9owWyWPOAx555xigBmoJrq6jY/wBs3Gjzw7pmiktY3RkuPsMmRIjyPxjpgj3oA1F13XL6SYeHDo0EMLnSxLeK7m/v4gpO0ROu1YycZ+c57CgDV8NeIv7QhDvbPbyhmsr61b/l1u7dyGAb0DDj264PFAGbqmvaxJdGHw0mmKUjF/qV3eK7LG07kKkaxsvLBWPJ6dKAMPw/4hl0+3v5dYt4mlS6fzoIG+We4aCAAQu/QTOR15Gec0Aav/CQa7Yvb/8ACTnRJIpmGlsbRXU2GpTKSBmR2DK20jPynPQUAavjT/jwuv8ArhN/6TtQBXe41CO2gOmXej2w2xrd3F8GIihMQ/1MaMuST2LqPegCDw14tuLieaHUZtNnljC3cF7ZZCXVrPn78bM2GjI5+dhQBY8X6/qNmsA0W3s5ZpZ10nbcZ2xpLFIdxKkf6sqD3yMgDOKAMuTWvExujbefo0chj/tmHW0hfCWquFKCwaQ5cSkc+dgL2zxQBo6N4h1C6gm85dOt72GSTS5pW3eU00Cghyuc7XRgcb8joTQBl6V4tv1uYku9e8P6tFN5kQexGDpV1bxFiMB3yuFI5IbPWgDUsPFr4u/7XS3je2d2kSLPzad5IdGcknmSI8+4PAoAor4s1o21r/ounDU7kgRxOriOzjMbOWlj3E/uYRjG8Enp6UAWtO1bV7a5WHxDPZXYkR7vTdRgQoXe2Zdy3VuWboHGCCB6jNAFTwlrHiPUSz313pVpAksmnvp8cD77lIGx+/meXgq3op9/SgDa8Xa5PYWsstlBHLIgDxq4O1NzgFplTnEIJY45wOKAIfDM2qSfNdeINH1a1YeZa3ltHtYTZ5DBXcEBfcHPWgDnNH8ZOmmwvpWi6dbXE0p0rTNOiTbHDcSXcgBmiU9I41LNg84PTsAaVpqfiK1vIodZvdKvbeVJLmK8jhZHWW125Dx+YwwNw+tAEFtqfiq9kuf7O1DRLaOCVrCyja3ZjqLJGG23UhmGBhlGQOeSAOlACzeKFvIdPl/s60PnTRo0c6BvsbPbykm2c9CjrweDj8qAGw2uof2w5N/ZFPs0b7DCcx2ZuZPkjkEg53gkkgg9NoxQBPZ+JoLaO/lubC0jEMzxP9nTDX6wW0ZH2hx1Z2bGT/KgC5pMPirMbapf6O0bYkv9NELKdNDJnFtcB23FGwDlQO49KAKHirXry1ZjD438MWRUefBpV1GN1ztXOJZWnB/eeyD+tAGX4l1W81K0sZdOube1Dz2000MkZby7mSZcbW3LxbyZyMDcO47gG/r0s8Js/wC0YtKvJmuVs5JzBgQrJDKc2cbu5Vk2rzvP5cUAWrLxORJdJqhiRoCL1GT/AJaaXNFkM2T1Rg4PA6D1zQBgf27qMsenSapp2mNJNNmXegJsI7qORk+yMehWIDJ68c9xQBoS6prt9NMPDt9p9nFAwsc3ERf+1r4xhiJGDLtWLKjgMTkn0oAo+Drq6j0oMl5ptlMGmeW5uuY7QnUZNxk+ZfujOPmHOM0AO0Hxfcm7SKbxRoOuRSI9wlxZBQ1hPbFeLhEkcYlVuOc5z6UAMvdQ1+/S6bTNR062tYml0qOxliLHUPsikMZLkMNu98gYQ4xnmgDW+HEjNp1t5jsx8sICT0VcgDP+yBigChe+Jr65uZo9L8QaRpUUOyGWedA7X9zNHkiNTImBCCB3Oc0AU7n4h6i9mH02OwkvVul8NXkaZMd1cLPg/Z2OTtuFKkdSM96ANZNR1uzuoI9Wv7O9hnDwho4thsry2hLfId5ysqhuoJHHPWgDb8SajNa2s72pUSJFJeQFhkCWGFiNy/UUAckuu+JbaGG41i+0+S3cwrqOlxQEGwhvioBS5MhyYnZcjZg84wKAN2w8RTSX88M2DGkcV7aYH3fN37t7e52449aAM2bx5LbW99LfJHKLeZrGziHHmIIotodufvSP1xQBUn8WajYNA2peIND1GF3XT9VhgABsZbg4DWbBjlY265Gccj2AJpPEep3F1PFb65Y6XcIVXSdPuIc/2pblQfMErMuRK2Rhfu45zQBU8aR6odTsRperw2pdbm3iZ4Q/kNHErMXBYZ84BR1GMZyc4oA09XvNce8ig0vV7e1QwvqOoXZiDMzRSKubaNsjJZh1yB79CAWPEN9NaxRfbvG9hpbBTHeXkkSbtTmRF5tInbAw2SRsfrjigBngbxNcXgmS71Kx1ExOsEOrW2MalBNEGBdF4DJnBxxnjtQBp+KL0ww5HiOz0cZAlvp0VsptPy26uwG5u3Df7poAwfBniye4nkik1+x1qIIup2eqwhQwWV2BS8ijAGYyM9AcYz14AJLbxRqUukG4WWAXfkNqe8r8vmQqT/q/cCgB17rOqXT28OlX62UskJ1vUNREasYoozGMW0T8Zld+cqcDp7AGHYXt7aHVvttxFdXUaJqH2kxAJdj+zjt3QZP9zDdj29AAXPFMN5KNONtfpbKZol8lY1IS4e0kIZM9o1BGOnPtQBreINU1aM20GmXsK3s25bnVWj4toLOMF3itySMyMRgEkc8+tAC6TqOp2tyINe1Fb8OjajpeomMIzGBwGjnROCUDKQQBxnI6UAUvBEviK9jjm1fxFDs3SwXOmQwLtuEgd05nPORIu7jAxwR3oAl0LU5JLBpH1PT9MlaSaSfUpEXZE8d86gzoSoO6NQvLA0AZfhvxnJJeJFbeMbfXYHSSaZvKRW06a324+aIKCJgT1GeOtAHX+KvEA021llKoSiGSFW6STtwofkcM5A659OaAOI8VaJrsf2M6tr8N+gvLae4i8lV+yTGQj/RZExlctjDKW6HPXIBoax4veS6liHi/TNAjhCKZJ/KL6pcXEYb5UnP3IkIHABJ7igDc8FeKzqcDNI9q8scj6TeTW5zHczW5Hz2rH+GdSGHXr1oArxf8hZ/+vSL/ANLJqAOW8S+PJLDc1v8AEXTbu4jO59DWGPbeBZDlHlXcwZV4+/1HIFAG34v8S3NvcxxzeIDodqyebDqpiVhd33mEeXLLKCFEcYDcgZz145AOs0qO5WJft+oQ3suMvexptF0CeCsQZuq46Ng9RjpQBz+o32rXl20Oi6kNOiijS81C/VFZ5Lm6dtqRRygjARWJOCe3FABqupapYraC91aGWV7ldMv7oIqi9tpUmIHlnOC2E6Ec9OtAF7U9Wuo721jhm2wyJcS3cWB+9e2EW35iM/JuPQjPegDjV8dT3hmeDx7ouk7Hez03RrjysXKWxIDXrykN/pLehUAdM0AWrvxjrN8dO/sG4WwS6WVtQd4w/wBmaGBT+6Zh1XD7c8H+IYyKANTSNS1SG8kttV1k3rGAa3p1+YkVrdTKUIlRBg7XwR8o980AZvwnt9Q8ljc63NNAsk1nDYGNAEl+0kl/NVQcsxbjOOeO1AGVr/xF+wbntPiLaanIjgvoSQx7bqFpQCsU6DOYkJOd55HPpQBteK/Et9BeLHdeIToNkyB7PUvJVhfXxc5Wa4lUhfLTnnHrntQB2umJOIk+130d5JgGS8RQouif4kjUnG4e5oA5nxhrUNs6Cbx6miZXctt5cbG4w33m81WOO3YfWgDGXxtqsmlPLZajay3iSjSoNSCDZqIF+ih2hwcC4jbnA9xjjABpSX+saZc266prz6pDOzWEivDGhsp1jypgMYHBPByTx056gGt4Y1ue5kulu7kSGK4a0tkwB5Fp5EZAO0Dq5brk0AZdh4iuJdOMmpeIotPk3yQvqzoh8iOG/dQFhIAy0a7RweecE0AVdC8Yk6h5MfiWfVoWiNygljjV9NuoWHEjRJHkTISfuccUAZOieKzpulSPbrGJftEtjA8x+RZri7PzSegiU5xnnHUZoAs6d43it7uCO28bDXklJtL6MrHmzuthO+1lhCja7cbfmwOh7UAWYNa1Ga6kjvfGEulXYmJ03SpLePy7/SY3G3yJXXLG5TribIOfl44APRKAPLNQXWNQ06e4/wCEjuIQ8U8selBEMQ0pVfClSN2+SMZ3b+CcYwMUAXPEPi9bVbOJ9eGkxyR/atR1EAForWGJQFt96kA3DE89Vx0oAgsPEK3sd7b23iIatB9naex1RgN8C3EbqUuyoUExsARwODzQB2Xgv/jwtf8ArhD/AOk60AYhi1jULq7SLxPd2EETRx2EdvHHlZprSNszSupyock44J/vY4oAz7v4gXsVihvr22srwznwvqOosoK2M0DuGkWPoSY0JAwV3HHSgBPD3jO3W8jh07xg2t20quAJ9pk0+7gTdkzIi5WVAwwVyD3oAveCrfWL1RPq/ijUHHmSx2mnxLGsf2aCZlxdKI8kkqTncO3egCC68bahDZ3D/aY2uRdS6DpTuoxADebFyqjn7OmTz1xyaALUkOp6RJA1x4hvtTglkTR9Tjuwv7i4uc7XsvLUYHm8EfNwevGaAHwxalqk1wYfEeoafHDL/ZWnW9sEw80UCMWvg6ncHdhxuUYGOpJoAwtB1LUbfTLZLO6jS6muJNEa/K/8erSXlwWeOL1CocDpnGeKAOghF9pl1BHJrl/qNvP5kG282l7K5t4S2Yp41X5ZEXBBBweQetAHR6vdxQwyNcailioU5v2x/obMMBgr8EqxGAQcnigDzzTvFkEF1brpni7xBqMcrtY39lqEBBwYWKtazvDHjy5AARk5B6cUAbltHf6tJcGLxBqVhBHI2jaVHahR++tQu97jep3ZmyoGQMA45OaAKHivw3LNe2Hma/q8Up8ywaeBlXa8VnIS8MZQgNcHg8EY4AHWgDeF7cpqEcf2uZ4fsr3Lxt/y1uI7mIBnwOu0mgBbDVpftt2t3d4t447e4iVyAtqJVm3Hcf7wUZ5oA4q78YRWYgk0zxT4k1FmlSGYXcDiLVbWZwGNvI0KD93nK4f65oA6HS/+Qzc/9cIf/QjQB3Off2oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGvQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5n4gaReXllIml2SXUxMUkVoxUC4EN1GxDs5AwVU9TQBP4m0m6uGtTZw7xHcJf3ZyB5VskEoJ+YjozDpk0Ac1Lpc9vc3Jv/BEustM4bT77MRQ2ghUeXdCVvlETZ52ndn2oAqv4J1j+y4YRpsS3Kz/AG2e1jddsNv9vdsxOSBgRkEd/bPFAHW63ptzLd2bQQM8cbzS3kg/5YJLZuo3Z/vOQKANbUrm6ijY6dYfbJh80NpvC/aDkcCVuBgetAHEeHNFf7aJdI8L3+h2xR49YhnZVGoXTFNvk2UbsP3XPOFz9aACLwtqg05Fhsx9tinbWrWzkIAunt9SdwrSZxidOhzigC0ZdX1C7tJB4avbG1iaWW8ku2QP5k9q6jy4EZvlDEDOcnPTAJoASCbV9JluFh8N3upW0kjatpM1oU/d3F0Msl6JHBAEuTnDDB/AAG34R0O6s4Mam8ZuXeTVr8R/diuLyUsREfSPOKAMvUPt+n3ry2ui6hqNtNGltdra7C9peWbPj907L8skbnvwevUUAZS+DtVvbO9TUrKGzuJpzqlnAzhlwqQFRJKoPBdNp49cUAWdDsLaSSPPwos9PkU+Zf30kcAXT5owSDp8keS37wcEBcdc0AdR4nsJ7i0uEs498rwy2ttHkDzJpYWAG5sD5mPcgUAc3rui3Kmze40KbU4IVaPUdNi2My3UkSBXS3kYA+QwYfeyM5HegA8L6Bdx300zeG49LtpIkhgjDJmaZHOTcwxsQGK4zjj3JzQBt+JtJurhrU2cO8R3CX92cgeVbJBKCfmI6Mw6ZNACSaTdHUFlEP8Ao4t5LB5sji5kuYyBsznlVPbFAHM6v4O1eW2vFt7c75Loapb229R/aunhIcqZN3Hm7W6kdOeDmgB9tpdxc3trLYeCP7Lt4jIl3czCJZHSS1cACCJj8qOf7x5PAxk0AVfHekSS30EdqDsu0/s3WEXjFrpdxHIW3+rRFk57HHPAoA6fxVpF+xgl0K1guJoHM4sHbaLy3nhZWEMh4DBW4zgetAFKztdQ1K9jmv8ARZtOtYEkj0xLkr5t3dXoUMZIo2YARopAycnOeh4ALngXSNQtYXGswmOZppr4gsp8xLiUkEshP3/zoA2NYnvI4mOmabHey8bbN3C/aELDIWRgRnbnGcD1NAHLeHfD80d60tt4ZfRbUw/Zrm2Lx4vr9pVIZba3dh+6QMMnBOfrQBVXwlq6WEQt7VPt0Fw+vWtkzri8H2yU7TMCQPPt5D9D1x2AJn1G/uNTtft2iS2KLHcGFJZEZ5Cyw5MiwswChsAfPk85A4yAbvhnSbq3a6N5DsElw9/aHIPm2zwRAH5SerKeuDQBz+neFNTjtNPSWy2ywzJdanHuX/RoUhmBO4Ng4Zh0JNAG/HpN0NQeUw/6ObeOwSbI5uY7mQkbM54Vh2xQBmp4MuJ4b+O9xCJ5ZLiymBB/dS20QDFQf4JFPBwePTmgC7per+IWMa6j4YMTD93qeoNPHsdUX71mkZLEzNzgxpgdTQBzmn+H9UthcRz+DLPUZHmkubTV7l4jHcw3bcHUFJ3/ALoYBAjbPQcYoAkTwxq8Wm2iR6YZbuGSC/uLASIC62txkhJi2M4/2qANjWrTVLw2RXSGhCzDU9UiaRCdPSOFxywbByX7ZoAreNPCN7eSIdLjjKyD+wfEBZsbdJeZWLIMjJj2so6n5jgdSADU8S6Pczta/YbcMsdwl9dYIHkWqW8oyASOjMBgZPtQBmpb63p1xP8A2ZoX9pWs7jU4mWZEOn3RiVWFwJOSH2g8Zx6UAZEfg/WP7Pt1vNKt7i4iuG1fUdKDqF1GFrmY7Y3Ykc71YBjjjB5oAuafo+qy30MsvhOz0q2RJraUK8ZkaWUJg3HlHGGx8uCxHO7GRQAo07xBafaIrHQYryKaSW+s9TMyqtmNRJJF7Cct/o7k/dVsjGOc0Ab3gnSLmzsoI9QiEcyII7iMEHy3yeNy5HHsSKAOc1TwaYLqWRPBema9DNtuGRxEH0y5iQAgNccFZwM8EEHORQBb1Dw3eG2hGm+HdNtJVuYtWuNOtCqpFDBc5yZMKCfKAzhc56A0AbGtaRczXVo9vEGjieWS9bI/dJNZuoIU9cuQOMn8KALXiXT5rm1nS0QNK8UtpbqTjfLNCwGWPqTQBl+IdAvJ7BYrWJXnH2cMmQABbXMRY7j/AHFUn37c0AVtT0zVLS9M+j6MdSSSJdOvLZJURraaByQymUgEOpxjOc80AUYPAmo3dpex68ltby3Ez6la+U+5YFKRFMuApPlOmD8ozjpzQBe0uLVHZBfeAdItMYN9feZGVO0c/YYkBOWPTdtx6mgCv4tsNVv1eK58FWd4hyNJ1QXCgWRYcPIGAYGM9dobPTpQAut+H9YSWwltrZ9UltxJbakgdVN013ahS/mSFejjJ4zz0oA2v7IumvkmaNFiFu+nSjPKXMtxG2APQKp5oAztb0vUor1LjT9Gj1RRCdLFr5iq9lMZSd9sZcD94hKnkHp26gE3hHRNRgkuX1azsbYzOl1Bb2zZEKJbqMM2BypHJwATkjigA8VaRftNbTabpkOoGEyCawdlUuLmNcNbPJxuhZR1I4Jx60AQ6DpOqteyT6ppVnYo8KWcVtG4ZkeOZz/pjqMFmBzxkYwMnGaAMIaF4qt7GS0tNHtbhdr6dY6w0ygTWM7sP3ttjIZIjjuO+TQBt3uiarbPbzaRZx3kscP9iajppcKZ7eTYc2szcZikTvgEdxQBTXwvrsw1BtShsUkuYFsdMgibIgZIJhtnkI6qXGTjB7cUAaHiDRdSMFp/Z1il1NBJFfXFpvCmeOG3dSIZH4yC3cge9AFjXdG1CZ7ebTYohdw7jJp8rfLdW94ih0M47pgEHBGRyMUARabo2pz3hn1y2t7ZUQ6bo9ij7iqzMpZ7iQcZYgAY7dfWgC94P0a4srZUvggkDyzMFORtnu5GHP8AuMKAOW/4V/qCWUawxxNdR3X/AAkkloZMJqCpdsQkku08PER2ODQBq22na7dXkM2raVp9jHGstp5Ec29pDcheXk2KMAqABjI5J60AbPivw4up2ssTSKhddkcjDiOZGBBYf7LgUAc3qVl4q1D7OLzSdLs1jmg1LUys243X2eYE/ZRtGAgGeSSeg6ZIBPeeG7+C8lltNF03VLeZUeaGYqr2N5bIFHlu6n5ZkAz6EfmAdJolvOkS/bdPsLOY5luLa1OVjYnjD7VyQmM8denFAGdN4euJLySQsEge2XSFlU/Mk6zyk4X/AGVYUAcnd+GvE7ad9kh0LRlwn2Br4TfLOkLDDRW+3O64xk5YYPPPSgDr9abVWYrH4e0zUrJk2yRSyAN54J4nikQgq4x79c9qADwZoE9hbKl0I0bc9ylrGxZdOinlYiOKVuSIFOM0AU9U0nVra6M/h60trwSIthqenSybMyW7MVkjnKt91WKkbR6+tAEGs+H9a1C2iN7HpcWoRTpr1pbIzeWWtpDhJpsZyYzgkLjPQYoAbb6f4iub2GXV9M06zt40ltlt4pi7ia528yPsUYcKMAZxg560AVIvDWrWBdNN8MaDqcBd7zT7u4kCNZLdOTsuUMblvJcnndkigDbu9Bu3msmWG0RYTJLqCRHCxNNZuv8AoykDjzG9BxQAn/COXX9p+fmH7P8AZf7Gxn5vtP2vd9zHTb70AZ/hnw1qdqlxDdWlulqzTXFjqQl3NIt3IcCS12D7iHn5+vQd6AMbUPDPiy4sPssWmaJbosaacdQMxb7eluV5ig8sbTLtyckkduaAOq15tbLMtt4e0XVbJlEbW08pVhLk589XjdSrDGOAfWgCfwdoE2nWkcd08RkXc8gjztiM8rNtiJ7Qhto9cdqAMqfTdcs7ueTR9H06/ScRnzZZtjWD20W3DfI2VbAbjGDmgCnB4G1U2MsV1JYG5e4/tYyR5CNGb5HOxcEj5QeOfSgDb8R+Gbm8mtXtpbdUhlN7dLITmSMx4/cgA859SKAKP9la9YzznQbDTbuCdhfB55Sp0q88sKxmQIdythSAGBHI70AZdv4C1mK0tQZLSe9t5n1ma2ZysepGSaU43hThsOMHbgHP1oA0rXQNbuL2K41aDTbREjksTp8cjO0fmkYJn2gHec9lwPXsARP8OJHtJommt43aeTW9IkQnFq5n3IJgR24DDB46HODQBr6ZdeJ5HX+1dM0S1hGVvpIpXdr59vBsk2LtBfn5ixxxjPNAGL4j0DxDqaNDqOmaAIWbzIdaSRt2nwCTjyrRlz5ioOokC/yoA7ugDzmPwj4mhtJLSxTR2tSstrp+rTSuWjtLhnwlxbbPvBWxkNtUcgEjBANrUvC1+Ps0mkNYtewIbJoZ8hNQt5kUMDMoJBQrlTgjrkc8AF21j125jmGt22lWu9TDp9tA7MYN6MD9suCoBySPupx79gC94f0yW0toY7ho2kjijspmTOGkgiAPlkgcEj0FAHHWba+uoX/9hQaLLHmFWW7kdTFdfYI8FTGjZGOo4PoRQBdPgC7WzjSHUYf7Rjl/4SFL9wds+qPKxbz1GCVkDsvrjB7UAb2mya6zn+17XRoIsfIttI7tJL/tM8cYA/A0AM8J6HPYW6x3bwu4aWdmjJwVuLp2GCQOisM8daAMd/AEstrcRXVzBHJJPLren3KDd9jeS53oWVgOUOMjp1GaAJBoWv3ksR8SyaLFbxP/AGilvZFydQuo1O3zvMUYELHd/Fzj0zQBG3h3xDazzN4dutHa2nYX0yXm/dpt4UClrdEGGDKoOCy+mR1oAhsvAN/HYxRyajbfb4ZH1iyvQCUku2nlI8+PA4ljkIOBxn5c4FAGhaaHq9xcRy+IzpkSwgnTrOzZm33U8ZVnuJpETgISAAvfkkgUAaHirQZb+2eO2njikOye3kcEgTW0ysBKB2dlAOOcdKAOfufDPiS9nt31qXQYEgk+1/Z7UyMbhHjIJMrqvKnAA24OSSeACAWptB1+zllPhabR5IZmN/cW9/vH2G+ZQC1sYlORMACQSOeh5NAEmuaDrUhtX0+fS5ruAtJdfadyJePPaspKCNWI+Y5x+tAEut6BqTSxTaHLYi7RWsLmC4LCO+tbjaSC6hiPKkUEfLz0NAFCz8EanIb067qVmxuo00+P7MpxpyJDIuFV+uzf6jPOQKAM7UvB3iu9hjiv7rw3FDG8U4kh80tepauPvBh8uE5/jyeMgc0AdXD4cKXrzrJGFeFNOeIDkzQysdzH3UgfhQA3QbHV40/4n+oQ3Vx0kkhGFKee5HlpgfdiKjp+J6kA21xjjPtn+tAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA16AHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUAFAC0AJQAtABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFAFNtItDMJWtwbgIbGKfJ+S3kYEgJnHLAc4z70CLlAwoAKACgAoAY8asCHGQfkYeoIoEZWkeENJsCTpdgschHkyXDszO8YOcNPIWOM+/8AIUDNegBaAEoAWgAoAKAEoAWgAoASgBaACgAoAKACgAoAKACgBokXOA67hh2TPKqxOCR/tEGgB1ABQAUAFACUAIkisAY3VlPzo6nh1I6qR6igB1ABQA1pFX77qufkXJ+8x7D60AOoAKACgBpkUEBnUE/cUn7+P7o9qAHUAFABQAUAFABQAUAIzAfeIA6sT2A9T7UAIkisAY3VlPzo6nh1I6qR6igB1ABQAUAFABQAUAMkmRMebIiZIjQsfvOx4C57saAGx3kDsyxXELyLj7TCrAm38wZHmoOm8dM9aAHRTI4BhkR1PKOpyGH+ywoAfQAUAVNS1izs036ndxW8WRGZHPV3OAFHqxoAt0AFABQBHBdQyjNtPFKuTH5kZBG+NiCNw7owIPoeDQBJQBHcXUMSlrqeKGMDzJppCAIkXu7nsKAJKACgAoAKACgAoAKACgAoAjN1CGCmeISkGdIMjc8SEAlU9FJA6d6AJKACgCOO1hQsYoIkZiJLiRQAZ3VQAZWHUqoA57cUASUAFABQAUAFABQBELyDftFxD5wAuGt9w3LCzEBjH1wzAjOMUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADW6UAOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOY+Iszpp1wYZHRhGSjqcFTuH3WFAHPaPZfD+4lRdJ1SS4uPv28Yu7gmVolJ+6ZMcAE9MUAdFfeK7/AM+SLQ9DgvJIkS8ujNceXvNwThbYbHySFOc7QPWgDJ8cahqY+wm10dWkM6TTWskwXyroW0mI3kUMDnLZIyBjjOeADpLrUtYSFWtvD0U10SFnsftAC2gIOS10V5AwBwmcnpjJoAo6X4zkdpk1rSWsbqFRqE1skgcXFm6nDW82F7qQQVGD3oAboPijWbwxtN4VSCzkX7XDfLcqxiikjypnttq/6wYHDNg+3NAG/qGowWsbveybIkU3Vw/92ONcnCj2oA57SfFetXDRm48HSwWknzw3YnUtbxOhKm8tSoxvXrh2IPHJoA1dF177Y04+zeV5UzaTndn7R5cSNuxgYzvxjn60AZMPxBha0WZrJt8kjaVp1ijZN7drcOihJcD/AFuzceOBnrjkAm0zxXetOIvEGhDT5nVrrTmjmEi3awEbgXCrgxhlPIwQevagCDR/GOpX4R9N8OwSWLObYXRuQJIYEbBeaz2YGCOnm7vUZ4oAxbLV9XXWLhbfSYJYikC3DNNg21pGzYeNdhycO3y8fWgDY0u5021uNQcW0sBQx3Oq3LSFhcKlmGzHCRx5asRwTn8gACJfH+ooqSap4VktNPfaTfeeGe0iucbWu7ILwCSM4clfSgC3qfjC8jvBb6XoQu5TENV+0vLsSCJpXU/aGCMRgqMYViSegxmgB1n47hME8mr2b2UluWh1azDBjE0aAjyHGMidCMcLk8dqAIofGOoxvD/b/hxbGGYi3guUm3/YrqQfKmoRmNcGY8DBcZ4JoAhHjPVriSX/AIR3w/aXcMMh0i7WWfZJcXCKuTBGUI2xknq/zdsUAdjQB5loOv67Ct4dO0C1uII7q4llmmnKtexiZiRZxeWR+5GOS4HYewB2ba/PcWyS+G7BL0yBZraGWQII45h1uJMN/qR1ABOeKAKWieKr6S4eDxBptrbXaxjVYZLaQsl7aNKVygZVI2Ngcj34oAxLb4l6zLbtcJ4SiSwQuLgNOfNnt7d8F4IPKAHk4bIZgeOoHNAHfxTI4BiYMpAkjYfxKw7fUUAcnZeLtXu5ZP7I0jTJbWKVtFuxJcES+bA+GdYghAA7Atk9eM0AW1ayOpN/xLv9KFsp/tHefmtJbp/k+z9PldM569qAOc8R+KtWu7K5fTtEtZNNMU1nBcGYiW4iCMpmjg2Y2dSAXDEcjsKANt/EdzClvFo1hHd3skQnSORyqWdrFGoMl1IFbhXKjAGT2oAu6F4huppJItasYbW8jC3DrE+5L21nzh7R2CnAZSDleD35oAyviNcX6pbDTrW3kBuYN7yyFQky3KbQ6qrZEjdT1XqAaAL+ueKdQso4d2jWc93LKNKWzS4ISEurncLlogSFVRn92OvGe4BbFzr6QZl0zSpr3O1beGZhGIyerTumflHP3PpQBQ0rxRqQufI8SWOnwzsh1GxntJGZLiKNgCrrIqkFc56EEemOQDM8CT6sZbv7Vp2mpGbqQ3kiTsWglFtFgQRGEbgRt5LoeT8vGCAX9e8QeJLMSSR6FpElnEGnlQ3DebdWsQyWiXy8DCc4LE8HGeKALer+KJ08ldDs4bi5nDXFkLhiqQ20KAlrh1DH5dyjAGTn2oAy/ClxfyX15/a9pFBMEtYnSJ9yuAJ+YGIBw5J4IB9aAH3XivxDZlH1/QtLjsmdbS6a2mZ5NM+0OAGnDIoIEhAO3J54FAE2peKNWe5eHw3ZaTJJGi3t2b2Vl84Tk4FpHGrZ2Y5JwMkfiAdLZSzuim9tVt5SA9xbBt32eQjkCUAZ2HvigDAv/EmqSzvF4Y06xleILJqd3euypC865VIRGrEsyfMeAAOvJoAp3fxFkS1EsWiSyXHnDQLrSw4zDeifayxTAYPzDjoDxnHSgC5Z+ItViuEi8SafpsRlDvplxZyOwMlsASk4kjXloySPXB4oA3NT1S3tInkvpNkSKbmdv9hB/CPVu3rQByw8Y63CqS63o2mQ2DlI2MMzNLpy3bAK1ynlgEBiAcN34zigC1o3/ISvf+udp/6DPQBpeIvED2SL9mtBcTySLpmn25bAkuZs/wCtkwcCNQSeCeKAILPVtXhSVvFdjplvEim8F3ZysweKNSSGjdFOYwM+/wDMAxn8ba5FEs+oaFZR6exEk6eYfO07T5iMSXEe3GQDkqDkfngAsax4v1ZL0W2iaVYzyGEawLq4kZVtgJ2U+cEVjggADA6nnigAHiPUri3u0nsrO3v4QbaZEkYxyeZbhg0Uu0H5kbptyD1oAqeE9bv7LTUk8RR6cttHbxT2BtS5aa3WAYF0jKMMRtHBIznoKAL3/CUazbGE+INIsIoJnXTwLeRmfTLm5J2C5DIAQxwpIxg9iKAIda+Ib6fJKmo2AM21bnwykZP/ABP2lYKETj78cxGQMnad2MCgCl43k1v/AEHybfSfN89Gmjkd8JqX2aXhXVT8mN3OM9OOTgA29W8SX8BgitrSyl1GYFmQs3lWiW6AuzSbc4BOF+UE5+tAEmleIL43DQ65Z2kU4T+07Oe2clLu08zacq4BDRttyORz1oAteIteNjFujtjcTMyafp9rnH2m8unAUNIegLHk9hQBy/ma1/aVoPEMGlgiO5e2uLNmxMHWHIeGQZBhwOdxDZ7dKALNz4u1ycTP4csNKa1hdrSQXTNv1R7Qnf8AZmQ4UKeASGz6CgDqNI1iC9hjktCfLdRcxg9VDjo3up4oA5KLxZ4lvJ7mPQtP0RI4G+zJcXTOftcpXO0IhGMjv0HoaALrePJDp63EdgqyFktJrR24hma9WNgJB18ts49aANbU9de3uLaNIUZZmkglkJ5hFvbM3yD/AGiuKAMmXxBr13JKPC9tpIt4mNjLPe7v+JjexfeW18tuBFwMkHnPBwaAKM/xNM0No2jxWcD3W9Yri+J8rTWtUO4TumMkuNqjK5oAseJZNeOm3X9o2+kCcRyxs8TPsubH7Py0akZDYLYByMj72DmgBsWvaxYaa0uq2ulPJHGs1nFbs+JohGv+vLgYJ9Bn60AbOkv4jZWOsw6LG5UPZ2kJf/R7jb0u7gkgjd3VePegDITxPrdvNENZ/wCEfnhlk/sh/sDPu0y8aJyBLvPIJUjohHoelAHaUAcPe+KPENiQ2rjw1NAHjtdRtLRn8zT0u5FUP5jnkKzDjy1J9e9AHQJrshvGh8lNghTVRNnkvLO64I9AFoAyR8QUUXrXVrtitT5S7TzdkRA8/wC+/A/WgDn/ABDc+KP9F/4SGy0URNdWrYtC+7TJPtAOLjeSGz0yCvPYg0AdHazSG7vV0uz06G5CW8wvJA3+lyyRyAfbAG5EIXjG2gDK+HmoXVrpkb6ubMWqQteIYQxcQQlj+9U99g7d6AJZfFviS2iW41iw0YafhZ7yzgL+dYW0xGG83JVjGDkgKPYnrQBd1bxDrhvfI0G00vHkLq0l9dbyLZmndcGJCM7wvHK45OTjFAC6hNK15Zx6vY2U52S6iZ1LYi1O1RBut7ctjCBzjcGYZ+Ug5yAQ+Itc8RWhka2uvCSxKDc21jOz+bewoO0m5QDJggfKwz39ADqNK1JLuGOSJSqyIl7Gp/gWdAeT7A0Ac9Nr2u3M0q+G4dH8iFhZ3LXe/OoXRjVitvIhAXy1YDJVue2ByAYfhvxNLY6XEws42upJpNMsbJ3AD393qMoCvKO0fJOB0FAG7Za9rNvcRxeJ00uQTBv7Mu7FXAS4tkJK3McjN96PkEN2IIoAX4lf8g25/wCuZ/8AQhQBoeIbrVYwv9kXmg2y8rczajuwWwMCBEZfvDcTlu3APYA57/hYt3FaXT3VlaXV3bHypls2JjvUlVSrxEk4ARssNxIweaANfw1f61cHdf3/AIZvLQrutrnTt4PnhhwwdmBBXP8AECD29AC94i177BCzpB58mVtbK1zg3d3cSBVVTz95iOxOKAIdMXxIrr/bMugzQlS1w1qkitbXA7Rh3fcG9fkx6UAZ9p4vu5NOluHhtROi3M8cYB2s1hLKF3ruz8wQZ+b6YoAW/wDFV6TbR6UtiLydftksswJTT7WGNSzNArAncThRvHPU4BoALbxJqUTzx6wmnvcRxf2zY3NurBLu0feB50DsxBSRDn5yCOlAGPbeL/E8drBcatHoL27mJr6ygjcPBZ30ihWgnaVgSN6kgoPTNAEfiGTW11eEaLcaVGzW8kUX2hGIMIkUkTBWHJcDGCPfNAHReJr3UImX7N4j0DSYCMPc3i5eS4DdIEZ0GCD6k0AY3/CxL5bB5p7bTzcJK2j3UybvJgZLnb5rBSx2ICCcEk9jQB0XhxtSZSdQ1nStTgIWXTr+0Tb52d2fMQM4wvy4IbnnI9QC3rc11HExsL3TrVxjN1eAlIIyeS4DLzjp8wGetAHOeGPFV3JctDeavpGrIYzqthqtiAAyRyhWW5iV2GVdhjDdOvNAGXb+KvFctrJcmTQ0giM0sWmrE2dTs7JyGMtyZDtI2tjCHnqMUAdRN4ll+0WqW8Ufkzxy3srODuj+zpEV2EHHO854PtQBLYa5PLd3EUiQiOJYJ7d1B3O12JM+aSe2wY4HvmgDlb3xfqdoQ0/i/wALX22SO11TRLWPDQQzzKpNs/nMdyE5+YAdaANlZFXVZDI6qos43d2PCKLyblifQUAc63j/AFmW3N1ZanoEMADXcHh2b/WXVhCTzNdq/DyqCQAhA4BzzQBp6v41nlmgTTdcsNJimiXVbHULqLf/AGhJK3EcILqAVUgnkk5AWgDsrEXQRf7Se2afH+kNACFZ/wDpkrEnH1JoA5PVfEl9PdSQ6Trem6WkKo19d3SBjc3VyuQkETOnEcWCTk8nFAGXd/EvUfsJeyXTmvEuR4bvW+YxTzxygFoTwds6kHvgH1oA2rfUdcs7mGPXNQsr+KfzIoZIYfLOnXNtEWxgu2VkQEdjnFAG14k1aeztpZLK1FxKiNcxQHo7IP4sdlHNAGR4Rv7+7AkPi3StTtmGTBBb7DbSMOjSeaxBTuGTP0oAm0fxFdywXLz+UzxS3NpbDHHlWUjBQ4HsOeaANPw3qM11awPdFTI8Ud5OVGAZZoVJ2r9TQBp0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5r4g2c81hcLZ2808hQpFDEpLStkcIi0AZkXxg0U4CWGvjoigWr/L9FA7fSgCr4wPh+Sc/wBq2viHT71AE03W7OGTN2GXOLSeFWBEZOCGA56etAEOtNqIsrCTxBaTSyxz2+pa0Ah3W6BHG6SKNScwsykgL14oAs+Lb1LhrZ7xtVOiMry6j9nSZWNwVXyzeJEA+1jnHygZ+92oAoeFbazhvLh9I0jXfsX2ZJIRcLITqDCRz/oa3B3YlA4BIyckcEUAGifYkuov+EGi1q2Uk/8ACRaPcRSLDp9qVOSI5gAJFmwAEYjrxigDsvGGizX1nPHaY810aO3B/jlAyASSPvkY68UAVtG8dW92UT7Bqsd0Rm/tngkA02QLyJ7h1AwDwMMc9qAMix12PSp7pdWs9S3STnVNJaCGRxqaT28Y2wSIpG5HXByVGT1xzQBzuk+H7waPafaNP1EtBM2qX9lCWWVrVbicH7OyFTlUfcMHJxgdaAN3w1p2g3Fyj6fdeLL+WJXlt7y/afy7JpgFKobgL80yHsCMDJ6CgDNju9P+0RHwdZ69p948yDXdIaF0ja0LfO19E6lMxx5wVfOemaANVbkWmsSG+iulSaGK106VI3YTzLIQQ0kakDaeu4gAcnigB114curs6oiRyxGXy4bCZshZ5Bp6DiTB4D8HGaAM7UteOoWa2tnpOrpfOqaXfQTQuo0dFxukuZyMFUAyMMd2RjrQB00VvL/ajsYZPLNrHEsuDhpFu5cgP6qCKAOY1LwvqOpJqiNZSxPI8Z0xnBVbwWUUePKkcchygBPT6UAW9Nm8P3kkSrp/jCWcOt1LbXUl2V0a6tzkG8M0m393IMcF+e2M0AUPFQ095ZG0fTvE+na4CbfT5baFwNckTgGWQAoYzwSWYEDr0xQB6bbmUqv2lUEmAZ1XosmOdnsDQBzPhbSpfKuVvoLiEPcXTLuBBe3uJ2w0W4dHU5BwQaAOSisLuGy08axp2sfYVDDxHaQK++JgvyfbbdOTHGclhj0+hALnhPTLQakX0Hw5qVlY/ZmtYr2ZJFW9l8+IgW8MvQBc44XdyQO9AFzS9IvI9Fmjktb0z+XeRRwSKd9w0s0+393gczAgjA5zxQB2ekxssMYkRlYIiOjDlGEY4YH0NAHnHiOK0kkZvDWjeINN13f5dsI4WVdSKyjLXsq5jaNxkkl8+vpQB1sdtMNUdjbXHlG1jhS52HYZY7uQlfOxjIDA4znHNAHKrdXlrpklrJ4f1ya8WKXRo/Igcx3isj4kgu8bcMhBxnfn5QCaANma3u7OW1n+wXdxCIP7B1OGFGaSw85oyHFuoJIV1wwAJHXB7AFzQluLu8mnawvLS38tNDsVuUKtfeTLIxfyHAIGWAGRk9eOlAEnjqGYxRGC0upwlxb39xHAhZhbwXAJKRICTtHoDQBU8RIbx7F7Sw1IlbjzGDwuDb2gikBa5jZflDMFxuweaAHfEG0u5Ug8uC+ms/OVtftrQMXns9p/5ZxclQ+Mgc9/oAc9ovh2zj1OKTw74X1Gws/Lltbi5khdFmnXbj91JyMhsAsi7u2cHAB0Phi4kguLpLrT9TRpLl7+2n8l/Le2a1j+b7Xt28shH3s57UAcJNoNpPbSprPhbW7/AMQESq0zxyECZi22S0vDhRGh6DcM9ACTyAdjdpd2M1pMNMv7mLyDoOqQ28bM9l5ojYMLdecB0IPBx6UARWEmqXMuoPpumalZu8MUGhS3Uew3F1DFOAVWTptkI4PI4LAZoA5XUPDenPbxf2P4F106gGhlv76eGQNZmOdNzSSSffMnPC7gAdxwBQB1vi9dLnlI1jwp4leRABp2t6fE5YLIOfIuIMkeU3GGH0GKAOh8IDVfskX/AAkhJvNv+mZxnO448zHcJjPvQBxuueHLWK9nk1zQdevoJvLmsbjTjMfs8lvCqst1DbOPvYBBK+ooAtzeHLeK2g/sDw/qlorXkGrXVrPuZ123C7nuMu5AKKCcsMdwDmgDe16zne8sjDbzOivM9zKqki3V7GQAzMOm5iBz3oAueLNEkv7SaK3dVkdGhgLdPNxxvPoWx2oA4DS/DOgTLHHqfgfxd552QXySNP5UMq4yWnaUKVjbnjOR0GeKAOz0mznW/u2kt5ljZLZLeZlO2dohNkROevl5GfTvQAzxlZ3gME2l2U13LBIbmWyjxuubOeJlbyVPVlVsjkUANk1OTWIbiK30jV7FWieyS8voigaa5jI/dwtyQmck4xQBgalf6je2f2X/AIRrWYbtlTSr2d4/3NkqlQ0i3nRlQDIAJY9PXABvNaXR1YN9hkFuLRrf7bjhrmS8U7C/qqrmgBtppN0ZtRzbyKJPLWxkcYFx/wAS9F/dv/suCDQBl6dZXWpaQYG0++sLlYF0grdxsokuIIgAY2YDIcr1AOPegBunWel3LItx4B1qObKyXjXCsI7CVO6XDvhtjdNu4mgBninQNc1GdpLCN7X7Jtm8OLIBjWdRO1nMg67GjAQcjnnPUUAafiua8eKzl/sXUGZJ4tU1GwgXfJZxvbyAjy16+S7gHA98UAHiOK6WW2utP0i6ugivb6jYov74Wl6q8xwnqbYg5Xqc0ATaP9ovbwztpV/ZQLCdIthdrte8kmmViRb9QIwoHOCc9OKAJvHOlXc8KNptvJcSwzRa2lmjYN8tpJkqGPquSPf3oAyftt3qF/aSQ+H9dtraNbhJZ7lNm2W5iXieAnOBt9OTjHAzQBgx+CtKspJV1rwHe6pI0j3mlXttGXF1bXD5C3E2QFMHQ7sDuCaAPTtJso4IUW3sVtFCgLZgg/ZCR90MP7hoAxvDujy291es1s8cUkkdzauelx/oqbihPpJmgDB/4RzUjpDRpZP9qEj6hHaNwZxDqjSAKfWdAMfWgCZtVvdRvLJoPDetWsEZmuNRnu49v2eWW0ZQqgnn5iecY6YJoAyJfBWm2lxcHXfBV7q4llfV9Ov7dN+BcjJinXK7TG4JBPykHlgeoB0d3a2dvaxR3HgO4msyGe606BUk/siQ88xBsksxblc4PTqKAM/SPDmoGyvI7W2v4raRZLTwvp96/wA9rC9ttwxYnCtL90FsgdfcAk1JrvUNKlS00TVoZhEtglvcx7WuJ0Vc+ShPRT3wAe2aAN/xtp+oXFlOmisRcMhjgA6yAkZVSSOZUyOvFAHHv4etWnsz4f8AAFxpyxyrPfXzxohigMLjbJtYlucEkk4OOTmgDv8AW4LuS3lGmSFLgxvFYyA48u5eM7SH7bXxQB5he+G4JbWJdL+HF1b3oMMtzeyRIrWxgnTcWudxLGUZ7njJbBGKAOy1JLy1vxKml3d3bvANKma2ALWM1vMzAyxHHEwfHBOCOaAMKHw9rOoxaiNQ0ttNluCv9nRSkEMkVuoXzHQn7wUZwTg59KALOs6jrOoi2WPwnqVvtnt7/V5ZyoFqIZxn7MFY7gME54AGO5wADf0vTrhL66eWB1idLaO2mPSZoBNnb/ubhQBi+FtJvJtMa21DT7ywmEL6Q88yjbI06uN1uQeQowT0oAivl1a+tBazeHry3mYDTL+/JHk2sEBGXhmzk+cg+UbM54bFAG9Hp1wNSdzA/kG2js1n7NOl1KSB7hSDQAapp1w99avFA7RIlxHczDpC04hxu/39poA4f/hGysc0eo/DmTUtQZ5pxrLiMpdee7FWW9c7hsjIAATqMdSaAPQ/CtpNDZ263UTRyLDFbzxN1iljgUEN/ukUAYVq+qaZcXAXQLy+t5pP7W026tyvy3MkSKyXoZhtCsowcEYoAw5PA2oXelwpdaWpuY521uTSZWAF4gvJiUaU/wDPaJzg8DpkigDV8MaFpAnDad8O77S2UM41C5CL5TOuMQosjE+YpOeAB360AbPjzTri5sZ0sYHmlZDHBCvWRsj7tAGN4p01/tiyaj4Tk1yy8n7FFBGiOdPvRMSW+zTED98m0ZBzxigCLwzpuo2X21rbwdHBveObTdFjeNVmh8lQdso+UEDJPbOQCetAC+HNH/03zNG8M6lolsUePV4bgIq6jcOybPItI3YAx4YkgL6UAdB4y0W7u7cjSfL+1I8eq6cHOA9zaSqwDE/3wCOeM9aAF0jxDqVy+LnwrqFggBN3cXLx4W4XHy2ixs24E55+UYH0FAHI3FvrltZT2tp4WvrqVvtEVnqCvGIri0vpZDuZi+Qyq5G3aee+DQBe13wgz/ZZZdAg1TyYzZanpMgUtPBLGvNskp2lrVgTg43Z4OcUAXtI06J45/7P8DQaKGQ21mSsSyagWRs+fDD0CPjGXOevFAEGpeHtSOkxRW9gZbxEtUksw6jMtnLCWAlY4+UKf4selAEniKxvor+3ntdJvb6JY5NNuIrbZuhlmK4LiV0GG55zgY57UAQ6rpk8N5LJc+FJtZikjistO8vyz9jlTfuWdZmXAmO0kgEcc0AL4f03VdOtZAPC9vM7TyzHSYZUVU065mP/AB7FvlwiHhSU44OOlAB4M0WSG4mey8P3WjWDqvlafMy/vr1WOXjs4ywX5cD73PBAoAu+NdKuJjbtFpLanBFIbrUtKBX/AEqFoGAZI5CATbuQQDye1AFHQtIum1Dzl8KR6TamBrIEmMSXM7TREG7hiJx8ikDlsY5xwKAJbLw3qCaVNDJa4umS7iht9y/O95NMV/eA4/eBh3474oAfqWkarE1nLp2mi7eFGsb+wDqrPFdRICYJHIGYXQdW5HSgChB4e165uL2Sez/sxZoBpelFpQWjmCuA03kk4MZOeCcZ+UnmgDLuvD2rzWscNv8ADy0tJEMJlvvNg/5dpkLG12knLgHqV4zk5wCAdmNFuDfvJLbK1q1smm72IxJOtzKSrR5z9xh2xQBx+keDZbKLyrr4Y6NqkqN9nt9WP2cLfWhPD3byZcMgOCPLb27CgDpvEUFyAIoPAttq2n7FSOJHiUWksZI2iCUgYRNu0r0/KgC74M0e7srSJNSP71dzOm8t9nSWViE85uvkIQvpxxxQBz2teD2jvJZh4NsNfjmWNZI5DFu025tFIygueMToR0IORyO9ABrfhO7uLJF0zwvp2my+dFqU+mWzJhEjkXJkkVUG4IOcZ6YBNAHQ61pN1NdWb28O6KN5Zb2TI/cpNZuo+Unnc5A4B96ANbUHuljY6bBDNMBut4ZGwJnHZpADjd9KAOJ0zw/fS30cyeFItDRVkTVG8yMnWfNX5Q0UBIzG53ZJz2oARLHxHaC5itPD0V5HNJNfWOpCZFW3TUSTi7iY7swMT0U5HSgDpPBunXlrZwJqq7Z0jW3nTIPlFBwNy8fIuBwTQBuUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKAEoAWgAoAKACgAoAKACgAoAKAEoAWgAoASgBaACgAoAKACgAoAKAEoAWgAoAKACgBKAFoAKACgAoAKACgAoASgAoAWgAoAKACgAoASgAoAWgBKACgBaACgAoAKACgBKAFoAKACgAoASgBaAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgBKACgBaAEoAjF1CW2ieIyY8xocjKp6lPSgCWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGt0oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAV77Ube2jZ7+dIYVBmnmbpGij/Pv6UAY2l+NFupAp0HX7QMDNbXN1EAk6IB0YMSCQc4ZVNAFa++I1nC0gh0rW7yKImLUdQtYg0dnLGPmV3LAkwjrhTjv3oAs6v480yzWFpjczpORDprW6bvPaRMrhRz+94AwDyR2yQAO0bxpbXkrRyafqdhdKovfsd6gDTWrNjfDsZgQH469aAM/RvEdtbWZlub3VbuEytD5k4G+Jpr7y8BQx+WKQ8c/d6DtQBvXuuQQSwxzRzF5i8FsygYRoIWY+aSR1VT0B5oAxJfiRa+bJHZaLr99JE32a++yxAiElQc72ccNkj+9weMYJAKXjTxh/oCy6F/aEqyNC1vdWwwYYXuUz5pJUjzVynrk4PGTQBvSeLbaK2M2q2t9p8YyHt7lQH3bsALGjNkynGME0AQaV43guZBHc6RrWnTMDPaR30QX7YidfIdGYZjHJGQe+KAOioAz9S1yC1aIXSTYlf+zoZlAxDcMjECbnP73bgYB564oASbXoEuEh8udpmR9Q3KPlgggZRmZif42YAYB98cUATapq9rZxNJqMwihUb5X+pwAqjqXYgAdSeBQBk6Z43gnlEd3pOsabMwMlkl8igX/lDkWzo7DMS8kZBxyO9AGe/wAUbImUWeieIbsQvJY6nJbxAi0e1YgkuzjIYAkYycdQMigDqrK/guEV7KZZYmAuLeUf8tI3HBAPqKAOa0TV7t76/W4u2lhi+zrY2Y62wktSzbVx/wAtmPqelAEw8dxLJGuoaFrlikj/AGCzvLlECSXHYPskYjzz93KDP50AdBdTmNGZYJpioMogiA3TlF6RAkcv0HIoA4P4favNey3Et7/wkafPLDEt0+Ibe2WbhY7YOQHt1UA/L68nJoA0/wDhZ9jsEjaTra2Bb7OutNGvlbd2N7Lv3BGPcxgUAaGreM7e0nSL+ztTuriRTc2sdsqkMsbYId3dQPqSF9TQBBqfj2K1a3WbQtbkuLjetnYxrHuia325+0FpABgNnO4jHJNAEUXxEhkZ0tNA16a6jydT05VjD6eq4wZGeUKfPByu13JHSgDSg8VQTWqz6ZaX17GwE0NtAo8yQOwBARmAzEc5+bscZoAraV4xM03laro95pl3tN7BBMyMLuBWwTBNEzDKEjI4PpnnABBcePlDyDT/AA/rWoRRN9j1K9tVUrDMRyLePfuYwscMFUlaAJ43i/tFgNQ1YyC3WZrEsPIWOW4YBkjz9/KEdOnegDndV8V211IkklhrMukQuWn1CIARzXiNt3yAPuaO1O7OI8Z5OQKAOi13xvb2TwJHp2oX80+/+zY7QIRJ5CqSZJHdQBtYHPIxkmgCfQPFUd8ZFexvLK5iIg1CxuNu6EyLkGNkYgrJzg55xQBa1zX4LCPfcpNIci3tbaIZe9uZOiQIO8h/xPFAHLR+Kr6e/to7rTNU0w7J5r2zlZSl3xHtMc0TEN5fzd8qeo6UAXr74giNpP7P0DVdQghJh1e+t9m21kUciBGYFjD/ABBR8vegDpbK/guEV7KZZYmAuLeUf8tI3HBAPqKAObuvH5FxLDpXhzWNQnh2SXzReWqRx3CAjbLJIOSp6bcnBx0zQBbHjiwNotwIbzyCVh8kqN8UstwExLGW6xSnB+btxmgC/e65BBLDHNHMXmLwWzKBhGghZj5pJHVVPQHmgDL1DxnIkjrpGhX+qiP5dWktmQfYnK52xrIy7mCc4XOOAeTQAtz47tPKhfSbe41Fp8ppNtDgG5KISfMeQqB5Sqc5OfagCHVNev5bG5aDRdXsrtUe2it32BluDADvtJlfBWItnIbPBAGeKAK2keMZYNMSbVdNvxshiuJncx51IGJctbhHPDk5+YIfYUAbWl69d3AZp/D2oWkQAnsmlaMtfowJ+WFHJBxjhse9AGdF45nWSMaz4Z1PTopXFlYXkzxENPIpKi5jjclTLjA4PPBoA6qgDjZfiWgXzINA1SfTMmOXW0KbVVXILpbb9xRGHJ2jjJxjqAaOt+MltHiS10u91CWZXlsEtduHNvs/1kjsAFYPnOcCgClP4rgurW7GpWeoWE0UbjV7FWXzLaGS3YhrWZSR+9TODnGRz0oAi/4Ta2sbez8qz1W9E6JBYAkGSRvswK/aW4BaXgE5AB5PFAGpo3itrmVotR0q6067VRfG0lZG820kcgNFLEzDhhg9CKAMvwzq2n2OnmQ3OrSW6tKf9KffI0i3TLtiYAZ86UfKPU8mgCvoupFb0tr/AIe1Oxu51+yaZd3DRsqW0A3eTE8THaSctgjLHPoBQBaPxCuZJZo9H8J6nfPC/wBmvJUeNVO5cjy2kcEk88BTj8aAOi0bWra/hSXT3ZoXHnRFhggHs49UOQaAMy+8WXCzPFpGg3V/LGq3V6VkjQR/aSdojMjDJcKx6AD1oAl1XxYlrFG39nXklxKVg0/SflEkk8iZ2yknA8lQdx3YHr0oATTPFRlmaLUtNnsLoL9sghdgwvrXOC1vMnHyNwQcEcUAcp4Z8aX0NmzNoWp3scbztf3xdcsou5CTAjNlhBGRngei5wcAHSan44ihe3XT7CfUGuFa405oSAGjiVDl3bHBR859uhOBQBNc+KZYY4/tWj3C3kjG1s9IV0LSvHuJzODtwIl3Zz0468UAS6T4m+0SPHeWE9ldIBO9tIQRNay9Ht5l4IZgR6gjBoAl8QeIoNOi33MU8xLLaWtrCMve3M7YCwKSOWPvQBzPhS4e2uXXX9HltNQuN2ppfPIjjUYoCB5cciAY+xxlflweMnNAFzS/Ht3e7X03wvdzae7mzg1NZUyVSUqXe0znYrA993+z0yAU21vVV1Zlj0W7lh8mKIkTJthge5fM3lMw+hAG7jpjFAG9q+tavC2NL8LyXsYAlknM6J5nXIt4zkkrx1Cg+tAFSbx/b/ZoZbOwuZ3mcadYWRKqReuG+W4kY4HlsjA9eeMUAaei6rfz7hq2gzafIuAMyK6XQcf8u8q4PyY5yi/zwAatAGVH4gjN00MkLpII11OCQkYu4Hcg+WB/zxcAH6igA0fxAl6ZvIt5USKRtK85/wDl5mgA3GIeiOcfUUAVNf8AFrWUsMdvpVxeTzeZ9kjjYAK1qEz5zt0GGznnpwCcCgBdC8V/ajKuo6fJp9zDj+0LeRgVSOVSQ8NwMZVwDzgdOQKAMsfEaYIJbjw5dRaScFNWLjcsDnAklsNuQj8HO4nHO3FAHZ0Acjd+O7z942i+HJNQtIma2vrxZlUs8AG77HAw+byTkHLLkj5c0AX7nxnaRi3by5mtbjCQX+OLZ7hAU+0KeR9pzj2PWgCtJ49jW2nmOm3P2eJmigYkf8TNYGwWgHpvyBnrQBDD46vQ8R1HwzNaWUxW1stQMyFlnuANourRRwJz0+ZscbgCcAAfe+M78XMkOj+GpL2VFS6edpQkaxThv9bKVODkcAK2eTxigCXU/F91FKsWl6I19elP7QuoPNCpp8Ocf6RckH77ZAwhJ9hQBC/xDgS2lkudPnjmhcafqOmFl3Q3UkigAS9Nsu8EN0I/GgDT0bVtVmZhrXh77AQBLDLHMJEmBPQuFUgr/u4x3oAyNU8bavZAvqXhFo7JTi8uhcIXt4N+NwtFU5HQ/wCszjtQBb1nxfcW9wkOn6K97O8bX8B8wKqeS4BFw7A4BB6gMc4GO4AMu2+Iup3AcaZ4NuJbiEmHW7V51AtplHC2coU7zIBkfKo6etAGpc+Orf7NDLptpPdPPti0ewyA1xcTITiZ+QBEoO48gY78ZAH6T4pupJvK17Rv7NuSpvLFVlDpfwRkBvKnCr80JIyMZwQRx0AKOieOdR1Da+l+GVl09m8iK/8AtK70iWTBaWzKjG3BON5bHbPFAHYUAcqPHg/s77U2nEfu/t/2EP3z087b3Pfb+FAC6z43lhnhi0jSf7QlmRr2FvMCLDFHtwZHKnhgT0BPTAOeAC14f8Ty3byx6jpbWV1CVF1AH3LJDcqSrW9xtXIcA/wgg8GgDNufG+q2nltr3heK0t3kXTmlW6VnsWmfCm5hCAYY9dsjYoA7GgDi5PiBqDI8ul+FZbvTl3Ml8JgHvYIerWdlsOQSDjLjcOaALuq+NXiktl0bS/7RNwsl1ZSrJtVI4EQgyuVPyyK/Xr2AJNAEKeJTdrdQ67pBtZ40LXNqk2Vv7G4jbDWdyFU4fBH3AV+tAGYPFzadaWI0Dw5JdmdUgsbFp8G2DwBvnuGQ52A8nCj6CgDodK8TXMk7Q6xpaWdyE/tC2MUm9L6z34JimKIcxvwQUB5B70AYXh/W9P07TlbTtLugplksbDTvMLNdXz3joAJ3xjznGeeB7nqAP8PTXNpdEeINFt4Lu6LXcWpQy7/tLwJnypcohH2SEYHBBwTnOSQB1v461m78/wDsPw1ayLbzSaXc+dOQdQNqTxZKsTcsMHnp0GewB1GjaxDfQxy2gYRyKt1GrdYw46Pjuh4NAGHeeKNWe5lh0LRrOR41jumvbmUqiC43cSKiMcnbxgY6kkYAIA63+INqbR5rq1mjeNjpuoaeh3Nb6kkoXy1YYzvcrg8DBBOKAI4fFmqW8ka+K9JsbSOZvsmnz20xf7NeOMrHehlXmQAgFcqSKAFbxPrM9zPFouk6cRC0aT3l1KwE8dzAGxFGkbfMmfXFAHWUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1ulADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDmPiHaTS2MgtrSW5YGK6a3jGTNFbXUbNsQ9SEU8d6ALmn+N9Du3RdL1qzupXBuIoYDuKRoASbgLnbjI+9t5460Acz4W8V6Tpdu8eu39vZ3MUkxubSUgPdCa4dlNpD1YSxsuMA56UAULLSLq0s9KTU1InW4TzFZcGBZYLghWHrGpAP05oA6WX/kLJ/16S/+lkNAHKnI0NjtYhZmupiBnZDBrZZjgf3EBNAGxqPinSry/sBpGqWd4Q088pt3DCBTYyY80qTgv2B560AaXgtRvveBn7W4J9QLWHqfagDkneOPQyXKoiz72PaNE17+goA6PxrqNvJbwT2U8d5ZxXEWq30ts24PZwMwLKY85+yyEMcZ6e3ABFqmvWOpXNmvh2/tLyRJG1e8ubZwwsLGO3dSJ3TOPtLOox370AdTZ+IbSeaaK3aQzQ+X9uBHC/a4yV2N3yooAo+M9Je6tJBbErOgGpac46x3tmdy7cf3mXFAGT4Huv7RkmusN5cuzTdKU5/d2dmvOwsB/rLhn7dqAJ/iPaTSWoMDSoI5YdRuJo03Na20EwLOkBBz5C/NjBHHNAGRp0FpeXUBk+JR1eWMtqFnaW6w8Dy8H7Q9uvAIbHzEZ6CgDY8Cwpsuf3ac3d0ZeP8AWn7QR8//AAEAUAP+Gv8AyDbb/rmP/QjQBgSz31lc6vJYwB5RFb3tkD0LRWkgyQf+eZUnHf8AGgDJ1TUNMl+x/ZvHt5qtw1xbTS2nmRlZC1ypLT2sS/J5ZOAMjHTk0Aev0AcJodlPcWd8lm5WV5762tnBxsmllcAhvZj60AZ9x4t0qbSzDayQfbjD/wAI8mgAjzYNQEWzZ9mPP7iTvtAwM9KANeC0KalALnY8i2TqX64lW5hBKMfXmgCzrP8AyErL/rndf+gwUALo3/ISvf8Arnaf+gz0AcraavNa6bb+XfvZQvdS2eqago5sbJ764JKyEEDe4VckHGfXFABpcenjVbf+yPEd9qsfkzRGSaQyLA67TiC+Oc7t3I3ErxnqBQBp+F/F2laXA8XiDUrezuIZZlmt5M7rmO4unZWtIcZYSowxtU0Aa0X/ACFn/wCvSL/0smoA5rSPEunWumeRqEiG/VH0KXQjzLc3b5AEVt1Kz7gQcFcHJ70AasOny21zpiXLhpEt57Sdx/HJDDbgkH3IoA0NG/5CV7/1ztf/AEGegCDx+xh+yyzSutrDcLdaoQMiCCSNl3uBziJmA4B657UAVZvEmnXup2o0m+hugkdyJp4TlN8iw8JOvBKgcgEkcZ60Ac3pcNrZeeniPx5rOjzJLJcLaJJGourSeVir2iPGxbzsnoWIPBAoA9I8L6Xa2ttEmm3F1NAF820lnGGaGYlhvQKuNobGNgIHBoAzfDv/AB+3/wD10g/9II6AOGg066OlTBFlBju3vL6JQcmC1vQW3KP+eQG7v045oA6G+8ZaRfajYLo+p292wM13K0JyIY2sXx5jDu2enUd8UAY1rbwWk92viPxrq2iOZ5dXsYY5EVL3TrkghoHljbLA5UgMSMYxQBr3OleE4rO3TUdW1GKAs17oesyl0kt7q4Zm3tdBFCklyRuUKeODigCGwv8AVLuyv0e//teBY5LHQ9YVADq5e1bKgLwfs8mF3D7xoAgutWs7jQCLG7hmKW0VpdhDn7PcJCmVkI7r6UAdt4uub+KzmbRVkNyEZ7TYuSHA/wCWac8gexoA84vr7RJTb/2H4t13VX+1Wr3Kyyu6oDcDmdWUBdx6AbeeAMCgD1y7tzKjKshjLKYVkH/LMupGQP8AZ+tAHm9n4rsYNM8i5hQaksR0E+H9v7y5vfLKjFv3WY8lhlcHOaAJ9Su4dKn03+3LtgscE1leXhBIWRIbcbpiM8Ow6+/JoAguJY71NTn0yaSa1e2/s2zlUHbezW1tLuMYI58ssACDjORQBY07po3/AFzP/pnagDbl/wCQsn/XpL/6WQ0AczbWM0ukobaBpzHcPq0loFz9thtNWkLLsHXKAnGDnpQBp6j4hsdaltk8N3X2lo5k1rUrlAwGm21qrcSucYa5Y7QMHIzkDrQBp+C1G+94Gftbgn1AtYep9qAHfDtSLJNwI/eXBwfQ38v8xQBieMJPDguCbrXb/Q9SVVSDUY1cfboiMgBCNsgQnBAyc8Z7UARTz6iV066123uQYhIddSNObdb+32h5bcc4jbBOBwCeKANO01a21a+ifRJTPbQRyi5v1B2S3F8yAJC56mNUJPYcd6AMDw9410+CxeG6+0rd77mzsrLY27VJJrmTH2IYwfmbb14I5oA2rPSLm3m0xbiI7o7aayu2XkRzRwW4+/7kHHrQAz4g2jrPZzTPqEdpE0sOp3FpndZi8hAV2AzwrDBODwaALHhDTtClnebRNS1nUJAg059RunkZHhlk3bbWaQYPlMuTtJC59TQBL8RrOZ4YngivpFhnj1W8W0P7xbVEcE2+O8YfPuOvFAGb4fh8M3d1HJpet69qlwge4t55XleOyM6YILOMKZFPTjp06UAZMl7YRyhvAN7qttetIo1Hwy8b7LnzZvna6tZR8mxNxyCo4wKAOluNTt7bVwL2UxGW2js9PJU4uriO7kysbAdUDAnnpzQBi39/pz3VwPF+oa7bzK4Tw9a20kyh7PyFIbTY7c/M5ctu+9jgEAcUAGiQaSNKiTxZY33kNJKhMiOWsZPtkxDXEseSpH97Pfk4JoA1PAeoTl51g1S61LS02SaTq1zncGkQ7k88gbhEMHPboc9gDp/D/iCHUYEltILmKNwZIY5wAwVWI+dVJHzYyOTxQBzXxCuZNPMN1axNI0RawvIlXJubW+XA3EY/1c4Q9R7HsQDd8JaC1haxxynMoHm3r/8APS7mYsxJ95Ce9AFLV4ZDqFmVjcqI7oSOBwhZYcbm/wBrFAFI6RLc3WopiSMSQQWUU/I+aSK4HyPg/cyOxxQBhjxJC+mi0jsrp9VMA8OnR2Qhop1i2F3cjGyPG7dnb75oA9KsrXyY0Xfu2qsG/H3/AC1Azj3x60AeTad4e0+z8+PxHq3iu1fzXlihtXmEeo2d3IdrW8FvuB8wcEdQetAHReIdCha0hs9Gt7hYpsQrPMhP9m2FsVZmnDgfMOAAcHP0oApzRztpF1BfwNbz20T2ErhflvYrWHcr2+MDFzGB7g5yPUAbea5FqlrbQabZ6g0ztAb9JIHB0q1s3RmaZ2AA6ADkhs4FAHS6RC41G8LRuFMdqI3I4cqs2drf7OaAMDxDpEMV+z6re+ILW1mjjhgvdPkkVYru1L5S9EOT86MCpIA6igC5aWPh6G0mcwa9qVrKQNTa6jmeS4VFA3bJVDYiXHIBxjg8UAVPC7zxTSp4YvdUvdPEJuLb7YGxp2plhtjtJ5gpIZMkjkDjJBoA5DW7TSptPP2hPE13rRT/AE1XNwTHfRkb/OiOECxHIHGMfdyaAPTJYZP7UQ+W+z7LJGZMcBzdw8FvUigBPDlqUvL/ABAUUyQyRnGBKTZJkqfds596AOY0mzuoLHTpRYXcvkEvqFsiEtFaXUMillhHJMJYHABOM8UAblpqCarexSaVDc/ZIElhnu5o3Tz7q98vCwxyqp/dqmScYoA5+e7sVuFfwXH4gs79pVXU9FMEixXsbzAO2oI6bQVjydwbNAHqlAHjl3qjQ6S9pJp2pNqSRtYzWiQuRtifJdLnbt2mL5h82T0HNAHVLp1yL2wLWzBVt5YJzsObd1SHi4fHcnAB75oAWaG/FxqR0uOUTm3hGluB9+8WG4x5bNxlXI9vWgDjNYh0eeCJdM0rxJc6irwyXssq3GbSdriPeb8z4BLsSBgNg9MCgD2ugDzTTdbNhZfZbjS9Vk1FUfS7O0SFyNT3Fgrw3QUqFkU5JL/LznpyAF/JJpU2mC5tLm58uCawvfsyljEIre3BZIhyQrDtzjn2oA0LVn1GW6nsrW7W3NuNC05pEIOpyRtKzNFC4BARnCjK8nOKAG2GmXYGk77G6Xy0KX+UP+gt/ZTDFzxx8/HOOeKANiWzn/tNGFvN5QtZLdrjadqzNdxEKZOmWUE4zmgDm7XRNRSwgaLTblp4LmTW2sGGHubcXk+RFG2OXgcleRnjr0IBemuotaurY6bbaiLe3ZtQv7uaJkC3BjIWOMSqCWDHJwCAO+SKALPw/wBPuYftn2y0uId17cXdt5qkfaLeTZhotw5D44I4NAF34fWc8NhbreW80EgQJLDKpDRNk8OjUAYh8SxWOpXX2uy1GSJo7YPc28TOLaRRLgTJGCf35OB8uM9SOKAKv/COapc2MskVhcW969z/AMJbYafIQrJ5EqbUmBzhpIYx34Y846UAXb/WW1mS3j0nTdVhVJo9Z1i4u4GQafHZEsEbzNuXmcKPl3ADmgDY0GznS8vTNbzIjPC9tKykC4VLGMEwseu1gRx3oA6WgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGt0oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEMVjboSYbWBHPMsiqAZST/Gw9TQAkun2zsGmtLd5Bjy5WUEx7Txscj+E0ASPCjY8yNGwfMjLD/VuB1XPcA0AQXtrI6t9ilgguNpht7x03eRu9UyuQDzjcBQBT8OeHxp0CxrdSXBXdLJcOADNLPKzE7F6ZZjQBfh0+2jH+j2lvGAfOVUUDbIVxkADqV4oAkSFFz5caLk+ZIVH+scjq2O5AoAQWsIXaIIhGchogBhg/XKf7RJoAWG3ijGLeKONB92NAAFyeyj1NADLext4f8Aj0tYIQeWEagbj7gUAVrDRLa2aRrZG3yv9uu3Y5LybFGAfRVUYHagCe/ineNxYypHMVZLWVhxFOynBcDsrYoAq+HtCj0+3iigIIjQQFx/y1kA5OP+mj5NAGlQBBb6fbQ5+yWlvDn7/lqBv2/3sDtQBKsar9xFXPztgfeY9z9aAEihRABDGiKOERRgKP8AZUUAKI1BJVFBP32A+/j+8fagCKLT7aPPkWlvGTh5SigeYyngvgfwmgCegBAoH3QB3wPUn+poAj+xwbt32eHzPuedtG7b6b6AJNo9BnoD6A+h96AFoAKAGvGrAiRFZT8jow4dSOjA+ooASKFEAEMaIo4RFGAo/wBlRQANbxMQXijZxnyZCBmLeOdjf7QoAfQBGbWEtuMERkx5azYGVT0D+lAElABQAUAMihRABDGiKOERRgKP9lRQASW8TEGWKNiPniZgP3TeqE0APoAKACgAoAKACgAoAKACgAoAKACgDMu9CSW4ileZw0SywRRAcSm88vl2/wBgJ+v5gGnQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARzwJIpWZdyEGKRf7yOOeR6igBllYw28aJZx7IkVbW2jyT5cMSgAbmJPyqO5JoAo674divxGLmeRI0lTU5Ilxi9+zkkLOD2L4P4UAatABQAUAFABQAUAFAFPVdMS7hkjmd0SRHsZXXqiToQSme4BoAsW9ukSqsWdqgQx5/uoMcn6UASUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGfc6HBLPFLI8wkiEkFuikbXW7CZ80EdtgxyPfNAGhQAUAFABQAUAFABQBn22iQRTSyxtKZZRHDcAnhVtA2PLXHfcc8mgC/QAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1ulADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCvfajbWyM+oXMUEKjzJppDgRr7n3P/ANagDP0fxlpN+xXTL1nkA86SCSN0YRZ6iOVVOM8ZxigCC5+IOgwymO41aNZAfs8zbW2W8x/hnuwu0EEjguCO9AFrWPFmlWBUavqEduzhpLVGBJufIK5EIUHJywwB8x/hBoAk0fxFp9+hbSbsTICYJQVZWhkXtLC4BBx6geooAzbH4keHriRUtNXVpG+S1LI6rdP6QXDqASfZiT2oAn1Lx1olm7Jf6kqTKFle1VHZyk2cGOKNST0OcA443YyMgDtU8a6RZ7f7QvJEZx9ot4kikZnh9TFGpIA9wPegCzYeI9OuofNsb6KS3wZHn5HlCLr5qsAQU7ggEUAc1d/E2wmkt00DUo5XedbW6jeNh5ti8UhLWxkUZG8LyMj86AN7WvGWkaeQNWv/AC3IMyQoju3lKfvNFErEAHuQBQBoWOo21yivp9zFPCw8yGaM5Ei+x9j/APXoAz9Y8YaVYEDU70pIw82OCNHdjGD1MMSscZ4yRjNAE/8AwkumeR539o2/2PBnN5n5fLU44P149c8DmgCDRvGWkagzLpV/5ki/PNbyI6MiHv5Mqqce+MUAc7pnxO0+Lzh4h1ZVdbiewiCxsRa2sE5C/aWiUgfL3YjPWgDptT8VaXZhDqWoRRLJlbJ8Ei5ZEziNlB5Zen948LkkCgCNfGWk+QZmvWjtR8jzSxup3g9FhdQSWPAwpJ7UAP0bxXpmobv7KvfMZcefC6MrRBuheGVVOGx1xigC5f6nbWsbPqFzHBCo82eZ+kaj/E/ie1AFDR/GGlX5I0y9LyKPNkgkR0YRk9RDKqnGeMgYzQBUj+I/h9pRHHqbGQv/AGfE3lSbJLnfjal1s28vx9/rQBZ1fxrpNg4XUruZZCPtAiiikcrEzEAv5SNjcQcZxnHFADx4w0j7MJxqcP2MjzEu+fn+bGFjxnO7jG3dnjGaAHaN4q06/wB39l3EzlceaskUiEBv7qyqufwz70AWtT1izs4y+p3KQQrzJI2epPARRkkseAACT2oAo6d4z0m68z7Hdy5iAnvopYpEa3jYEgmKVFOCAegNAE1x4o02K3E9xeqlmQlwl2ytjyroqFLJjI3lh1Ax3xQAar4n0+yKC/uJBI+VtbaKN3efYOdkEKscL64xQBHH4w0h4DMmpw/ZV/dzTnI8iTcBtliIyG3EDBXd7UAMs/GmlzlxbzXgeNP7QuYJLeVWFs2cNFDJGCd2D90HPagDB8HfECG/gb7Rfy/alE93NK0DhYLaK5cKQ2wA+XGV4DbvXnNAGpo3iGGKxSbWNeju49vn3Gq+UVFzvfjZbBQeSQoG3J9MmgC7pni3TbtylnPcCYKLtreeGSNmt2ON0aTIuRkjkZxxnrQBnXPxP0CMuPtl1MY2a31TyIJW/sswkgm7KocBWBGe/bIzQBsXfiHToIfNur+FbXAnS5HIljlAx5QXOfMyMYBJ7UAV9I8W2N6zLb/a4Z1HnS2V1E0b+QxwGWGQAlWI6j8aAKkPxE0aSQLFNeMrP/Z1tfLDIYrq7LEbYbwLtJBB7496AOjoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBrdKAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGP4o0yzu7dk1K+FrGxWOO53AGK5EqlNhbv5oXA79KAMfRdf1mG7+zeI1s7pjGdRsNVtht8+CJlB+22mTtJY9c7T0HNAHIeGdN1+50wxxal4Xhtysunal58cnmWlw7MH+1yGTG9WOclfQ9KAN46eLa900Xt9HLILeXThITxcXEEUXzQ57zZP4UALf6utleX0tjbNMIraGXUYE/5b36GUrv/ANyDGfQc4oAzdcXXHWzfXde0p1e5tZ49Mhg2+XK8yn9xcvISfLXP8NAHSaPbxnU7xjGpcRW0SSd0SQS5AP8AtFR+VABe6nrV1dyQ6JqOn6ekSR3VxcSwmR7mW6L4EUe9RtVV5PXOO1AHHO7rp+pebPayf6YV1Ca1UhZbd2tvMKR7mI3Rls/MTnPOaAOv8YTW5ew8qSAk3SSWwUj54Bay5MQHYZXpx0oAZ4YONQvxdmHzy0MsOBy1h9mG3YT2U5B7ZzQBJ8PhFsufsQUWv2qb+ywhG37ONufs2P4TPvxjj04oAdrmhXclz5vhnXbSC/WNbW806cBkvrHzGKi4VfmXc5bDAH0HegDEutfGoxafLqlvHFbm5MGoW6ncq3sQmRG3kfdFwuevcdTQBs6zsOp2f2Rf34SeTUWUDjTDGAPPPobgrj8fxAKvhe5sFt737fJB5Iubs6mpI+WIzNnzef4koAyNEtpAmjC+QlsSSBZOdqjT5CvX+4uMelAGx8QWuhJZG1lsYwJztlvFJjju2t3CeeqEHJYkD5hzjNAE2laDq/27zdZ1PQDIITYy2tlGwaeGSUEGfzHY4VlOD9QO9ADPiWJhFbmCS0jC3UUs8tzkxxLtcA3iqR8omKd+DyeBQA2HRNckvoJNb1fw6GjWbFnaI4e8tp1UEkSO3EMmzkYx0PWgDOt5rzQ40bRdT0/V9FZ1trO2Z/3lgLqYKF066XcHEbknBAIAwD1NAGtcalrd5czx6RrOn6bFBsjneSDzGupLmENlsyKAEU4/PPsAYPhvSbW7sZFn1y2hP2uS403V4doU3sN3lWtYiSMSEcDJGOnrQB0vh3WtWFxJb+IXsbiVEXULfUbcEfa7aWRh/pNuc4bK54JHpQIb40nWKSza+OLNZ91856QTvbyCNpn4wI5iOpxnGc8UDNnV7uBo5kjuIWnETTNaqw3LG6MATEOcMfagDzfxVf258OR7Z4zmG2tIuf8AWTwvFkL7psb8qAOi1JbsaqPseoabaO1qtvavdxF/tLJdOWW1Cyx8gFCeT24oAa3hW0aK7Gs+KNPPnSo11PbKI10rUYBHtARpH+YuEOC2T360AXtC1jVoro2+vXdnfN5R1a01KJdrNEkiqVvLYcAksDkED2oAd8OWBslwQf3lwGH90/b5ev4UAclZSxx6bpbXRCwrPDLdSsPlt12SgGduwWUryeAcUAdZrVxFJqFkLWWN5F8+6uVQjMdi9rjMmO0kpT6nkdOACl8N41P2/cinN9co+R95fk4b86AOTdLn+zdLMN9DaxLLG1xdSx7ltJWDhHnTjiN/VlAJB+gB2cPh6/e9hk1Pxbpk8iJJJBpsFuEM9pcqoJDNM52xybTnB9M80AZdmbnRVjOja3Z6nojyLY2lmxzJafa5sAaXcpneI3PQ5OAcUAd2mtWTTGJLyE3KqLuW0z8yQMRzt9MkUAXKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKuoaVaXaFNTs4LmE8SQyqCGx7Hup/EdqAKmjeEtI0/d/YulWtqWx57RjmUL03MfTNAEN74F0K4cvfaJZTSMVkuGdeLlounnp0O0eoNAFTX/BcOoTwG+tbSa0jSaC5tpB/rHuDFt8tf9jYT1GO1AGtp/h3TbWIx6fptrDbnPmWyqMS+Z181T13jjnPHFAGda/Djw3Awa08PafFICLiORV5jkicEFD22sAaANmLTrdHZ4oEWVwsdzMOsywZxu/3NxoApar4T0m9YHVdMt53ANusrDnyX6qWGOD6dKAJ7TQdPgV1s9OtYonJlurdVG2dnQA74+nzIAOmKAM7T/h94etWDafoFhDICJ45VXmORM4KOemAT/WgCzrHhHR9Qx/bWk2l0V+WF5F5jU9gw7GgDRtrSGFVW0gjijUCKGFBgRIo6Io9BQBl6v4J0O/YNrGi2VzIB5azOvOz0Zx2H6dqALr6JYNF5Umn2rWuBbizKjYIl6Dy/wDZxQBX0fwppOn5/sXSrS13czNGvMuP779cL9cUAVJ/h54dlffceH9Pkl3G6aVl5eZ3yS/ruck85FAGvNp1vI6NPAjyITJaSHrA0iEHZ/vISKAC+062uUZNQtop4WHlzQyDIkX3Hsf/AK1AFPR/Cmk6fn+xdKtLXdzM0a8y4/vv1wv1xQBfubSGZWW7gjljYGKaFxkSow6Op9RQBm6P4P0bTyTo2j2dqx+SWSNeXTPQue2ffFAEFt8P/DsMvmW3h7TY5wfOSZUH7uT1jXoCD6CgCXVfBOh3zh9X0WyuZQPLWWRedinox9AfWgCZvC2kmJo30mza3Ym4ntSo2vNI2Sdp77ueMY7UAO0jw1penqRo2mWtop+eURLjzSP+ejd9v1oAtXlhb3CFb+2hnib5JoJACJBn+JT6GgCrpHhrS9PUjRtMtbRT88oiXHmkf89G77frQBRPw98Nl2aTwzpEkjEyTvJEp3ux5O1geWPtQBoat4f06/TbrGnW11HnzESVc+W47xnscehoAbD4Z0lIvKi0fTxa97Py12OfV4yOSfU5PrQAmkeGNKsARo2l2lqDzIYlAMn++/Xj60ALZeGtLtpHksdMtYZ5PnvLlF5nLNk7m/2m5PqetAE40qyEflrYWgt8eR9jCDZ5R7eTjGD9KAK2keFtJ08H+xtJs7TP+taJQDKB/wA9H6nb9aALltp9tDu+x2lvDuY3dz5SgfaLiTq0u0cl8ck8mgBg0qyEflrYWgt8eR9jCDZ5R7eTjGD9KAKmj+EtI0/P9jaRZ2pP+teNeZB6NJ1wPTOKAGW3gzQ4ZfMtdB0yK4+8LlI1BVjnlCBwWyckcnvQBdXR7ISmVLKAXJX7HJdgfM8AbOGb0zigC3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbpQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa1ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDnPE/jq10toln03V72aXeLO2sYw7P9mUE5QsPug9s0AVNM+J1lPKsd7o3iLS5X/d2H9o25QX0ijkQuC3Kj1xQB11ACUALQAlAC0AFABQAlAC0AFABQBlx6zM1y0TaRfLGEF4mpkfu5mZgNiv/eHXHpQA3UtXu45ETTdHmu3b5552JWOxtxnmW52tkk9FAJPfA5oA1qACgAoAxpfFEK3i26W8zzGI6vLKPu21usm0bj/00fI9qANmgDH1bxPBazQRGGWWedmhtUXokVumWaRvSJce5/PABsUAFABQBi+KvFVvpNu8t5E8irtVYUIBneVwMJu9M5+lAGzQAtABQAUAFABQAUAYsXimF7xreO2nLpGNSuLnjanmOAFHuwyemKAMy+8fSWtsZdQ8P30T+adKgsSQGnJmKq29scSjn+RI5oA6ygBaACgAoAKACgDG1nxRBZywJLDI7zubKAqR+62rkl8+nHagDZoAKAMGTxYv25baKzd38o6xc3W4YtoRJtA2dSWb6Y680Ab1ABQAUAZmo6neQyRLa6RLdROxivbpWA/sxVXguhHIc8dRigDQkmRMebIiZIjQsfvOx4C57saAH0AFADPOTOPMTfjzBHnkoD1C+gNADmYD7xAHViewHqfagCN7yBV3SXEKx8OJiw2lW6Hf/tZoAiv7uSOJ2s7U3ThGuLa2U4+2SIhIVHwf9aeOhoALS7kaJWv7cWjlBcXduzA/YnKAkPLx/qjkZ4FAE8UyOAYZEdTyjqchh/ssKAIzqFtkA3dvub/UpuGZsH/lmM84NAEk1xFGM3EscaD70jkALk92PqaAFSRWAMbqyn50dTw6kdVI9RQBHBfW8ufs11BKRxKEYHyyf74HrigCagCOO6hckRTxOy8TIpBMRP8Az0UetABPdQxDNzPFEvQu5AGT/tH1oAckisAY3VlPzo6nh1I6qR6igBJriKMZuJY40H3pHIAXJ7sfU0ACzIRlZEKY8xZAeChHUN6EUARpqFsxAju7dnI85I1YZeMjqqg9CKAFgvreXP2a6glI4lCMD5ZP98D1xQAjahbA4a7twc/ZwpYczcfKBnryOOtAEjzIuPMkRcny4wx/1jkdFz3IFADYryCRcwXEMid5UYEDb6sPSgAt7yCUZtbiGZfuF42BAYDoSPagBrahbK217u3WQ/dhLDc2fRM96AC41C2hx9ru7eHP3PMYDft/u5PagCRLiJlzHLGyffEoIwVHcMKAI7fULabP2S7t5sff8tgdm7+9g96AJ6AOZ8S+Obe0jU6XLY3lw8kem2dsJB881y4GSFyflHNAHQXF9bw/8fd1BCDwpkYDcfYmgCj4i1+PTreSWeJpFRTN5QIHmtngBj/eYigCxpV3LNDG1zEkcjIlxPGpyIpJEBIRvRSaAJW1C2Vtr3dush+7CWG5s+iZ70AI+o2qqGkvLZYzxHMzDEhP91ye+KAETU7Rlyl9asmfJ80OMeYe27PU5oAma4iUgPLGrnPkxkjMuwc7F/2RQBXl1mwQkTalZIw4dGkUFT/tKTQBZeRVBMjqqj53djwigdWJ9BQBBZ6naXIzp99a3KfcMkLhgGB6FlJ6GgCaSZEGZpERehZjgAsfU+poAJbiJMedLGmSIY9xA8yRugTPdqAH0AZ6eI9KaTZHrOmtcdrQSrvOPSIHP6UAS3+s2FoAdU1KytFPCPcSKocj+6zkdKALH2iLbu82Py8ed5uRjy8dd/pigCvYazYXWf7M1Kyugp8uYwSK3kv6SFCeaAI7zxDpluwXUNX062kbiGGaVVMpP9xGI65FAEOs6pdQtCNPis5XklW2mimkCkWQUl2tlJGTCozgZ4oAkvfE+kWzbdR1vS7aU4dYJ5kVmVjwRGxH3j7UAXLm8ghUteXEMEY+eWaVgFiX1d2oA51/GqyXkEWk/Y7qCSOTUri9jfISGE4HkFMg7pODk49OaANOTxboqSbJvEGkJPnyDaNMgcSsenlFs5J9qALGoa3p9oAdV1OxtFPyRPcSKokYDohcjoKAJrS+t51DWN1BPEeYp4mBWUA/wOueh96AIdQ1vT7QA6rqdjaKfkie4kVRIwHRC5HQUASWWo2tyobTry2uYjkJPCwZXKn+F1J6H3oAx/FviiTT0i+yRwPPNNFo1qspO1GuX5LhecIoNAF6/wDFOj2rbdT13SrWTHmCGeZFJQ99jkcHFAFi51exhVWvNQs4Y2IhtpZXUC4kkHAidjyXA4x1oAjh1/TZEZ7fVtPkgTKXV0kilbZkAJE0oOBsBGcmgCDT/F2jXe3+zdc02dmykEcci7pXRckLFnOVXk8ZxzQA7UfFWkWjKup6zp9tI2FihlkUFt3+yT0Pr0oA0lYH7pBHVSO4PofegBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzDxUurSavCfD+m2d3LDbm8InkKiM3cjr8zDvt6UAGgTatr9wr6yun2KWc0lrNp8DFnnv0QDMrkY2oeBg88+1AGAbq61g3L32m+MZn8x7Dw/NppAj0qC2bg7PNTLM+d2Qf8AZx2ANvVL/V7safa6veXFlPOrXXiGWHiQx2UOQoccD7UQc46HtjggHQXegWWh291Lp13qYXyjKlpLOzLBNDG2PszPkgysRzuPtQBzOqtdxaHbpbXkouJ/s9rDOGbc0l9IG+Qg5JIyCPTNAF7XdLh1HVYYHur1baG3Oo3dvFM6+cWlChXZTnONpPIOO9AFXTNbuNKTU0tby6uYLbE+iyzZb7PcXULEoXY8i3lxnk+vfkAxLCw1Tyrd9M0nxz/aW+O91HU7l/3d7DIQWWSLzT8uDx+7Bx96gDqbvQotX1aUX092bW3hit5bWGVlEt3dF2BmMbA8IT09snsQCx4pbTZmS1g0HV9WeNBcS2EE5Rbe02bR9tu3kXJYdAWJPJPuAchYeKLjTNPv30iLUYIkn/sfRbW4bLaK+1AQ4YvgQZ45YZ/OgDvdF+FenWMiSWmoaz9pA26hOZmI1ptuP9PjbOQvUAYxQByj+K760j1a5t3mkZZl0SxWQjbbyWpVMxxc/wCrMgPT5uM85oAXxD4Mg0aO3ngvLx9VE0MGoai8rn+1jO/zrLGT91+eAAcdT1oA073w7b6zqk66pNcPawQxWktjFIyiea83n/SQhHRCehHbPuAXvhaWENwqTXElul1PZ6QZGJ22EW3AiduwOfxzQBB4ntH1TUY7W7ubiOxWA6/qFvExX+0yZygSV1wcDvzz9cGgDndJgttIudTksZJ5YraGOx0qOVy3kLPFu8uOZicLDKoGOcd/cAx7XTtTlign0nw/4qk1olb6TW5mHl3cE7EkKvmH5GRuB5Q460Ad9cxtc63HjY0cFs12Tz+6ubyQrj6tHg9OlAHQ+MbA3FlcKmdxicwkHGJkjJHzezgUAcjp2oz6ybOOKf8A0dIYvEHiXaDi5uSq7ImOe8quxByCBzQBneK7/TtQ86WDwLcarBEsljPrTzBVtpLZMk2tk7ciInkhRnHGccAEF8Lq50/S4rl5WaaWF7qSQ5L2kSk/MWz1Ugj6YoA2xo1v4gvLlfEcbT2Vuyafpmnq7KPtLJlpJzGRknoOeB27kA50axJbaTfxmS5aGOeXw1ochOTLavIqhEJ6iNSfw4HTFAHoXhL4caRo6/8AEst288qtve3hZv8ATCncxMxA3NzwKAOc+JuoXUs9rbWthdXccpe71GzikCf2lb2yZ2C4LLwRknkdsc0AM8Kabf6Obp30O60vS1i/tG1sJp1kEd1ApLFCjufmUfj70AchP4I0630QXF61+2oELqlpel2DW80842i3Unod249z970wAe7WqzBF+1OryYCzuvR5QvJXgdT7CgDzS01Ly31i4Rgu3GnW7jIxcadakYSX1ZyucdDQBkXWhJJZ6Ta3kTBZXGo3tugbLQxxFmDHjH+s57g8jpQBu6To9lpWreX4dUwW72xvtWstzFbdopcK/wAx6np7D60AQfDnwbpl/GLvU4Jbm5knl1myeR2xass5AP2dSFyCuejdsH0AItG8NafrUVxceMJHml3y2VrLlguhWVoePskanqpBbPJP55ACWz13WdHtT9lS/n3pealZSybf7Ysbd3ADzZHMo2Hkj35oA6T4ejQikp0DRbjS5dwt9Y02XcDa3ES8fumJA3Kc5AGe/IoAi8ezyzzWlsLqSCG4d31KRCQZ7SxjDGMSA8faCQOOf6gGJa+C9OtNahGi2s0Ecdu+rSQbjsheZjHmFWJ5kHX169c0AcrZaTqWt28s58Iajd3srtcaTrCXUajSvIkIVbRHcELbsCD8uT69CAD3HSjeGGP+1VQXOxDfquMLdbBu2Y7B80AcJY6zbQ32pXF+jCGFYdOSVBy6xxEsAmepk246D9aAOR8V2kixxyWPgCDSrmaaNNK1mO5DSwXk0m4F7aNTkzqG/jPXnnigDqfiF4c1CW6ilPh1dd09Iza3WlB8NBOzn54k7kqQAOeh6daAOt8GyaU9pG3huGSK0YGa2idiTDljkOSzf6tgRjcQOgoAxrid5tZQeaBFBaveSnsk95MBhz2yig96AOIsvBujXmmXd3qthGbmb7TrVozsR/Z5V5NixEEdZBn/AGs4ORQB0eqJOLXSpJyxmSW0jvHnJyEu4QrGXPfcR1/GgCzBftN9rvhuljijlsfDMbfda2tEJaSM8j/TJlOCP4Rg0AcZa+GtZu7aKbTvCN4+qsya2niRrqL/AEx2YH99GZMhDEcbQFx6daAOv1Dw/Yavq7jVrYXMFvbpEbZvure3cjHMhU9fK7Hr17UAM8beC5A9u1h4ah1TT4Ua0n0FG2mMPjDW0Z6lQPqf1ABQ1640qXRVHhO3ltYbmRLKxt8tmK5nuxuVUJPdWGBx6cUAa2p2EGqal9n1JFbT4IBqA00HAur2Z8AyIvVYI+gyMH2NAGXYTxaPNqS6I0qWUUI1OO3LHZZao8JO23kboZeOOfTtigDC1LwJp1lo0UltbSNqbeRcWF6xO62u7uZG2xZOAEBYemeTyaANrxgb6+1Lyx4ZbW7aGJbn+zftCxqJ7kn55hJ1KLwBxjrQBc0jwZr7afdwyRnTC8jv4etXkDGxsXZSEMyMw2tyvqOT6UAP8CRaalwI7/wfFo2rxQ7maDhNRsi4UvGyHB3OB97cc9CcGgDX+KesXlrYP/Zchjmdk0+OUHBiE74Ox8jBI4zkY60AcxpHgm+t7q1bRPBVzo8cebfWL17mJvt9o0eMXEUbnJZhn7vXn6AFnSfDGi6tfX82t2KXEaSLo8HnE7IPsUKhyCcc7hn2/HJANf4Pqf7NjKk+UXlksoycmC3+0Nw59QwNAGD4w+2X+p+Wvh5NYt4IRejSXuBGs11cNje24HJRDgDt1yOhAIPsuqaZpV//AGrpg0uFiy6TpvmLILKG+wpWOWPsztx0x1oAh1r4eabZtp0enwzWd67i21C+hlYSTWyQfvBuUn74OMg4UcDg0Ab2haFYWWsyLoNmttALQPewx52i9e6GCynuYh2/xoA5ez8N6Jd6beXd7p6faJGudSsrvcc27CRtnlqDxiT2B9eMUAbGq2X9rNpUOrxs6tEdb1qE5BzDapgPyP8AWSEg9x7UAS/EiB7RbW38N6HGYJpjNe6dARGt+kG0mJpRgAXWf0oAteCdA1aC+d5PCCaBYtD9nksorhHS41GOYYby4yMHyiR93Hvk0AYNhoUGkShPHHhm0uY5JjPZeLY+WF5JJlRclAGXcRnhgM9iMkAHQ+INQm1O4ePSfBekat9nPkT3eosNkc10ikrbQkHkADJ9qAMPwf4dvdS0WdNPlFn58klzpMO5ttnbCVf3aOTna7Iy/iSQecgHReBHshPIl14OsNF1SNFjuhbBdt3ZztnMTx+rKM5yenJ5wAXPibeTLbxRwXUluLieLQLm6Q4NtbXJO4qfdVx24NAHN+IvBeh2+o6cmjaTa28u97mQRHG6CwUMDOAeTuBwTycYJNAFKOG81W/vTd+EbDWEjYaHaQXc+z+zLeMMMwIUb/j6+9ngj+E0ASaroup2mkQ22uGN5pbiLRooo2ztgludwUTN/dC4HPAwKAPYKAPE7PRdIu9HuLrXLSG5vZRNevdyctZ3KSOqLbv2CELwMehGMCgDQvPD0U0OkWuolij/APExvYDj959jtCxVnX3crwec0AbPjnSrCBbSHS7Cys45buKS5hgRUEkUXLH5QPmOFHTJ6UAWr+WK61qBFlUm3gl1VlGPklvGVMPg9dhBwQOMHvQBy+neHdCu7XUbnWba3uS8ty9tdyD5rW0t87BbE9Dn05PAOaALSQXF9HpUPiG4keGVH1HUrdzzqbWMCFBM468NkgnnHPNAGpp1hZ2uslPDllBbxfZvM1y3hUKkcvnfIVRMYcg+nTkd6ANz4j6atzp1yrtgCM3oPvaYf9SlAHN6Xqa+IryJlEcljbRx6nIV+7Nrl3GCAoz/AMua57kq3BoA7vXNbhsIJJbtJGjRTcSInVwvZM/3jQB5T4ktL2T7IJfDvhawWe4ims3sSTNa+Y4YtIvlpnYv3iDjPXrQBveM/D+o2t013YaNp+sw+V9j1DTLgfNbwxNkmyJB+8uc/KT7HNAFbWbvTrqDT49MtRa6ZcSj7Tp6jb5kOC2x9p6NL1weTQBcudGsrTV7RfDmn21oTFNPrsNsiqpsguEaaNQP+W/GcZ7UAVvh/wCGdJ1W3km8Q6XZ3l3NJINQNwoLWGxyAiMQNpjTH3Qp6egwAaN/GjavaRwxtsgt5dQjUf8ALFLjCDcx68LigDl9e1q61Cyubm18KeF0tHV7RL6Y/wCkXUCHYHB8vqjDgFgRjA7ZALkGktNLplvrrLc24gbU7iCTkX13HEMLLknItgenQ9xjigCXSLHS9P1O/l06zjgggt1F3bwABRJKm8+VEP8AZj7YGe1AHPeL5tXurPzLnQvB9jFdNE+nPGW+0xySupVppwuCWQc4wQD07UAdl4s8K6kbqOfQY7DVGhj/ALMu9Gu25kU5O6Nzn55Qe+Ox5oA6bwbf6dc2kb6JpkNjA4M4tI0CiGXcQflUD+IHnHPWgDD1XVtRv7qWHQ9L8PSm3CS3dzqas2Zr2MkLaog43KBk5P0NAFf4QK5t52eG2iD3U11HFB92JSEGIeBwrAgcdKALHid/N1TT02syr5+qXK/3SkGFO7/ZfP8AWgDntf8AEWr38FzNp+k+D0sE82weXUA5luktxj91tAGZTwoJ68UAQDRBcQ6PBqEW+Nt2rXURzteO1tw2J0P94Pjp6igDoPHdpbGaxgaGOCylnM+oRogCXb2qqVScAf8ALw+B79+nABCmiaeddU6bYWsRitzdX8kYxm5nYqoaMdCIjnPcfhQBU8JW+izWVxceJ4LGWZ5JpNdaUKzWBRyBEkrf3EC7Rx1GO1AHUfDZLtdOtv7R3eZswoOflt952ghv7sW3+nFAHV0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGJZeFY4buac3U0kkqpaiFulpFbr0jx/z0PNACab4VW1uZ5YLyXbPskmssDbDNAgG6MjvIOvr3oAxB8LzDK7aJ4n1jTYJH/tC606327TM+N3lFgceZj047cACgDY8T+C7fU/LLXl5Z3MRM+m6hbNhrVpAMjB6iQAZ/wD10AEXg9Wtnh1fVdR1ESAxXNzOw3BXH/LEKMDZ1HB565oA5+y+EhR7c6j4o1O9htiH0yykVQsRi+7kqP8AlmQOuTjjNAFQeBNQvr+6mOp6vpJzHpmk3EWP9ItYoRvyjDlZJACPf1oA6rS/AunWtvJFia4WXfLqtxOcvqM1yPmaZ/Vh6AfnQBS8PeAbnT3Xb4t1u5tkBgtNNmK7Vj24AlYLyIl6Y2847cUAaukeGIrSa4kW4klknZbiYuB+5WFMBVb0QdPTtQBmat4DlmuGm0nxFqGmzug0+88pUYTQoeNgkU4I9Qc+mO4BDp/wu0+Kyktrq5ubiKRjc3d0cB5JnZTuLYPKFRyQfegC54e8FzWTbr3xNrWosFNrBHcMAkMTFekKjrx1JNAC2fgGwS2lhvjJexSu97fNL1mluJM53DvGcYOc5GaAKOl/DGKJ421bXtX1URHzNJtrphss5EAAYoo5aIDgk8dcZoA2tJ8MQ2ks8izyyyzutzOz4/dJCmFVD6RjPf6UAJ4W8LRaXbrFDcyz4LTy3Mn3rmSaQnMnvzigCj4k8CJfSpLZ6tfabeIDaC9tsZntXz8synqFbkf5wAP0TwBp9lFMhmvr1Zy02pzXjAtdecmCHkQLwRn35PNAFXw78O305k8vxV4guLePK2WnSuuxUZGGLjCjITdkcgAgccCgDVsfCtvDdTT+fcSTShICjH5bSC3QDEC/7bcnn6Y5yAa7xqwIkRWU/I6MOHUjowPqKAMHwf4Hs9GhKWMssuWM81zLjdL2AYgdI0AAoAx7j4S2z+asWv65bWUu6abSoHAWOeYjJjdgeHIPHT8OKANo+CtP32rDzwbVWtdMjBG0pNEq/vhjqiqMYIoAz9X+G8U87S6breraVLIBDqps2A+3pGODkg4YLxkflmgCeT4caUbaOGI3UNvG66h+7I3Xs8TZ/wBKkZTnzW5OMH0IHFAHT0AYHibwXbal5Ze7vbO5iJn03ULZsNavIORgggh8DIxz60AMj8FJ9llhvNc1y6WXd9qvJ5QZFWZQCIG24C4HTbjk0AP1PwRZXVvFC813DBEY5IBEVy4sx8okLKeOnQA+9AG/QByo+G2nC1mgS61FYpna/vbgMu9pZnUna5TGGCgfdPH50AN8QfDazv2hYarrNjJCpg01rSQDyNwHPzKxyQADyMjrQBPpHgK0tRIZry/vLmVfs+oancMC8sezGI8DACdhg47k0Aauh6HBYQJFZvM8aDyInlILMoP8ZUD+QoA5mb4RaYzymPVdfggmc3mpaXDMBFdSP13IFziTvhx6dAAADY1bwfFcmM22q6vppjU2sIsHCgwPjhoWVhhdox8ooAn0Dwta6cri1lup5HY3t9eXDZe7nYDmVwB90DgAADsKAIPFXg221WNRPc3VrKjC70+/t2w9lOveMj1H/wBbmgCr4Z+HttpkjyLq2s39xIq29zcX0gYlYv7jbQfzJ9qAKtt8K7G3cnSta8RWMBf+0DpdrPtiEuOQqBc4fuN+PwxQB2VAHNx/D/TViuY2a6eO5kk1K/LMMpLdYyIGVRxGRkZz75oAz0+FFluhN5rviO8MDpd6clxKpETW+MAoqDgkD/a96AL+peA455He21/xFp7SYN4tnMAJmVAAQsitgqo/h2/yoA1dF0K10+FItNjKQoPKiB6tk5Jc+sjEk+9AFRPCFoJriQy3TSTqtnc7iMWsMMZGLP5eN+cnJIJ5oArS+AbJ7H7L9q1BLbaLbz0ZRIY0kB5fbj58YPy9KALuveF7PUbdobvzYoTtCtBgNb+S4I8gkHG0gdqALdvpFrFCIordPs4T7CsB6GALjDfVaAOd0T4Y2enyq1jrXiIxJua00qWfMNuZVYfJAR/CGOPmoA27Hw5a2888sBmM0/ltebjwotItqiFQPTJ6nmgDN1HwDbzzNLa6zr2nyuBHfCzmwt6IwAPMjdWwUUY+Xb+ZNAAfh5pfl2yQi5igtnXUrG3RuJbmIkg3JIOfmJPBGTQAeI/h/Y6lIkkl3qdjdIDBBqFhJscQufutJg8cn8z60AInw60xbR4IWu0ikJkv7rcDJeSO4JM8zKcmTGM4zjpjrQBf1TwrZXaRLciYRROl9BAp4ma1U7VuQc5UE5x3IGaAKOv/AA/0/UHVzcajYXYHlLqWnybJHiP8MkgByPqOO1AE934KsZ4I4ribUSsZW4tbpZmEiXEWfma4U5ycn29AOMACaJ4JtLKRpPteo3t0yizkv71wzi3jOdqMAMAnGcAZxk880AaWq6NaXsTR6nbrNC48uaI9xn+EjuhAI9DQBkeH/AlvpzlotY168babSIXs5cW0DMpxDHgAbSoxxmgC5pvhOxtUlW2E5WZ31C+LtkyT3SgMVb3AoAtaRo1vYxJHYq4iQeTAGOSFB/iagDK8Q+ArHUXV3u9TsbpQbeLUbCTZJ5DH7rSYPGfb6UAST+BtNlt0huftcsCMLlWkkJaaZHJzPK2c73JJ7dhgcUAXbzw9aTzQy3CyGaHzPsJB4X7XGA29e+VFAGfqPheOMXUul2rTX00XkbHbiWSCAhViLYwJDjPIHc0Ac14e+CmlxQxjVDqTHas2raUJ28m61AAEtNAp5MTDA+bacdKAOzbw1ZG5E7RMboR/2VG5PCW/mE/Knrknn04oAZ4h8K2Wpoq6gbhCrC9tLiBtr2lxHnDQSjoVzQBBpvgmxt4ZI5LjUr1JQYtQlvJmZrpJI9pzJkY3LnpigCjp3wx023dCb/XLpEKz2FjdXDNFZzRA4aGA90zxnOO2KAFv/hjpFxO8sj6lCZAIdStbaZkTUtve6SMgkgcfeA9RnmgCX/hXGji3ihiS9iiiY3WnTRSsr2s7sxJSZSOW3N+fFAFvQ/BtlYO7281/cTuFinu7uVncxxZwFkcngZoAta74csNSiaPV7VZojzjvE46GJx0K/wCeKAMvTfh3pdrOJon1Ka6Cm2a7uZ3czRv/AM9DIT90cDGKAI9R+Gmk3E7Sl9Stp3AgvmtJnQXsajpOEI+8AAf8aANK88K2M5hNxHKTAwuNPyxO2RVwPNLZzgepzQBr0AeOa38J1u53i0rQb+xtzILi61OW4PlLE5BP9nWQPLNyORtXv2oA9Ql8OWbzpMyOJ0RrK3weFhl65SgCDxL4N03VkVdYhkZVb7VBJGxDQyAH7rj1BoAp6V4D0/SzK+hW07XTpsd55Wb7TLGDjzGdusr9eR7YoA53wz8EdHhgh/tm0mkuABNqcHmt5d1c7s4uIVOD5BIHocc5oA7DXvCOm6kirqdu5Cnz7SSJirWsgUjMUiEdj06e3SgBdA8JabpildKt2UsfOup5GLPdSAdZpW5+UfgO1AD/ABF9r+zSjTLFrqco0FtbBlHmySjHzO5Awmcnnp05oAz/AAN4Pj0i0SNQpl/4+dRkH/La8kAzg4HCYAHHQDNAG5fadb3MbJfwJNCwMM8LdJEYf59/SgDnLH4X6JA8biO+nli5sZ7iZ2MC44CBj0TJ4AA9aAC/+F+iXEjuyahCZPm1SG3nkVNTz1+1RK38Y64x+dAGnq3g/Sr2ARX1iht12/ZI0JX7E0K4U2zLjBjHA9uDxQAzQfBel6bk6bbSeY2EuLqZ2Z5lToGlcngegwPagCk/wx0BpzK+nv5jN9rnhDtsnuhJu3zW4OCd3qCPagDZj0KyWZpUtv8ASWUWUtwWPNuhyAqE4GD6Ae9AHNzfBrwtIW8/SZCjH7Qtmssix20mDk28EbKBuz6fTAoA1fEfgfStUVBqtu+Yz51lNExVrVuP9VIvY4H5D0oAXRvAuiWCSLpelxpHJ/x/xSMzi7BUjEvmluCCeOlAGbafCPw1C6NHps7PG/2ywLzSkWUiuCPJi34wjAdj75oAvap8PdCvJGe/05zMwEdzLFLIn2lUXA88ROudq8cg8UAbltaQwqq2kEcUagRQwoMCJFHRFHoKAMTUvh9oV3KZNQ0zzJyBDM4kcC5jj6C4hRgCMccqcjg8UAaOjaBY6fEsekWoggXJiiyTtMjEnLuSeWPc0ANfw7YNcCd7QG7Cf2fHc7m+S2LE4EecfeJ52596AMS++E/hi5Zjd6MSXb7TcRpLKqyzH+IwRuBlv92gDbHh6wEqSC0UTIhsLSXJ/cWz44VM45wO2aAM/wAZ6FDe25E/h2LV2BWW3sGl8vc+8AlLvtsQk+4470AY/wAP/h2mlGWSS0t7WWUhU0+F2ZdMtYicKtxISSZM5Y8DP3QBQBpXfwv8Mzzebd6DbyXBPnPKWbEkhJ5khDYJJPdTQB09ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBn6Lr9nqEQk0uVpYCWjhmII87ynIJQNjjcCOlAGhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBwGvvql7qaQafr17p1ukB1i/e2xuuGefbtBYHBwAec/SgCrpPiO9gttQXWdRlu/szSQ2l4+A80LwkqJGUDkHjOP0oATTL2x03SrVNQ1a+0+R4xcWy2C5luDJ87CCNkbpv+b5ePWgB/gDxJLcXdxHBrOq6haKkV1C9+mJLO4kzlX+RPvf7uPQ9SQCgw1O61EReGfFviCW3iYzeJ7iUoUtiHGIrRlRfmOGBznH4EUAbMtxq2r3k0dhrlxplhb4tJ2tgvmahfyJn77g4WLPpz+oALvw+8QXlyk8eqXBuJreeTRPtpXBvoYDw0oHG485x7ZoA7CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPLIdN8R3Op3cvh3UrO2iXy9HxdRErd+XCCQhXB/cyEn73f0oA1W+Fsy2E8MGrh7y4f7fqeqSJjz55JVLYjXsygjGepJ70AaGt+Dr9riCXw3e2EEkUbaaLe7RmWSCQDujA5THrQBUsPA2t24vGXxBbSX9yUEOoCMqLSOFSBiEE8xISB8x7ZJoAd4H8H67pKJHNe6FNaAvPdOkcnm3MkuTlpS+MhsD7nQevNADrrwXrUFzNJ4U1uytUnCtf29zGX8i6j/jtfmHJXsePUdMAG74a8MQaZCEgmlmbJury6k+9e3cx+ZnH+2f8AJ60AbGaACgAoAKACgAoAKACgAoAKACgAz70AGR6igAoAKADI9RQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAZoAKAE3D1FAC0AJuHqKADcPUUAGR6igBcj1FABketABkeooAMj1FABketACZHqKAFoAKACgAoAKACgAoAKACgAoAKACgAoAM0AGaACgAoAKACgAoAMj1FABketABkeooAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIpN4H7nk+9AFQyX46QxGgBPO1D/nhFQAedqH/ADxjoAPO1D/nhFQAvm3/APzySgBPO1D/AJ4x0AHnah/zwioATzdQ/wCeEVAC+dqH/PGOgBfO1D/njHQAnnah/wA8Y6ADztQ/54x0AL52of8APGOgBPO1D/njHQA7fff3EoAXfe/3I6BBvvv7kdACb77+4lAxPMv/APnlFQAeZf8A/PGKgBd99/cSgA3339xKAE8y/wD+eMVACZ1D+7HQAZ1D+7HQA7fff3EoAN99/cSgBudQ/ux0AGdQ/ux0AGdQ/ux0AGdQ/ux0AO3339xKADfff3EoAXfff3I6BDM6h/djoGGdQ/ux0wDOof3Y6ADOof3Y6QC/8TD+9D+VAB/xMP70P5UAGb/0joEJ/wATH1h/KgYZ1D0joAfi99YfyoAb/wATD+9D+VADtt76w/lQAu299YfyoAbtv/78P5UAG3UP78P5UAG2/wD78P5UAG2//vw/lQAbL/8Avw/lQAbb/wDvw/lQAm3UP78P5UCF8u+/57RflQMXy77/AJ7RflQAnl3/APz2i/KgQeXf/wDPaP8AKgYeXf8A/PaP8qAE8u//AOe0f5UAHl3/APz2j/KgBfLv/wDntH+VADPJ1H/nvF+VAD/Lv/8AntH+VACeXf8A/PaP8qYC+Xff89o/ypAHl3//AD2i/KgQnl3/APz2j/KgYeXf/wDPaP8AKgB3l33/AD2i/KgBPLvv+e0f5UAHl33/AD2i/KgA8u//AOe0f5UCDy77/ntH+VAw8m+/57R/lQAvk3v/AD3j/KgBPJvv+e8f5UAN8nUP+e8X5UCHfZ73vcp+VAxv2a//AOftPyoAd9nvf+flfyoAPs97/wA/K/lQAn2a+/5+k/KgBfs97/z9J+VADfst/wD8/aflQAv2a9/5+l/KgBfs97/z8p+VAB9nvf8An5T8qAD7Pe/8/K/lQAn2e9/5+V/KgBfs97/z8p+VAB9nvf8An5T8qAF+z3v/AD8p+VADPs1//wA/aflQA77Nd97z9KAD7Pe/8/K/lQAfZrv/AJ+/0oAPs13/AM/n6UAN+yXv/P6PyoAd9ju+95+lAg+x3X/P5+lAxn2O+7Xo/KgBws7vvefpQAv2O6/5/P0oAPsd1/z+fpQIPsd3/wA/n6UDD7Hd/wDP5+lAC/Y7r/n8/SgBPsd1/wA/n6UAH2O6/wCfz9KAD7Hdf8/n6UAJ9iuv+fz9KAE+xXP/AD/N+VADvsd1/wA/n6UAH2K5/wCf5vyoEH2O6/5/P0oGH2Sfvet78UAH2O67Xn04oAuRKQPmOT0J9T/9egB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAwSA9jQA+gAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgBryKv+sdVHCAk9WY4Az/ALROKAHUAFACUALQAUAFABQAUAFABQAUAFABQAxpkBAaRAxyY0J5cL12r/s5oAfQAUAFABQA0yLnBddxy6pnllUjJA/2SRQAkVxFIMwSxyD7hZCDhl7Ej0oAfQAUANeRVBMjqqj53djwigdWJ9BQA6gAoAKAGSTImPNkRMkRoWP3nY8Bc92NAD6ACgCKe5hiGbmeKJehdyAMn/aPrQA9JFYAxurKfnR1PDqR1Uj1FADqACgBktxFGMzyxxj7gZyBlm7An1oAfQAUAMaZAQHkRWPESk8yFR/APYUAPoAKAGecmceYm/HmGPPIQnqV9CaAH0AFABQAUAFABQAUAFAEc91DEM3U8USDAaSQgBSxwMsf7xIFAElABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHmniTT76/wBXSGLxBrthbC1/tK4WxnKZkW5cZ28jJJA+7nFAFvSbnVNJvo7fU9XutTs51ebRrq55ltJ7RcstxOMZBTnP0xjuAPvPitLulOheFr/U7OBjb6xqcbqoiki6/Y4myX8sdcY9ehBoA0da+IUMEcDaRp0+pS3OBo9upCCcMgP764cYX5T0PPtwcAF2y8VSC3eXxFpNxpHl7jeQTMGwsSgk28idQxOBwCT0FAGboPj6/vZI9/g3VbaylBl0zVXZSGiSMnN7Cn3BLgbck7s8UAVpviVqElxNF4d8HXWoywkRXbmdEUB+n7x/72DxigC/HLZjVWXzdSNybUXIjZ/3S2v2nH7uHHDbgOc4x260AYNr8annh8628G6y1ipKapfbk/0TDDm3izlgq8k/KF7+tAHR694+s7NITawzX8s5CaNaW+M3yuAdys2MBVIOfcUAVpfEdxc2V0dd0DVdKeOORbuEOpMkf2djnTbwDBIXvjAPWgCCPxdb6dZWn2K01PUJZkji0exZwZboyRBv9ImPGIlPJxgegFAEPw+1S1iMlvcaPfadqC51XUI7pw7aoJ2GZWvUADZc4PA9B3wAVT8Xb5keSy8EajPZRM8GpXwlQGJYDybeA8sFHJ6Adz1wAd/ZX0NxGj2r7o3VbqB/78Uqgg49waAJ6ACgDzn4l+DrUwXFwt7qyXIQSxKkzBIzGAPlhB7j9eaAOn0LwfaaUJDpj6jOzAM0dxKW3NCGwIi/TcT/AI0AUD4z1aB4/wC3vCn2O3kddOiuo7hXMFzcHCi5gVRje3BIdgD60AO0mUnU7sPcycRW5hty3GH83JWL2IHOP50Aa2ua+LERGS1aSN5U0yeUHH2IXOQGYHqPN2jt1z2oAJ/ECpdRwx27SOyPqFxKD/x5QxMoG8Y/5buSByOlAEmu6/b6fC0l5uKjCRxLjddTOcBYQe8jUAVtI1TWpXxrPhuGyTb56XEVyJAJdw+SVNiHIBzkBl96AMVfiJfSRtNY+F5pdNU5+2NKBJc2ked0lrY7TlUwSMyKWHQUAXtW8cNFJbJo+mDUTcrJc2EokCqqQRowMjlT8siNnOMjsCTQBTt/HOsTSSRWnhOM3kX7zU4ZLkBI0kUFPst0IzuN2ucZRAMHcRQBaHxBtjZxzx2dwzyEWVlpnR5tTZyvlhmA+5IrAkjGATQBJZ+K70TpFr+iJZPIpn06eGXzEuJYlyyO+xMNGmT0IIBwaAL/AIk8RRaZbyS3MUkiIA7RJ1kLOAAPqT/jQAzStT1iVsaroNrbRlfPiuoLkSAyEj5ZFMaHOD1AZeDz0yAYz+PNRdJZNK8M/arGNmha5M+2S+jtSQ7WNr5ZBETKwGZFLdqAOpsL+G5jR7Ry0Tqt3buRjfFKoIyp9QaAMG58W6g0sq6F4fW/SHbDezNOEM1y6glLFNjAmGMjOXTnigDC8KeKhaaZE8ts7zySy2dhYyNta61C71CXCPIQcHOckjjBNAHRWPii888Ra7o8dlK6m706WGXzEvFhxuBcohBh3DquD2NAGF8PNR1dzMLzRYIoTcXEk90LjcYLnzzlFh2DIjPGdw+lAFzWPF/iCyVpbzwzYrYodlyv2jMv2cPjzEQJtxt5279307AEeqSN/bFsN7bfImfZnjduHOPpQBL4UubhIbo2tq11KLq6MFtuA+0Mty2FErcDPTnigCW08VazHcxReItDsoFmDtp9zazFhBLBGWKXSsi8hAeRx6ewB0l/fw20bvdsViRWu7hwM7IoVJJCj0AoA5VfG2rRKkusaDb2+nSFYo5ElLS6clywCtfQbQMSsVyFdiue+DQBLe+MNVa8e30PQ7OV0jW+k1C5mZUj808Bo0iY5POOeaANTw14ja/jY3Fg9nPHI2mahZlt32e5iAPyTADIZGU5wKAM7Wf+QlZf9c7r/wBBgoAdret+JLbe9n4f0ue1jzI0ZuG829gQDJgTy8DAzwXJ4+lAG/p+oRXUSPaljG6reQFhgmKZARuX6GgDzWbXb3T9TuZZp5ZNN3w6TqsRyRpfm2cZWXvgK5IPQc85OKAOrhuGOqOFlYx/ZIpkQHjc13Nyo9xQBnN4/wBWaJriy0C1l0kZlV2lImnsoz80scGwjCgEgFgxA7UAQ+KdTvmv9P8A7Ls7KeNvOvLN5ZGTzZBZtkTMI2wPLYEfKSTkEDrQB0+r3GvDYND07SZGOWvJbqZgtsVA4jVIyTvJ64HTkc0AQ+FfE818sg1C0jtruGQ6dqEEbbl3qAQ0D+kqnuAeuaAF8Q+AtE1Uqdf037SUylufMdfLEhGeI2HXAoA4jwx8OdEbUHk0bSxa2lsx0+ArI7HUdXAG4uXc4W0BxjAyep4xQB6Vqepw2kTyXZby0Vrubb1KRKT8gPcgcc0Aefa9qniCZbU6vomn29u91azwGGYl7EG5UgXsTIASwP8ACxwe3oAdHf8AibU5bh4fC9lps0kSrcarPeSFVt2uc7VjWNWJLqCegAH1oA0PDXiIahDua3MEys2n6jak5+yXts5DLv7jPI9utAGbF/yFn/69Iv8A0smoAg17xL4j09Xlu9I0OSyTElxHDO5lNtuAJjDxKuVBzjI9MmgDsEkVgDG6sp+dHU8OpHVSPUUAcKvjjX5VuXstD097e3llspVd3D6jHYuc/ZECEZMY9eW47UASW/jnVz5Et1o1hHp07x2doVlYzW63v3GuYigGHbGQGOM98E0AaV94k1CS4aHw5Z2MskaLealc3TsEt2n3bERUUkmXGSeAB6nigChcfEO4SxklOkbbuKRdJ1DTC2dl208akRTADO5HDA9OcUAR3vjLxDbTxQ3WhaY884LaVLFKdkEkGDILwsAcQRnOQPm6Ac8AGppfi2Q/aF1+3gtp7cC5vniYmOWzljZleF2A/hVgQehFAGZ/wmutxxLPf6NpkemNsuGAlbzrSxuGGHni2bcxqQxAfj1oAvan4n1Vb1bfStNspN0P9q/bJpCBbbJsHzIlBJBBXGMcn0BwAMvEi+22X9paZaPemOdvtcbtixkijj3C3BxkSFyMsucdMc0ATazqniaASvY6VoskKZlghkmbfeRRgknITAJHQZPuaANzTNSjuoo5IFYJIi3sSt1VJkBG76A0AZerTeJt5/sO10LyQAytdu+67k5yEWMYA6ckt9OeACh/wnzyWkElhpm+5uCtrp1gz8R3EisSZ5sfdhVSSQufbmgCjp8mqnVh/bUGnpi1kFpJbMxE0Zu4f9YrgYIP1oAg0bxXFbWEkumaPb24Fw1qLUMxDtcXyqWZz3O8n07DAoA6vXdde0aARwo/mzLpUhY/6pJIpDlcdwUoAwx4s124vriDSNO0ryoBG8t5cO3zvdwhgNiA9Tu7YAFAGR4q8Q3t/o8zLZ20Ew36frVq7H/RXtpSrfZ3A5O4Ajtjqc0Adujaz5LeZHpJu+tsis4jPA/1rkE9c9FoAw9K8T6slxHF4gbQ5xKsk1nd6eWASez2bkljkZuitnIb2x3oA7CgDh/iT/y4/wDX/bf+z0Aa3iC91uJv+JXdeGbaLHyS6gXzLNzkCNCvGMc7ievFAFnwr4gbUbZJJIFhZt0U0SnIWW3lZT5b+jMpI9qAOU8ZQ2kd6kninRLu/wBMEQggkVDJHpeoGZtzXloueJI9ozsb0FAG34dPhm0t5JfDUtuLLm+umhYlYfIi5xETwVUZIwD60AZzeL/EMMK3GqadpKaeQt1cWUZfzrGymx8zyNgExKQSuwexzQBqav4h1Bp1h8NxWJuDH/a1zeXW4x2toXIG1IyCTM4P8QwBnmgCjrk9yYIR4o0fSp5jdQ2IVclB5s+0SW6k5B2E4BY47k0AW9S17V5blofDMWmhkRb3Ur28DlYWuGO1IooypJdVJ+9j8aAKy/EF1tZGubCNtQikGh3GmRPxPqcrqF+zseds24N0JAyMEg0AZ9wdfF9YjxENFcb5nhmst42P9gkyskUpP4EN9RQBq+JNW8Q27OdOu/CUUQHm2kF6zh7wKozufcoHzZA+8O5IoAbceOZpYbU6FbWzXV1g2Uc7HbZKsJZzPtwT9nAIwMZPcUAVNDOqf2nJ/bw08zC1jVJLTcFni+1y8+W5JBBJH3j0z3wADZ8ZeI7zT4UbS7OG5laWKwW2kJHni4kxhHHQt2OCB3BoAq2+ua3b3MUfiFdJlSYOtpPZq6/ZLq2jLFZ1kZsh4wcEbenI5FAFbRPEHiS/lk8mHRLe0iuJNJkaRXL31tbTYzBhwAQnGSCCewHFAD08Ra5fST/8IyNGjhhdtK/0tXZtQ1GAAsAY3UKq7gM4c57UAZ83xOklhs3sW06yW53LcX96GMemy245T5CuWkfIXLoDg96ANy78Q3unWkkviMWFw6n/AEcWIYLdpK6hARIWwZHYA/MwHWgCjL4i16xkt/8AhIxokkEzjSpPsquraffzoxUAu7BlYrjOEPtQA8a54iubq5j0n+xLeGExpFc3KOxuZLi2VtpjSRfuMTk+mMAnNAGD4n8QXepaTvtTZwzebFaakhBIjngvlX/RuR1mCsM5+XjrQB2FxNrUVsTdah4ejugd0lzIjiGGLd/Epkzkj/bHNAGT4Y8V3cly0N5rGkashjOq2Gq2IADJHKFZbmJXYZV2GMN0680AbXizXJ7C3aS0SF3DRQKsgOCtxdIpyAR0VjjnrQBX8R+JLqzmtVtYYGjmlNhdu4OYk8sn90QRySO4NAGJFrPiy+ubqPTbjRbCGBhDbSTQuz3rvHkCb5wArqckhc9MA0Aa+meI769sRLbf2dZ3RzFKbnJigntpyrbtrA4Yq2Pm9M0AZmgeLbv7SsV3r2i6zDIj3NlqNiADbz2pXctzEruMFWBB3ZzkEegBHoPiPWtRkY2ut6JAUka0vvD0sLeZZWsU2MyTeYDuePkfuwuePWgDvaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzDxP4lXStXEt1pWrXURsxp4+xx7iszXrH5skDhV9c0AaGmw6jq97FcXek3+l2luskWnW14oEl/c3abWMkPZVTHc5PTvQByEGnQ6e00WuwePTIZZJbGLS2k8vVrOdsgxRRsBlgTkZ+poA6/xVpXh6ytoYdU0XWbi1XIsbu1Qs2lyxEYLzoQQZM8cEHHNAGToumavqGn3kaXOq3ELZtvDUupACSeFEHErHB+/xk8fToADofC3jn7R5UK+H9binVBFqnnR7V00xR87pXxnc+AMDJHOKBC+DLOeO5vzPbzRq04eF3UgTL5I5jJ68EUDE+yzf23u8iXyvsPkGfB2iU3+cF/UjnrQB5x4R8XsmjvANF1i4mkE+naU1vDlbk3II5lX/nizknPOOlAHU3vhu+0oadLJb3d6lqj2WsxW+WMKXUGC8EXcQMTnAzgDPTgA3r3xE+q2N4bLR9Tij8mW3sJZkwdTdrZs+Rb9fkfjlcH+HPOADmfs+pW9tpdzJpt1OLZDb6lZRIS8dld24Xesf/TBFBP15wM0Abvh27utS1BriLRrm0slg/sW1uLpCr6lLJOrZSM/wxgED3+pAAKGgaXeDSbtTY3Qlb7Z9mgKHdcear48mPHPmHpgc9qAO08JW8sdlbLcRSRSLBFDNE4IMMiQLkSIe6mgDYoAKAOY+IsLvp1wIY3djGQiKMljuH3VFAGh4pfUVtZjoQY3YRmsgoyTKB/yzU98dOOtAHmVzbaBK1qfDtv4muLgXNtLf3Vz9oIiUzjJvvPO3MhyflB59BQB2Om2c41e5ZreYRmCFI5ip2u29uFf8DQBveI9FF9bSxkkFlIgcdYrhOVKn1jkANAHM/DuW5vjLc6jA8ckgj0uJHAzGunx4cxkdpbov37DjNAGt44sLqW3DabavczRSRazBaL1u/sc6kqvuyA47k8CgCTSvGFnqRKWFrrK5QvdTyQugsHOBteWQD5+f4dw4JzQByula2bCy+y3ml6q2oqj6XbWkULkaluJCvb3QXbtdTkkuNuDnpyAadtotxbT6assbP5VvNp91MgO1Jkgtxy/+2VOPWgDS0i3lGoXhaKQIUtUilIOJGRZshG/2MjNAHMW2mXyafA8Gm3U0tvdSaxLp6qd9zCt7cAiGM9xG5IHfHFAGp/aKaxdWzaPFqK28Be+vr2SJkHmSwlRHH5qgktnJwCAO+SKAOo12aFIHN1pdzfx48uexgQM1zE5AISEkZwDk98dMmgDifCkEMV2B4Qk1w6Xtf8AtO1ukkEWnXYK7RY/aFU5bnIGQOM0AZWhaXp2mQ/Z/EVr4rNwrPBbRWct2U1q2lkJBtEt3CDcrYIO3nO6gD07SNNtrWFE0+1e3hVQsFuxJMCns7MTyv1NAHJWOtrpVxdJqen6qxllOs6TLBC7jUlmt4wUhaMHDROmDuKjoc4oAxINBubjS7ZrjS9QLRXLa7dabHuWV4Ptk/8Ax6lCDuiV94wQTj5TyKAN3w/H4evLhH0y08RXEsStNb6hevclLF5xtKILt/vSoeyEYHJzigCXwndvE11F5M8d359xqduJYpNkkFzKSrG5C4w+R/FnrigDg7rTILmweO60rxJda8FaW8jcT5M6nJZ5CQrKFxgAtnjaCSKAO8XSphdWDCyn+WCa2vZtpxbt5cOFnbsSd2M470AY95pmsCwuxYWt8kjXc1xIkYYST6ZJe5JsQMZ82LOMdRnGTigCDTLDSJL20fwn4f1aKFWlk1G/eKVULzWcg/e+d/EWwCdvtuoA7vxVoj39pNFCwDvG0NuScDz9vG9sHgvjPHSgDzzTfD3hidY4tS8KeKTdnZbalZM1zttZAQC0s5kCbFYEghuR90ZwKAOt02zvF1S5Zre4W2aGFEmKnbPPEW4Rz1MYJ6dO9AFnwlZzxvd/aLeaINdPcW5dSPPhNtCN0RPUEgjI4oANWs52v7Ro7eZo1S5S4mVTtgaUQ4Erjp5mDj17UAcLNYWUyTDX/DPiC91ktOYZFjl+eMyNsNjeAhRGsexfvD0wc8gHo3hK3ljsrZbiGSKRYIoZonBBhkSBciRD3U0AZumaN5lzfjUrB2t5WijXzFO29h+woD5bHqAcjjoaAMLwr4Z1OC8mj1eK4ltVt10fTNRIP+mWJnkIDy/3rdX29jwDjuQBdP1PUrax+zN4f1aTUEQ6HbbYW8m4+UhZPtwAXbswTlw3bk0AXNR06bT/AOzs2l9dR2+6zvZLWJnKAaeyAmKNScO/tQBX8V2kU10ja/oOtajpxhC2lrBE7i31EzEsbu2j5BMW3GRjg96AJPhpoclo13jRLrTYHlW4022mGCLdogRjk9AeRk7T8p5BFAHcXc0iIxhiMjhTJFEP+WrqpwAB/eNAGH4E0ya2soReQmOYr9tvUIIK3N0xY+ahAwQzcjHHQcUAW/FmiSX9pNFbuqyOjQwFunnY43n0LYzxQByOq67qF+tsv/CL+II5kuLa41aWSHCWphnG4xyZ+YZB5UFQOWI4yAQa74XtYr6aXWtA1q+t5hHJa3OnNMWtp7aIKUuoLdwcMoBBII6jPagDr/COkWVtB/xLdGutOV2a9ltbhiXMjNjdcM7McyooON3HQ80AUVtL0asWFrL9lNoIGutvy/a47xiFEnrsYnFAHnd34ahks5FvPAuuXeubH+16jJExE10rHLx3zNhsDkBSS3AUUAeyaVC6QxiVCrBEjkU/wsqDr9DQBzWiaddR214JrSdHaa7nt4ypzPHPIxUxDuJAePWgClNpd4bDT1FjdGRHsXu4dh3WqwGPcZ0xx5ODnOMd6AKeu+GLaG9ml1bQ9Y1C2nWN1l08yF9OurJNuJYoCpxOhBByeQc0ASXPhi2/s+T/AIR3w7qdo8ksNy9tcFjJcCG9i+aRZHYgeWucEggdRQB0OvWE0l5ZNDbSOiPM9zMo4tkksnA8x+29yB70AU5PDs9xcX6zxyxQzQQ6fBc44cmKcN5besW4UAZVzfapeWYtX8M6jFeug0m9nlj/AHFmoG1pEuzkEKo3KAS2cfWgDbj0VotRjaC0k8lbRtNN1jjct1GVV5fXaGP50AWNU064e+tXigdokS4juZh0hacQ43f7+00AcM2gwtHOmteCNR1PVWeWVNQeLKT75G2GDUW4VUjK/KCOn3c8UAeieEreWOytluIpIpFgihmicEGGRIFyJEPdTQBxV5pdqLi4/wCEl8F6nrEzyf8AEouFh3qNO8pNqRXBOE2Sb85K9c5NAEGkaRrMGn2Mh0i7e8tnaW504DDy2DtKhEcbfxGJlI9e3JoA1bS81C81OKSHQ9XtLRYXspbm6Tb57SspwYjyMMB1AoAoNo95eaffJpX/AB8fa57m0HHzzWuoBgBu4+crjnigC7qWs32pT2gtPDGuQRxzDUdTuLqIqLUxwuMIxPPLnkZHoaANzSNJmiv7t2tWSORbbyp+1zLAkoOP+uY2igDCuPDOoyaffRx2b+fJNc3NlC2B9ojmuCVKE/8APRelAEnilr3V7NDa6JrCRCeKbV9KmXZJqumREb1iiZgeWPcoTjjjBIBStdBt5L60l0HwRLpkCGVL28aIRFhJaOAHshg43EckA54FAHZ6T4ia6nuEWy2RQsllHeBs/bZ3hDMNm0Y+z5A+82fagCl4y0ma5W3+zWrTMl1b6g2P+WEUM3zN/wAAQmgDB1DRohe3L634Nm1lXEX9iyiNHEUMcWCmJSAp87J+h5NAGt8OtHurO2ZL7T/sRE0skFmGyLe3eUkCGQ9QB0PfrQBb1bxFqtpNhfC15fWZUFLuydS8dzk5EtrIV4I7huPx4BHP6R4Wubt75pdKn0i2uYxptvZPtDSSeU4aSeGPIBJbjkk9T2oGJdTa3c2X2aTw7fRXbKNDu78hTDHEqgNKk2ejpkgbQ2eOODQBpXtheWF2ktjps97amFfD91DBgyWfkSsVdY2IyvzEHnPcD1ADWft+oQwFdEvbZhdQXb2sxXdHZwXIJaUISB8vOMkigDJ8UeFIvtrS6n4Ql1y1kjS3HkbTJpt3blukLuvyzoRzk8j8wCxP4RBss+G/DA0y4WWPXLPTXZAbqWzmUgXTgsAZUHTd8p696AJWvdS1C7tGHhfVrKCJpZL2e72Da89nIB5caOxI3cZ47UAZR0ERy3I1P4etrF1JM91YanKkTRvazAbBNcyNlRbr8pAQ9MjJNADrPw5qlra6fJFo8k91a7lu9NyA7215Gyt5BJxmPIOOM+tAGrpCatcakZrjRL2xsza/2dGtwU3SXEdyGHnRRs2DhmxyeOTjOKAGfFlnFmvlIHbz4TGhON7CXoW9z7UATxyahqV3bu+gajp0MHmXN095szcz3EBQLaiN2yF3Ek8frQBf8G6VeWy3H9oKy77qe/tEIHy2k8uRgjr5nJ9ecdqAOXPhaGxnuP7Q8AJrcUsp1bT7+OOF2ikuVG6O5WdgQI5ASCCRzQB0F6rQ20av4AintWB/tPSbQxH+y5G5Agt2Chg8hOSCpHXBoAwLbwBeT2N1FDaSWEMrLd6BpNzJuOnpAUIFyctgXMiZIBO0HGc0AXtDsbWSSMH4UWunzKfNvb6SKALYSxAnNhNHksfMAxhV9c0Ab+i6TdQ3V49xDtikeKWykyP3yQ2aKflB42uCOQPagDlrnwfqcWnXMdlYbpvtD6pptuWB+1WsV+rr8yk8yRr04PrigC/4ntb3UIoJE8N3k0ccv26+8P3RQPewKjAMqq7AmBjuClvm6H0IAmg6Xdvf+cPCq6Va+Q+nqW8sSTztcRkfaYYicZUHHJ6c4yKANzxno11e2kiacIzP8lzaK54kmtZlYBz/ANNCuOo+ooA5+/fxBqM1oR4XuLK3imF9qjXEke5Z0jcf6OqMcqm489WzwuKAN/RdJuobq8e4h2xSPFLZSZH75IbNFPyg8bXBHIHtQBzDeEdVFjCjaYlxJHcvq17pLSKBqVo13MQu8kqeHV8E4455oAtWWlXc99BNB4SXTLZY5beaWTyxJK8wTAuYIyeFIOPmY9cgdwCrr+i6jqBU/wDCDmz1BZUaDXY54sW9rFKMk3CMrkPFkbTEcZ45oA9GoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAyfDfhez0qBYtM80xLlhJJjdK0jEkysoHOT6dKANagAoAKACgAoAKACgAoASgBaACgAoAZNGzKQkjRkgosi9Yiw6r/u0AUdB0KDT4I4rQkpGogVz1lYdSw9ZGyaANGgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKAEoAWgAoAKACgAoASgBaAIbq2EqMrSTRhgYTJExDRBxjMUg6Fex7UAQaVo9rZRLHpsPlwrlYkyTyzEksx7uxJNAF2gAoAKACgBKAI4bOCPd9nt4Yix+0XBRQPPmIA3SkdSQAMnmgCWgAoAKACgAoAKACgAoAKACgAoAKACgAoAo6polneqF1O2EyBlu0QkjE0LZBO0j7p/D1oAvUAJQAUALQAUAFACUALQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACNQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAYS3IN+VGpXmRAszadgeWRLcMA4fruG0j0xQBlJ8VtNZS40zXPsqsba91Lyh5dhJG+D57Bs4BxyqsB374AOjbWrZZkjZ2Ero19anHyzxwsoIjk9V3A49OaAIl8S2RllTzGDQqtzqMpHy2ySoSN0nrsGfpQBjWvxO06Uxl9O1m3tpGFtp+qzxYiu5pfuhDuyPNI4JQD3xigCxf+PLaGZ4odJ1m8uUVLmSG1jB3wz55V2YD92QM5IPPy55wAGo+PIYJDHbaHr1/Kqrd3kdnED9iSbOBMXdeXAPAzQAmp6isktntu9WtDIzXEVsq488JasxXU42II2rnjBw3Ud6AJNU8cQW8jJa6VrGpTIBLexWEYb7EJRkCdnZRmReQAScc4oAS6+IOkxWqXDyztauy26OiEmN5ZNp8yLr+5YHOATxwCeKAH6d40hnlWO60rVtPmdTdWCXiKPt8cfXyCjtzECCQdrDPSgCK/8AHlvE8i2mkazqHlANqU1kilbNz/Cxd1yyqQSFDEDrQBNf+N7GJIjaQ3uoNMDcaZbWaZa7gRQSwDFQBGrDOWHp1oA0dL1NrlNzadf2ZzsNvdKAwwB2UkY59aAK+s+JILIoHt7q5nkPk2FhbgF7orjJUOygCEHJJYAdzQBBp/jC1uBNutL62mh51GwnUB4V2kgrtZgRMoOCHINAGTZ/FWwmVHGja/FaOVij1WSJfLikmYACVg5PEp252EZ6HHNAHZ0Ac1e+PraJpPJ0nWLqGIiLVL+3RSlm/cYZwx+zjltqPjvQA/VfHdjbNAsdtfXzXAefShZqrfaVhRTwxYffVgQenckCgClH8TbZ2ZLbQPEM12gaXUNMWNN+nxxgYMxaQA+eCCu12LdhQBcn8f6Wll9qJuWtPlL7V+aIvOEIeMkcwyHB57HGaACy8c20sqJcaXq9kZQz6XPdRgLqHl9o8MSCyjIDKhx2oAZF49hlmljsND1u6eJ/sl9JEibYiwHId5FyOegy3tigCe/8ZRRTNHZaTquozoour6OzVMWMbg4895XQZmAOACSfSgBG8dacYElthdXCyMLCytY1/eT3hJynluVwY9rZywHHWgC7pWtvclxNo2q2LIQjLdquJ94628sTuCB3w3FAGQPHcqOn9p+GNZsbd3Fja6hN5eFnkOB9riRyVEj8Akc8dM0AWdR8Y+VM0enaJqeoyoq3eoi32AWcEobHzSuuWkwcAZoA2rS685FYQzxblE4hmXDQ+YoOJoz0K9x2NAGFqHjQxStHp2hapqLR7X1aS2C4sRMuQFEjLuYrg4UHigDN8K+Lo000T6xdXMg3TPufJebN7IFSND3PCgfh0oA0tM8ZtLKseraFqWlzODNpwuNpW9RFyQssbHDooJKnBA5oAi8Fz3TNeC9vp7jbdyxWxkJP2e2MURCRAk4EW7Hp3oA0Nd8TJZGNYbK4vLqUtHp9hCVBn8lcsWkkIAEQxkk9xQBR0jx7FdeeJNH1Synt1WfULW5CjJlRiPIdWOQQh5wM8YoAn8O+K5tRCtDoN9b2jILu2v52T987Y+UW6sT3PJABxxwRkAP+E4sfsX2ryLz7Ns+2+Vhd/l5/ubsZ/wCBUAN1rxolpOkUWmX13cOjXdpFCB+9eJgNrOxAGckkkgDHqcUASaF4uivPNFzZXOn3EJEWp2dztzbqy5DLIpIKyAHBzzg9qAM2P4kLhZLrQNUttMbC22uSbNuyQ8PcW4bcqSnoSuOhOM0AdfQBzo8c2n2E3MkMscQRp5LdsblnhYqUJGeTKNtAG/DIzKC8TRkgO0bdYiw6N/u0Ac1q3jW9tPMZ/CGsSWke57y/Dwj93EMlreBpASAvPb6cUATar40SHyBpOm3Opyzq13p0cDIoktoUUlnmlYAAq4x60AWG8UpFbNLq+m31iE+Se0kClml3AAW/lsQfOcgLzz7UAU9P8aXDSpHrfhvUNLaTP9nzSujLcSRrkq0kTHDbeQCOefSgA1DxtMkrpo/hzUtTMeDqc0LIFtndchYzIw3ME5IHI49aAEvLiF7yzMp1eGRkmuYLTeAi7Y0yNQtxnLIH4+bAPrQA/WfFWp2pYxeDtTubdAZprxJYRvjjBJMEBkycL7AnpigCa/8AGNvHDE9jbXF68+3+xrKLAa+86Pdn58YCR5JJwAOtAGToev31zqEi3tjqVgFt42fTp2BVbg3MnzwbGIO9cDI9MHpQBNe+P7q1y2p+EtVtrIMIJdSd4v3KtJtDS2wfIXdj8OaAL2seLJoJhFpWh3epXOz+0Z4o3RRbWrOQC8srAZdweBk8c0AbFjcTSopurKW1kIzLayFSYG9C8ZIP4GgDM1jXtRgcLpfha/1H5fPlnSSNFjyxGA8rDJ4yeOBj8ACfw/4hi1CLfFbzwMGazu7WUfNaXUDYZXx/cYdjQBmyzy/2oi+bJ5f2WWbysnHmfa4ednrigBuq+M760Ejz+E9SNpGds92Hjy9sh5kitwxO1Bz1BxyQOcAEuu+N1tHgS00u7v5Jw7WCwY58nZzIzdAVfOegAoAlvfFMlvHGbrSLj7XI5sbLSY2UtNIpbnzQcbREu8k4wOvPFAEOl+NJZ7owXugahYziNtRMkpUpPGkqj/RZUJzuDA9sdCM0AVpviC+JXsPD99d2UTGC61GN0Hmi3Pzm0gY5YW+D6Z/hzQB1NrdwzIrWsqyRsBcQSr0likXIK/7wNAHN3Hja5M80Wl+G769eHabmZXRVbzYFYCNnI5bOMY+uOKAM7V/FEd9a2smmPcwo91bQTRNkNGVvAGS4X/ZcEHsaAOh1nV9UhIGjeHZNQYgys7SqiRkEcNI2Tlhn+H60AQWHiua6tmk0/RbqS4VmsZ9JLoGjuYJtrAzMQvycn73I9+KAKui+Nrq5uWhvPDlzZSqgvrl2ljcQJIcASGJjgyckAkHHPSgCs/xFm2tLB4cu5dLUlJtWDjcYYnwzw2IBJSIgknIOOQKAOwimRwDEwZSBJGw/iVh2+ooA5e68a3ryyL4d8OSakkR8jUbnzQgW525KWu4Hc0a4zyoBOCRQBb1PxVNCIltNFuLi9lBmh0wuqm1SNAWN5OSQBCSAcbsn7oNADdP8YeZ5y6jp0lndwqLy6sS4YSwOhIa1nGMhiCOgIPUCgCHwx4v1DUwjr4cNrZOpliu5ZlLFlJ6Wqr0bHXcPpQBB4U8c6hqwR7XwyYLBtym+lnXcGi3D93aqpyC4x98d+OOQBl78QLsI8mk+Gpr6wjLJc3wlCtKLY4Y2dqy/MIiCPvLnBx2yAXNR8aOHiTw9pqalNLGdXt8yhE+wqV+bzmDcvuGAFPvigBNW8Z3FjapLqmgXCTM6WM2mRSKzRtNLj9zKvByvIHGeAcc4ACy8X3v2hItd8PSae0gaTS51lDrctCMlZWUDDBOccj0NAFW48dak7y/2D4Tn1CCFjZ3d15wUzzw/eFhAVO4w9Oq5PAoAs6j49hjht5NLsJ79Lh0sLOJCAwa4icgsG/usuDkjHJzxggE2jeKbqaZotb0b+z7oJ/aNuiSh1u7TfglJgq8xvwRt7g96AOd8ReNdSuLW6Ok+HZXsgk9imrCcBmeGNlL29rt5WKTPPmA4BIGeKAL0F1aTTaaWinldoZb6xug5ARTbRZ86AjnzVfuRigC5deL9SdpP+Ec8NDUoo2Nnd3DThN93CPmW0jZWz5ecZyo3ZHbNAEWo/EZES1bSdLlvhcny7KPeFMbGLI8zdkfe4Pzcds9CAXdP8UXbzSQ6lpMNtdqn9pWkcc29NQtSxGY5iikbZBg5j44PegDF+HV/qknni/0iGGLz7iV7kT7il39p5jEWwcR8/NnnHSgCc/EW68kzpoCnSwxX7YZsSyWaNgyx2Rjxt3ZwPN3EcgUAXbvxlctc+ToWlW15IIxqs888+xTDKcD7OyxyZ3fQAevoAb1hcXEkam9sWtJSN01oWDfZ39DInBx7UAZ2rX+uo+NF0OxuIgv2iW5uJ9nnPlv3duio5zgA5OF5x9ACXw3r41C3ST7K1uW3RzW5Ofs80EjKw8wYztdTzjmgDWoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5WL/kLP8A9ekX/pZNQBhab/yA5/8Arnff+j7igC/r2+C0tp4EBa38q9nPc6dLEFkAGP8AnkxP1APbBAKSaLd3Ol3TwRyC7uhLqwjUHc8Ui/Iijr81uqjHqTQBkWq2uo28Ud38VCyv5UQ0pY4BJHPG6kLsVdwMUijr+PFAHY6N/wAhK9/652v/AKDPQBk+JpNFFyz2vjaLRNTRUiuVkYBL2EAsouraTG/hj0YkUALHqt1eSaVJqNukMzmW5miUEBGfTpPuKxPDDnqaAJ9H1rTtNuLtNd1CzsZHm/ti0luWCLe2dxbxgeRLJjPlOrA46GgDmLyzlax3Ti5MU+oDVdPiCYcWF3eDbtiOOZRlhnHUUAdt4i/4/bD/AK6T/wDpBJQBx1hJPaTXa6h4/i0E/aJdStrOSOH/AEu0vDuDxSXCZO45BwTgjFAGlLoHhqC0tI7vxPPaMqtf+GtdlbY8QcgnEkgAAZXUbWwSOMcZAB0HgfXry8SUXt7bX6xyGwtNYgAC6vEqKdwQcZQnBIG0n7uaAMbxmksN9BI+uPpEJik0z+1tiMsNyZFYLcNMCFEyg4PByMetAD7KLTJmupNO8Vy6xKIP7Nu5CI8Qptdhsmt40U5yfUjue1AFLXvK/wCEeX7Tt2/Zbfbn/nrsi2/+P4oA9MoA8k0R7K0juI9f8cXmkyLLP9tsGMA+0wzOSHtFnhZiLiMjGCST0FAGlc6Vb2l7pCWM1xJCq3UdtJN95ovsa48zgdB/sigDe0b/AJCV7/1ztf8A0GegDimZ4NHuBdF28u7MbKOdgi1ePIiHu2aAOl1fxHpupT2aaFqNteSiYazcJEc/ZLO3t5ATdAfdO51GDg57UAWfBJh8+/2qfN+0kyt6xGBMY+h3UAYcsUdte3Y1zxhf6MsrR6hp8waFF1C3SFQfKuZo25tmG3AdTjnGDQBZ+weEhZIL/XLyS1lmbUbHV7klXXUmdjvS4CLtwwOCQAfUg8gEem+JtXiiu10fU4vESQxi60rVRglrh1P7qZ04doVAb5TnnB5IAAOe12+06W1ja18a6rqV0728l9aLMHTcJ48/arZRhAjdPu5OBzQB1Hi2TQknkaDxgNC1ZEHmzk8XVuBkCa0l4cAZxtBbPr0oA6rwvql1d2sMmowLFM6LcTxqMAM4/hU/3hzQBzem+I9P0u4vF8Q3sNo7S/2zZyS5/wBPs5reMAWpI5MTKRgZOegoAwEhkm0aN4RfIqXDatceQv72C1h1WQsbdCD80C88jAxzQBq6Rp2gXlxC1t4+1nVpo/8AiZWds0sbCIOhH+kCOIYyvBBKnsaANnwRMjte+WwYfbJIyR2ZLeEH/vlgaAIfEOoRWF/BLqrrFZtFJon2t/u2N7LLGwM7HoJlUjP54FAGdpus2t5PqT6dN5sPkQxxTgHE+yK4yYWPUZ4yOD2oA6fwX/x4Wv8A1wh/9J1oA80n8TafFobQT3arfoh0q60v/lpBcRPzvhHO1F53fd988UAdD4q16xsdWtW1a6S3iMMtuZ36RvI3HmH0J/D1oAU2C6tJfyaFskiktv8AhG7K6ydmqXoSTLQyn+GIlVyMg8kGgCpq/i7T77Tzb2csn9pOiaSdIKNvtrsMqkTpjgQEEk9McjtQB6jQB5XeWcn242ipL9nknXxtI2eDYgMXWXno96gwMd/xoA9UoA8UvNUtbm2lHijxH4iTV8TQXPh+1lcAEO+1IrNFwVeHBJIbK8k4oA3bh/DwsrFfFF5eafKII5NL1WIujafN9mQEQ3ajAMi9jkHHI6UAIt5qd7YM8k02qrDdJeWE6RbTr+lWE0ZJEY6/x8heccDNAGlf+JdP1ee1Tw9cm7Mc39sX8yK22xt7eCQYncgYaR3AAxn1xQBFpOv2eizXSeJrt7Yyzvrul3EoJF/bXKIMW7KDzbsuMdemBQBpX12s19YNGkqK0VzcIkgIZFkSA4ljPQgHkdqAOQu9Ws7hZx4j8R+IrfUt01vDoVtK6gxxswRba1h+8JEA5Od3OTigCa1vTDBpFxqDSw2kSNZX7AEiEXFkUR5wO2V64wM9R3ANuw12K7v5pNE3XCizRLOUqwW8mS5lP7hjjIyQMg4zkZyKAOG1+90+fT28zxL4qu9UMaHUtMWWTFtePjcLqywAEjbI6AenOKAO48bSeG/OU6vq9/o1+qf6BrUW9d0RY/IJ8bWCtyVOevHegDoPBeo39zZxPrDFp2DF5Sm37TEsrBXMPbz4grdB14oA5fXNas1vZV8Wa/qunQBE/wCEfit5JI1vUlj+ZvMhOWeKXjBOAMYByaANX4axbbeTAvdv2i4aJroN5kkZnODc+ZzuI655z15oAsSqf7VTg4+ySAn0JvIep96APPZ9Vt7mynHiHWtf/tplnNxpEEk4W2MQkAVbFPl8sxgZLAg9zk0AdusLm504rG5UQTiRwOELQ2+Nzf7WKAE8bH7NcWdxc+f9kheWHUzGpP2aO+t9oeUD+GFhzwev5gEGm+I7O/1VTpbyyxC0kVbvaQlwWu4f+PeRgM7O+OO1AFXRfFdtpFr9n1aKd9Qi32lvp6RsTr2XYq1iozkXKkE85BzuxigDrPCGkzWdnBHdbvMWNI5wf+Wcu0ZGf+mZ4oA5e18X6bp9/fDWJprdS8DxXJjYo7/YY/l81Qfm9uCe2aAKken3f2WFp7KeJ5dQTXfsrA7rW2udQ3Dzh7JgngY74oAm1/UrP7bKvjW+1C2swkb+HIIXmVdQlbO8lrfBLxyAADcTj7o5oANA1d9K0+4drHVJHE872NtcKxlunlmO37SDz8+QWPXqeaANHwHq+m7SkepXV3fuW1TVrqSCVBc3L4z5TyxqMRDAUeg4FAGPpXiSGxsfss9tdvqiI+kQ6UEbdezMWCtDIRjY4IYtuIA60Ad94f02S1toY52UvHFHZSsvRnhiAO36kUAchpniK00WS4j8QCW3LzSa3pcyxsRqsF42cQlAfmhbgjrjBxigC9qt09vdwXE1nd/ZGhbSLtth3aXJcyxspu4Rk4JXaePlPWgCrFI19PdzWltdLbC3/sK1llQj+0ZomlYtaqwGVQsBnHJ6UAbXgSORbC2E9r5DCJEeHGMFUHLL6ydTQBU+GFvJHptuJ7NrZgrb4W6gmZuWH/TXr7ZoA4bRdE0+ygeLxHqvjK3uI2eGSztpZ9uoQzSsVNnFECD56tzg9c7sUAdZr+n+HUS3h1e01aBUjEejanEr507Yqrt+1xA4YqBnI2nHNAHN6rrGpjTUe+F/OUu420ie5TEmpWEE4KNNCQvMg45xu6nrQB1B1WHVLy2OlR3ZSHzdQ1GWWJ1EBngKKh8xR8zMxOOwBoAp6L4ij0aOSHU9N1MzrLLJpSQwu39twXM7MpimRSuW37TlhjHNAEUOh3ttbact7AfOF0L29jQZFmbiO4Yg4zxCX29ce9AG/LDJ/aiHy32fZZIzJjgObuHgt6kUAcmNU+y2Fza3On6m1/i6treCGF2F3HeySFXiuAu3btkGcsCMHjPFAGpo9jcK+leZazrttZILolT/AKNKba34mz0JIPX0oAz7aCwsZrhfEa+KYpHnk1HS3s3u/L1G3vG3AW6WhA3RscEEZzjnngA1U0S3t5NNGj6Vd2lqrTT/AGaQMTp/2qxlOLpmLYO9j1Y88CgDVlt5f7URhFJ5YtZIWlwcLI13FgF/VgDQBmeEpoZPtcEwu4pjPdXDhonAFrc3BwyTsu07wcgbsnr0oA5nSrDSbe3W38SaV4unuxmwn02B7ox6igc/PaBHVNjDn+HGDkUAdB4utfDxZV1fS9ftZI1WPR9cso5CYmIOEtLuEMdyjPDLjuKAOj8INqZtIv7fEousHzvMADGPedv2hV/iMW3PvmgDjr+KxN5OPGmm61csSv8AwjbQpK0b2ghHFiYBxIjs24kjGRggUAdJ8OrCa3sY1ubO5tmDTH7NODuiRryUjzM56qQc5OeoJoA6mgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZ5KZz5ab8eWZMclAehb0BoAQWsIXaIIhGchogBhg/XKf7RJoAVoUIw0aFMeW0ZHBQjoV9CKAHKoH3QAOigdgPQe1AEK6fbK25LS3WQ/emCjc2fV8d6AJFhQElY0DHAkcDlwvTc3+zmgCO40+2mx9rtLebH3PMUHZu/u5HegCRoUJBeNGYcxMRzGWH8B9xQBHcafbTY+12lvNj7nmKDs3f3cjvQBK8at/rEVhw4BHRlOQcf7JGaAAxqSCyKSPuMR9zP90+9AEc9jby4+02sEpHMRdQfLJ/uE+uKAHT2sMoxcwRSr1KOARkf7J9KAFihRABDGiKOERRgKP9lRQASwo4ImjR1PDowyGH+0poASO1hRdsMESR9BEoAADf7A9TQAphQjDRoV6bCOMD/Z9qAH0AQy2Nu5BmtYHccxSMoJiIP8DH0NAEhjUkFkUkfcYj7mf7p96AHUAZOv+HUvoDGJRbqXS6Z1XPMFyrn5cjmUqeffPNAGjFZwRkmC3hjZvnmdFAMzZPMhHXkmgCWgCK4s4JRi6t4Zl++EkUEBgOoB9qAHvGrAiRFZT8jow4dSOjA+ooASKFEAEMaIo4RFGAo/2VFACR2sKEmKCJGbmZ1ABlI/56MPSgAltYXx50ETkHzIiwB8px3QnuKAJKAGNChILxozDmJiOYyw/gPuKAH0ARxWsKZ8mCJCT5kpUAea57uR3NAElAFXUoLuSMjTL6O0mOPJunj3iLDDOYdy53LkfeGOtAFLRfDotTI9xdNdXUpWTUL0qF80QJhRHEvQRL7nkkk80Aa9ABQBi3HhhJLyOd7lw0cbWEVuBw5mYcu/sO2PxoA2qACgAoAx7bw7supZ5rkSu6Jp1pHtx9htoSxI37jnzpGz0GOnuQDYoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCG5ilZSLefyXPEc20Hyz/uGgDJ0bwv9mkeS91O7v7twLeW6mCgRW8ROFtoYwAACSe5J5JoA3KACgDOsNCiglmkSWRnmZJ5kOMQ+RAqgJ9QuaANGgAoAKACgAoAKACgAoAKACgAoAKACgDM1zw5a6girqBm2K6X4WM48x7d8gOcHhj1xg+hFAGnQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZAupzdlRqNp5IhFw2nbf3izPMQHMn90qCMetAFFviZ4cDYOsxk5+zvIEcpDMD0muAuAc+rCgDT1jxNp1gAdVvBFuPl28aqzNOyjnyoIwSdg64U470AY3iTxzBFYSz6JdwSlQY7Z2UkLcq2MSxnBBQ9jj3oA0I/GGlC386bUlFsu2O4u3UjZJIVA3pj+IsPagBkHj3RJI5Hh1BjBFh7y5McgVUkJwYZCvzBsdV3Dv0xQBqXmqW1uU+1ziMu4sbQYP764dSQBgd1U+1AGVqHj/QrV2S91MLMhVLqBEdjB5qZBkWNTwVPXoO5oAY/xH8PB1X+2YnLbVjljVmRWnxtEt0ilQXyOrDqM9RQBp6rr9jYqG1O6ESk+XEACWmfBOIokBJIUE8A0AV7LxfpNxC8tnqMb28e5r2TDA2nkLk+fCwBBRexXNAFSz+I3h6eRUtNXR3c+VavscJcSFc4iuiu0k+m7OeOvFAGdqPj6C21FYbm7mWHyWaaJIXbN/JNHtzIiHgRk9DtGfm5xQBu614t0vT9v9q3hjZsi3hRHZpQg5KwxKxwvrjFAD18U6WYPOXUrf7IPme7zxHhsfOD0IbjGM5oAr6P430i/cppl5K8oX7S0MkUiEwhgMoJUXIDEdM0Aat3ewQIz3kyRRKDPPK3SKNByWPsKAOOvfiTZTyW66BqYLvOlreQvGymayeGQkwrMoyN6ryucevNAG7q/jbR7FgupXzJJjzjHHG7+VGT1n8pWwGwcZxnnHQ0AattdwzKrWk8csbASwzIciVGHVGHqKAMbUvHuiWcjJf6lsnXa72qxuzFJgcGOONSSMA5wCBxuxkZALUHirS5bfzrfUIntMed9qUHhQf4kxnIPGMZzxigCtpXjrRr2TZp97KZsGZIZYpEMqIRnyvORc7cjpk0AZGi/EGCa9uIbi7nOJEtNKiMDgJttxu8yXZxmXdjcwz/AA8YoA2P+E50cymOO8mknVhZ3EUcMjfZZpGAH2mREIAdiMEkA+vWgBml6s3m3X2zWFnjjYEW/lFTpMPkA4divzbx82QWz29KAIE+J3httv8AxOURGBe2upEdY5xEmSI7t1CkxjqN2QeCM8UAXdJ8Z6TfOU067lMoQX/kSxSIZLSQ8PEsyLlSe4yKAIdR8faJau63l9LuQCS+MUMjrYq/T7VNEjBc+7CgC3qnirS7KNX1LUIooXIhtZwCRO7oWGwoD99FOOx7ckUAM0jxZYXrMtqbqKdMSXFncxOjxRuTgmKVRw+Ooz780AVtA1YfZmk1LX4byINLIdQaPyxBbwTMMOhA/wBTtIzjn360AGl+P9Ju5FS3lu45HBl08XELoNTiRck2RkUZCD8aAN2adI1LTNtQAyyN/dRBzwPQUAc3H8TtBdoxDezvHIVhtb5Yn8pp5cYR7nbgMcjIzlTw2DQBf1rxfYWLKt0bqWd8vaWFrGzyXCR9SkUYPCD1wPSgBIvGmkPbtOl+Psq5+1S7WzatGeRNBjIKHttzQAmi+MbHUGI02PUCm0XUN1LC6Jdwv3tnkUZ59qADXriWN7fy9d+wq0otXg8kP/a5ZCfL3/w7lU80AVNR+Iuk28rxAaldXSYkvLO0t5HNtE6AhpGVcYwR/F3oAif4paANpW8uJLc4jfVY4nMNrJKBgXN2FwCcjIz8v8WKAL2s+NtMsZFjvnumndWuLS2gid2uRGRxEkYPLf0JOKAJtE8VWGoIzWMkqFGNte286lXspU7XETdOP89aAM+0+I+kTOqxm/WN2+x2OovC4hv7jcQFtrwjBMhBxzg9u1AFnVfG+mWcvl3L3cl0UF7BY28Tu9zCzMP3KRqfulTn070AZGs+ORBdWasmpxwypLeXFsLaQu7rGpUNGiE5iG7cBkrwXAGDQBuav4usbIJ9oW8llk5tLG3iZpJ1Vcki2UZxGOuQMd6ALGj6/aXybrB5CATbXEUilXtLiPGVuYXAIKZHb3HFADdZ8R2diqm9M7Mx8i0tYEZ3u5QpOIIEBJ2qCemB3oAwvC/is6hd3QhmufIRLdYbWZCrWU8nnbhLE4BySBnP4cUAWW+JOjhwsjXyRM32K31RoX8i5uCcYivcYOWBGc4460AdNQByF/4i1pL63jfTra3s3eWM3QkDNqCQ2jsAYto2gOAepJwOcZyASfETX7yxtC2l3QtpmkjsorshT9kE0oyTG4IPy5HNAFfQtJ1/zQ1z8SrfVIF5urKO1hHmhlON00bEjnn8KAOzoA5rxb4kubYJHoccU2pTEwaXC/3YlQfNJcH+7brz79BmgB3g3V7y7sIZLxxcXDJ50jHC+fLz12jA3fSgCr4Z1rWpru6TXUtIlRYJbG0gbcLdblJM7rgopJYqM5UAdvUgF/VdD1eZ86f4tu7CPAUWqQRMAw775UJ+b60AYfg2512e5mNz4gk1HTEzp1rNJFGpu9RRl3NbmJRlYOVznBPTOKAOm13xPY6cqtqskqRs62EbohbbNKDjeqgnBx6UAYyfFLSC2ySDV4brKpBpk1u6y3QlzzBAw5C4OT0HegCe68TW15ZTvpuo3dlsWSO6nMR8zSprdMkSWr4+aNe3HsaAMy71m+jutMSPU5pYpUnbUXKgf2m1vZKQ0qDpliTgHFAGr4c1iWQ3h1G7Hlx3D20TuQBa2kVtEcE8cKST/OgBLX4h6ZM0e2LUo4pG+y6dfzQssd5KeginYf8ALf8Ahzjd2oAffePdNgnMJj1Ce7Ci6+y28TMXhYHlWUY+T3I7AZoAu2PiewngMqzmGFdy3ZuBtNk9uxDC6jbGDGQc5oAz9O+IGn3EiIbbU7UyDzNJmuoiq6qipk/Zn9l/vBT6UANvPiHYxOwh07WrxEY2V9e2kJdLK4UDKyMpySpODtVsHg4oA6egDj9b+ItnCswt7bVpFjD211qkERaKwu0TpLIvOYjjOFIX+IigCxpvilILG2k1SSeeaSOFUijGZNRvJ4V4hj4ySck9gMk8UAXtE8W2t8zqkF7aXCYa60+7Ta8UcnQhQSCG9QxFAFvWNds7GMvqMpRMiGJFBLXM7nhbeIclpD0AFAFDR/GNtdyGOWx1HT7kD7QtjeqFa4tyfvQbWYEBuDhsg9R0oAsQeJ7KS3aaEzG3USSSfL8xFk7Btsf1Q49aAKl54706GOB2S9lFxtOlxxRktN5qAjcg6fKaAHzeMbeKASahp+p2pZvsdtp8qDzbm5cnCwwozZMmMj5unJxzQA7RvF0F47I1hqdjcKBcPZ3qbWkgY/ehKlgRu44Y4PBoAqaf8Qba6ZRaaPrzQOfJs9V8n91cnJ5UhsgHB5KAe/SgDp6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5WL/kLP/wBekX/pZNQBz+nW8Z0O4zDGcpezPwPnkSefBb3XA/KgDTvfDlxc/ZpdF1mC01KOHECzAMt/ayKmRcRE5wGxyORn6UAZ2v8AiK4vtKvP7QtYYbmLfpOoJC2Ua4h2HNu55wVYdeQeKANLx0yXGmfvYUCubZpIR0Cy3kPA9sGgC78RYSdNuRDGTiMkKo+6iY7DsqigCDxdewSPYeTcRNuukubfB/18H2WX5ox6DcPzFAD/AA5Cgv8AUCFG4vbxs395UsExn6EmgDmrHSoDoM6xxJGoW7nAUdWtbqUjP0CAUAWNRk1JryyNjdackptXFpNqKuyy3TmPcLfYy/O8fv0zmgB17oGpQQ6lJqt/o8jyW7R3FtZIwEcsFrJhpQ7Mcujfj+FAEmswQLo0H2Uh1VbKS0mxg/8AHxB8yjsWBPvQBtS/8hZP+vSX/wBLIaAK+kPEuqXYvCouGSCTS9+MvpixnP2bvhbjdu/D8ADItNMsb1NRW4vHs7B7gJbXm8KItRQR7mgcnvdgfU8dc0AbGh6vrVtcLb+JZbK9LI15puqwDDXEduygjULXnBO7qDtPQZOcADviU4W0zcKzWolgbWVGPm04XKbuD68f14zQBV8bPbG60/8A0mLzfPLQw95bdoTllb0Vgo980AUdJXX/ALXejR7vw9HJ5wmnS9jkaV7drePYQ8ci/JtyF44OaAOk8D6JJZWqJLqFpdjLzwS2wwiQzyEgW/J4XPHPt0FAGfpUtsNVuxI0AnMVubZTjc0K+Zu8r2B2Z/DNAGJaa69hBcvpP2JFlvzZafczH93brcNGrOwBHyxyh+4Hfp1ALF9DfxanYLqviGzvW/fSrbrCEaH/AEJwW4ZvlkP8upoA2/DjD7dqHIz5kBI9AbCPqPegCDwBbhGvv3gkJvZnMns8URwT/wBMs4oAztFmd5NV8xix3mME9lSzwP8AvlQKAMvxFCh0ay3RoR/oZwR3ZFzx/tZNAHV6xGv9p2ZCLuMd0jPjllUQ4BP+ySaAKvgq8toIbkapPBHMk88+vvIQMmSUkPIpA+WWDbjIwQOOKAMDTrUiy0sXFu6r9rFxbQyjmK2YXLJuB7pHt7n60AdTLGv9roQi7jZyIz45ZVvYsAn/AGSTQByu0/2Mpkj8y3W4afV4Mf8AHxp0esuWBwOgXk9OM5oA6Lxlc207WQspUnnNzFf2Pktkm0hY73BU/dWEkHtzQB0utf6iX/rm/wD6LNAHnl7dWUugItpPbOzRQadbRxkZfVsp8qgfxCYZPp1PGaAOjtWjj1WX7cQsrwRJorN/y1t4JJDIsJ9VcqxHJxz0oA5bWZoprXVnsGR7VmVLWdPuzzQW0Qcxev7zPPQnoTQB6lalSi+XA0S4BSFhgwKR0ZB02DigDmPGsCGWxYr84uliRvRJLaXPHuVFAB4chQX+oEKNxe3jZv7ypYJjP0JNAGBpdnAuhThLeFV2Xr7Aoxujnnwcf7AUY9MDFAFq51UJfad/aEyRqYJRHcyt/wAfF1NHFkFj34H1zQAy4Q3L6sdKKzboE02KSIj95fxWk2VVx3QOnfjp2NADdf1ewm0kJpVxBLM0cVjplnFjf9rDIFEcPBBiceg24oA24o1/tdyUXcLONFfHKq17LkA/7RAoApeKmC6pppchVH2sM56KWtF6t70AVfEP2xdSRrXxBZ6Yr232ezuriIOtxJFcMWWFmdACyFD1OQPagDX8H6SYpLiR/E+n6q8hRbr7LGqi1uLdCP3ipI/MiFfTpQAzV7mKDUrZtRlRIWhmstPkc8JqDyRHG495YgQOee1AGakpurjVBotzDLN5ENnA6EEJeeRcYDEZ+6xGeDQBz1jpk19pscd58QdDgtWjjs5LN7Zd1rIpUbXdph80UoxnaOeaAPX4kYACSQuwAV5CB+8YDqQP7xoA4Hxl4r02C9st+q6aHSV0v42lUGxjuLVhm5GeOG74oA6TxBJoE0APiGbT5LFijxTSsPLlaT7pEoOMNnrnFAHI61pnh6Ge0/4RKLTIb/z4wY9P2BpNLOfM+1xp/D5QPJGc9DQB3f8AwkOnef5P2+H7Xt+2/ZO/kZ65/pnOOcYoA4vTrPxXb3E0t14asr+eQ/Z7a4a8Ciz0yNiVjgh8psAE5PPJ5NAFz4YXtwNOiOo2sFrCqboLkyAie3XJLTAgbdv1P1oAi0PxXozajdeXr2ksJFtbexKzJ/pky+cNtuQ3JBIGBk8igDoPGerS2dnO9rnzQhjtMHBFzN8q7Md97DA6k8CgC5oOiRWFvHFbgbY0W33D/loyjkn3kbJoAxvHf3Lf/r7tf/SpaAKOqf8AIZtv+uE3/oQoAoagoA1raAP3ecD1OkL/ADNAFq7uVFzpKkNuImnU9gsWmkHJ9ywoAz7u0uJrPVlsopJJDPLsjTrIBawZCD3XPHfoKAL/AIs8SaZe2sa6Jf2tzNLJB/ZVvAwLZhuo2J2A8eQinJ4298UAX7W3RNXlKA5a1imk92FzIOP+AqKAOZ1a0llstUFujsRd/aZFUAkwW62rNtRuDiNTweD0NAF+G0hvHtjdfE0Xw8xNU0y0EcCtdyW4J+Xy1DDKZB6dcHrigCtq93a2BuJ/BvizT1YO1zq+gzMGS8vl4YQoMMHuGAHBwT7UAelwyMygvE0ZIDtG3WMsOjf7tAHnei+IdPtLCePVb+3trpGuYL21lYb2muZ5Cu2PqfPRhggHd2zQBmX0VwkOkSJq39mwJCLS81XYrDT3u7GMKXEikASMpXJxjPXmgDpvDmjwfbHkk8Z/2xdLCNMuIQIx9mtpJdy71gAGdwbqM8/SgCH4nxTCO3dL+W0hjuEur66SNW+wIUcCRkYHiFiB909c9qAG6Xp8Mt7E1x8QhqtxEkk1vZKsI3W1yoBLmADgnaefTjvQBm6R4u0uy02ddRv4Yp4mubS6smI3+fPcylQkOc/vQwx2688GgCzp3TRv+uZ/9M7UAavjS6htp7KXUPktY5XjvbkjItGurV1UzegMhHPQdzQAj3kF1qcbaXPFIkMMqazdRt8qi7aPYjuOMjazYzwOT2oAwLTU7TT3g/4QnxRa3tjLMmmvoTsH+xLcScmwdTuUQKSSGyB1oA76DxRpslw8EN6rXiKLq6tdrfuoW287yMfxL0JPNAGnQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAI1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBXGnW4kLiBPPKizafu0CMSAfYMSaAIk0OxWIxx2cQt2Dxy2w6SLcklsj/poWNAFe+8J6Tc7PtumW8jIPJs5MYa3jxjEcgwcEe9AE1t4f06GHyrXTraO1IMD2ir8rxy5yHX/ppk59aAIYPCekxxGODTLdLclbiS3A4eWErgt/1z2LjnsBQBqMoP3gCOjA9wfUe9AGFY+APD1s26w0DT4ZARcJKqcxSJnBjPbGT0xQBrQ6dbxu7QQIkjkSXcg6ztGgA3/7qACgCJNDsViMcdnELdg8ctsOki3JJbI/6aFjQBHqfhvTLyMJqmmWlxCMGGF1GISo48r0wOOMccUANsfC2k20TR2Gk2cNu2UubdFGLkSDB8713LxznjigCeXRbJ4hHJZwm3G1IrbHyxrbsCoVR/zzKjFAEWoeHNNu2RtR0+CeRObZ3H+q3EH8iQOuRQAzWPCmk6hj+2tKtLrbzC0i8xZ/uP1w31xQBOdC08w+U2nWhtceR9iKDZ5YPTy8djQBV0fwfo2nknRtHs7Vj8kska8umehc9s++KANO4tYZVK3UEU0ZHlzQyAESo3Z0PY0AY1j4C8P2pBsNBsIWDC7jkReVmRSAfM6/KCe+KAJdY8G6LqBB1nSLS6dR5cUkg5RCem4ds0AalvawxKFtYIoYwPLhhjAAiReyIOwoA5i4+H9ndXM767ZWN3DIIUtInGTbvaLJkk4437x0P1oA330SwaLypNPtWtcC3FmVGwRL0Hl/7OKAKem+C9EsyDpmiWNuykyxSIoyjupBO/8A3SR16UATP4Y0ppxM+l2huwPLS9KjcoAx971C8Z644oAt22n20O77HaW8O5jd3PlKB9ouJOrS7RyXxyTyaAGx6ZaJv8qxtUL/AD3pVAPtjEYzcEDnI45zQAkmkWLoqS6fZvCu37PbMilYPJ+75UZGB5XbA47UASvZwMytJbwtIuUt5mUboFlxkROenmYGfXvQBnaj4Q0a7kV9T0WwuZl+WKeVASFB6MT1CnpnOO1AGjNZwSbftFvDKVP2i3LqD5EwBG6InoQCRkc0ABs4N+428PnAG3W42jcsLMCVEnXDMAcZxQAkFjbxLttrWCKPk+TGoC5kYk/IP77Ek+vegChpXhLR7FmbSNHsbV24mkhQAspPQEds9hgUAW9QtWlidYyoZlaBC3QM6kfMR70AYnh/wBpdmsJl0nTWvo4ksZb9EGZJIYgCyMR1bHXG7HFAG1qGjWF2ANV02yu0B8yOO4jVgj46qrg84oAX+yLHy/L/ALPs/s2PJ+xbF2eX6eTjGPwoAtUARTWcEm37RbwylT9oty6g+RMARuiJ6EAkZHNABHZwIzGG3hR2w9zKqgG4ZFABmYddqgDntQBF/ZFj5ZQ6fZ/ZznzLTYux/MYk7ocY+diSeOTQBj6t4Nt7u5hkuYLOSFI5bK5tZUBF0JzHtBQ8Yi2sfyx7AG1Zada2yhdOs7a2iGSkEKhVQsf4UUDqfagCvF4c0pJDJBo2mx3Jy73qRKHdn6lpgM/P35oAtizg37hbw+cQLdrjaNzQqxIUydcKxJxnFAEOoaNYXYA1XTbK7QHzI47iNWCPjqquDzigBb3SLG5XbqOn2dzEMOsE6KyqyjgiNgfuj2oAfZ6fbW6hbC0t7eMfchhUKqZ/uooHWgBt9plpdLt1KxtbqP75hnQMpZe5RgelACWekWNt/wAg/T7O2yBC3koq7o4s4B2gcR5OPTtQBB/wjGkeZ5n9iaX9pz5323yU3+Z6+djOfxoA0aAMi58G6DMxa88N6LPIfnlmlgQtK3q7stAF59MtGj8uSxtWt8C3FmUGwQqOF8nGMKB0xigCDT/DmlWhJ0rRtNtGPySvbxKpkUHo5QDoaAJ/7MtPM8z7Da/aMfZ/tmwb/Jz93zsZxntnFAFmgCCHT7aNNlvaW8cIHkrbIoCrGewjAxg/SgCvF4e0yNt0GkadHJkSNKkSgl06EuB1UCgC1c2cEy4u7eGZOHaKRQQWjYEEqf7jAEe9AEtADJIUfHmxo+CJEDD7rqeCue6mgANvEWBaKMuPkSUgZRT2VvegBDawndmCI7uLjIH78Yx+99fl4oADawkgmCIsuRA2BmEMP+WZ7ZFACpCi58uNFyfMkKj/AFjkdWx3IFAFS20DTYXL2ek6fDM3+uuY41DS5/56SKM8/WgC4I1zkIu44RnxyyqTgE/7JJoARIUXPlxouT5khUf6xyOrY7kCgCpZaBptszNp2k6fbSN/x8SwRqpn5/5auoGeaAHSaJp7yB5dMsXuB/q7to1Lpj+7KRnjA70AXKAKcmiae8m+bTLF5/uLdNGpcKR0EpGeR70ATvZwMu2S3haLHkmAqNpjA6GM9se1ADLPTrW2Xbp9nbW0fUQwqFAPsigUATPGrAiRFZT8jow4dSOjA+ooAit9Ptoc/ZLS3hz9/wAtQN+3+9gdqAGT6VZSnNzYWkrdC7oCcD/aI7UATC1hG3EEQ28W+AP3Axj916fLxQA541YESIrKfkdGHDqR0YH1FADYLWGIYtoIol6hEAAyf9ketAEcenWqMWis7ZJDkvMqjLFuu5wP4qAJRbxBiVijDn5HlAGXUdmb2oAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADXoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFACKwP3SCOqkdwfQ+9AC0AFABQAUAFABQAUAFABQAlAEV1fW8Aze3UECZEfmSsAN7nAG5u7nigCagAoAKAGtIoxudQT8kYJ++2CcKPoCaAHUAFABQAUAFABQAzzkzjzE348wx55CE9SvoTQA+gAoAKACgAoAKAGiRSSFdSR99QfuZ/vD3oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAMjmRxmKRHGTGWU5w8bEEEjujAg+hoAGmQEB5EVjxEpPMhUfwD2FAD6ACgAoAKAGC4iLFVljMgAmkiBGY45CcFk9HKtj1wfSgB9ABQBHBdQyjNtPFKuTH5kZBG+NiCNw7owIPoeDQBJQAUAFAEFpqFtcLusLu3uI+UE0LBgWQ4IDqT900AT0AFABQAUAFABQBDDfW8hYQXUEjqRHdRowJtnYZxMo6EjnmgCagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCCS/t0dVluI1lfc9tCTzMsIGSi/7GRmgCegCrdapaQFBd3UUbu32azjY83EuCcRj2AoAtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA16AHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBy8sz/2qg8x9n2WSQx54Li7h5K+oFAHSuWAOxNx6qufvkD196AOSk8U6/avEde0LS47aWRNLU21wzPYS3LYUzq0aghnwODx1oA7CgDzbxB4u1a8sbiTTtAgk01oprSCdpcSyReWw85bcrjYDnjfuI5HpQBuv4guoY7aLRbOC6vJIxOiTOVSztYI1y906hjjcygYXkn2oAgHirUZ4rqO60y1g1GFcywiU+Xc206HEltcBCeVDcbM5ABxngAb4U1y4tNMjk161tYLeO3ingkgkLNc26QD/AFsTIoBZduAHbk9RQA4+L9dtmiPiHw9aQWkrrZLJBMWfSZrggL/aCMqjDscEqxA/LIA+TxVrk9zcQ6Fount5Plh7+7lZUk+0wq2AqIxzz9AOp5AoAfeeJ9ZkupYdB0rT3aNI7tru6kYKBcFuG8tG5OBj6Ek9qAMuL4ja3LC80Xhe3htIS0Wr28sx84PbY8z7LGqY/wBHOfvMpOOgoA2NRuLGW9si1kszlLi80293MDZjy4s4iHB8+N8cjjtQBT/4SzxFcPOND0LS5I4JGspHuJWB1BkjU4tUVDyAe5xyPegDYh8QXN5apL4bsoZ3kCywRXLlBbiQcmdlVv8AUnqAOexoAraP4i1Q3Bh8RadYRTeX/atpcWcjMk8CSBSGV1Ugxsw7YOeOlAFaPxRrt0Wfw7omnT2Ss1pG9xMVk1N7dyGNmArAAOCBuIzjPFAFlDanU2/4l6/aRaqft+9stbS3b/J5OcfK65zjPbpQBhXmuX19tubXQrO702BpLqzVpm8zURb5BltLUIVymG2ZYMe2MigDa1fxlOn2X+wrCG9+05FoZHKhIzBuDOwVuAvJ+UnHSgCXQ/EWoyTyQ6/p9nBcoiajDLayFku7WdmGV3qpBjdSORz24oAv+INeFjEWFuZ5Cy2dlag4+13dw4CqHwcbmPXBwKAOSurvWzf2K+INN0+P555oLqzkZkf/AEGT5XWRVIK9emCOnQ0Aa0nijWbl5v8AhGNIsZooWaxkmu5Cp1K9hI3JZqqnAi5G5jgtx0BNAG1oGv2+owRy2O7y3HmorYzGQSCHxnlGBHWgDB0i8igutSe5cJGrQ3M7n+COPToyST7AUAVT4312OEXF7oNgmmkC7aNJWM9tYSsMPLCE25RDuID8DvmgC9rPiy/W6SDQbfSnnaP+1fNvZGVZ4t5G208tWJYYJPHAoA6Kwa7KL/akVrHP0uEt2LKGB/5ZSOqn5hz93jpz1IBgwpZjVH2adELj7Mk0l/ubMkMly42mPOMAoDnGaAObh+J2upZJdanoOn/YiQLiCGQ+ZFbO+0OgcY+aTHGen6AHRQeI9YhuIY9e03TkSYOLWa1kY/Z7qBCxWYOoyDGDyB17UAMPiPXZ7m4i0bTtK2QlE+13UjDz3uLZWAEaKehPJ6AdATQAf8J+TaLImmu120n9hppe7G3V/NK7HkbGArgknHTnFAEtv4k1SC4ii8R2mnIJgw0+5tGYhbuBMlJxIo+8ucHvjpzQBU0HxTrmoSz/AGax0iO2huG0R3dn33EdvINxUAEZEZBHYnjgc0AU/Dza1/aN7iDSPI82P7a+996xCzXb5CbcZaPbnLDBzjIoAvyeItfumlPhez0loIXOnsLsuG1W5t/vrbkYC7W+UE7gTz0oAqXXxLMsNo2jpYwvdbhFc3rHytNa3jJYXDpjJ3jaBlcmgDqtHfVCh/t6GwSYN5cb2pYrcw7R8wR+QSxIxk4x1NAGN4o8U6lbXFtDo1pYyST+avm3JYC2FminOE6/KT6UALe6/q1skKXMelzarM7WlusW4RLFEWYu4c5xDbgEjcSW4HFAC6b4mvopni8UR2SzLGdagvLQNsubJGw2YnyQ0DEfxNkHI9KAK+ka74mvBHLBp2jrYyFZI7R2YTQWErcO8vKkmPnaF/4FQBsaZrr3FxcxvCirC0cEUgPMwuLZW+cf7JbFAGJeeO7tLWeWCyt2kiuDosULE4uIkv1jyxyOXQn2B9RQBLF4j1u1uY08TW2k+TNuhsLqzL/6JdopPl3Pmdd6A4YBcn+EUARS+JfEF00x8MWWlG3hdtPdLvfv1a5tfvi1KEBQG+UEhsnnAFAEVz4/vp4rNvDWn2kkl0SipcscWXlxEtvZevk7W9zjjmgDckbX0t/nl0A3gOZZ2EiwxQZ6lMk5Re24A+ooAoeH/E2pPcGHXF0qVjH/AGrp+oWBOy6gSQKweN2YgxOR/EQaAOU8L6z4kjsmbQ7PRXghkn82C4Z9+pKt07HyHXAXCsQM78kZOBQB0M2pR3V5p8kCsEkhuL2JW6rHNFbkbvoDQBMde8QXjy/8I1b6MlvE7aazXu8tqV1B97yTGQFCN8uSG55x2oAz7z4nvLFZtowsLc3W8LeXxPlabJbJykxUrlpJPlHIyfyoA7DSP7T2f8T0ad52SFe03bZYsDBKScg5zxub69gAZ+u65exyxxaHHaNdSB7oyXGSlja24GWnjQg/vHZVHI+vFAGD4bvL2K8vm8QrZJIkdtLcSWxOySGNJzuRX5GV7EnHqaAGjxr4gjgS51Cx0gaawW8ms4t5ms9PuMYbzs4JQEMRsHGRnNAHf0AcT4Ne8XTR/ZX2Lz/MnMRuiQij+0ZcmUoCflTP4+nWgB+j+K9U+1LFrNz4fu1kR7mzudN3fuJbUrkXUbu3DqwwQR9PQAg0XxbrupNIdLk8OwiOZtPn0q4EnmxwQvgtPMrDBbsPKYdi2c0Ad1QB5rB4sk07TEk0bRdLjYztYLZRgqhBvnXjk8uq9ckA9scUAb9vrmt29zFH4hXSZUmDraT2auv2S6toyxWdZGbIeMHBG3pyORQBNpfiuTZcnW0ijktnkS78oYElkkYdXVGY/wCtgI/i65oAqN4r1YxWqxWdiuo3I+0bX3eXp0EaBmaVMgnykYDG4ZY9cUAJb+LdShmnh1pdOe4SE6/ptxbKwW7tAzD/AEiF2bBSQDjecg8UASeF9Z8Q3cEc2pQ6Usbxm7bT4UfezFcqYp2kIxOOcFOOmTQBB4U8TaxqaxyQ3/hqSAk/2pYRLIJdIBzhWlLnLLwDmJB3XIxkAkt9ftrSTUGmsrOCOEpdzyxLhr4tZIx89ieSTwOB+fNAFWbxF4ls41n1lNJktGKtqGnQKwfR7WcgBlunbDGIsN2UUcZGBmgC5qura9LfeRodxpVrCIF1S5vZ4md4pJJnUCCMSKDnaOvTn2FAEdv47lgtLiTXorczWzvp14YCQt/PGqFfI3Zx529RznB6ZoArp4y1S3aD+1b3w5dJK66bd2tlkPplzdcKVkMr7lV/lPyKe44zQAHxPrF1dTR6Xqeh2UsJ8q10m8jYtrMbRg72mDLhSTxtRsfxZGMgHc0AcHL4r1a6kmOkavoFjHDI+m29neDLaxcWxwxmkDrtXfwMKx6k8YoAJ/iBqF3HZN4Vt7BWuWaGUXgZhZrboxbb5brkxbW78+1AGroWraqlzJBrs9pdOsaapaahChT7RDNIwIng3Ngo6nGDyOtAFrxb4mbToQ0K27TPJHpdiszYX7RcvjMzZ6RrknHp26gAytO8S30N1HFqWr6Tqkc282l3aKEaxuLdCxWeASPlZIwSDnOQQe1AGfL4n8TNHczW9zoyW9vLPCunCJt2pWenyHPn3TScMUU4whGevoACQeJtftWtZNaudMe2uZE05tOSMhtIlvUJQJdBju2kYJKgZ6ccgAuXOpeIrm9mh0e/02zt40iuXu5Yi7rJchvljj3qMPtPJPHbrwAVbjxzqgsJXFvaJqEMyaJeRtny5bn7VECV77Z43B4JIz1yKANS/wBU1TSraaXW7+z1BxtNnBDF5YjlmcKFMhd+GkZRk4wOtAGVF4p1OylgGseIdB1OOaRdKlhtU2tpt1MpIMLB23KWG05VT0I7igBkHiLXL25nSy1zSNMmikNtZ6NdQFm1K0jAIkaTzFO24yfurwMfWgDoPFF9NCF8rxZo2iqSQ0t5GG+0sB0iZ5UHA68E/TuAc7B8QNQGn3MqyaffXEEjact5bcx3kamM+YqKTxFFJkgN2ODQBv8Aha7vZwXbxNpurWjKptpoItpiuB1DgMevocMOh9wCXxd4ilsYV+xJE1zLJHo2lrJ90Xd2+AZcdoxk++McdaAOceLVoNSsxruqWt8GS6WznhhKGN/LjJE8e5hgBRg5zkkHtQBYPie/vJJ/7N8Q6LpscTnSrWK4AZr26tz8xuVLKQpb5Rjn+LpjIBTutaGpRabNLbpHKboQTKvSKZIZw4ibJ4MiccnigD0agAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4rXL6Sz1COR9J1i6h+zyWBks4Hfy53uYyA+wHqqmgCxfeIby/trgeHtN1u0uxGfsb3cDx75WB4tnkA+b09DjOKAONm0bTXNr/YHg3xJDcCe2u9Su54ZV8iKKZc/bpJMBincgMBycigD1+gDyyG6v7fTJbWXwzrkl4kUujx+TESl5G0L4kgu+FIZT03F88BSaALev+GAzWsupaVqV5bLD/ZWoW1oZBLYySbCHEUDBiFYEMOcdcHsAaWh+HdKCXB0DQNXtZHQ2AnvvMB1BQjY8lblyQAx7qn5UAZ8Wm3GqaOYItO1O1uVgisfLu42j867to0OImcDIZ1xnp60AV9N0Hw9cGMS+C/F8cxYG4hna52adJCQd09zLIFKqw4wWJ7LQB1Og2c6Xl6ZreZEZ4XtpWUgXCpYxgmFj12sCOO9ABpVnOt/dtJbzLGyWyW8zKds7RCbIic9fLyM+negDGh0u8FhqCmxuhI73z2kOw7rpZzJtMCY587IxjOe1AF0afc/adPP2S42JBNDdybTi1keKDAmbHBcg9fSgC14OsJ4WvPtMVyoa7ku7d5RjzoJIIsGIkDKgggfSgDkF0i9XT7BdR0jVprVDnxDpcKt5jxmNwolt1wxCyEZHcdRigCz4R0i2TUS+i+ENR0qz+zPbGeeNkF3c/aYjzC3QqM4zgt24FAF3QNRu9Fg+z3Xh/WruWMmLS57WIsmqW80rFS9yqhVKA4bdjGM85oA24rOf+03Y283lG1jt1uNp2tMt3KSok6ZVSDjOaAOc0++1DT7T7LL4b1i5ulD6ZZTwRnybyKViFd73kKNhG7OCMHjpQBoR+Gbi0fTEjSadYfMgvblQSsZ/s9xl27B5DgZ+lAGnHZTjU3c28vkm1jtluMfK0yXUpKh/UKQaAGePNLu5oUbTYJriWCaLXVso2wdRSzkyUB91JI9wMUAZc2q3eoXtm1r4d1qG2jaaa6vbqIp5TyWjgAwtz8xPUgDsM9gDCbwpZ2k9x/wkPh/xLfmSZ9V0y604zFGtrog7JEgkADQyZzuAz1Bx0APRfDul21pbxpY6c1jGF8xbFmybN5Tkq8hJyVcnPJoAwF8P3FxJqSyRSQpOEtbO4cHEok05VJjbH/LN8g9aAMy41bV7qz+yr4b1SC/eP+xLy4kjIgtFMe1nF7yCCmSACScgdaAL/ieDTtqxax4U1y9gRVXT9TtYt7W8wGP3TQncpUAHO0A/lkA1/BkeprbKNc+0eZlxB9oOZBZ+Ydv25ufnCYzyfck5oAZHp1wNSdzA/kG2js1n7NOl1KSB7hSDQByWpeGNTfQBDHp07XmyKM2Y+8Gju0J4/wBlQTQB12uadcSXdm0EDvGjzSXcg6QLJZOBv/3nIFAHPWviOSzv77foerXcReDbPZpvKz/YY/llhXkZHOfu9iR3ABvC+qLaI6Wmb1blvGb6ZuHzGaRyYlkAPPkuQP8Aa9qANA3Nzq88GzR9Us7WBzqt1LexlDPeLEyqlvGeTt3kk/d7AmgCx4I0i4tjd/abaeIPdzahbeYB+/gmVPmTBPDMDj260AM0v7Vb6hdCfS74xzGK9sb1FzHshtVVhPL2KMvQ8nsKAOVk8J6dbT3H/CReBLzVPMlfU9M1G0iL/aI7tidlxgjaYXyMnC46nuQDp7yws4YIYpfAUtxZMDJcWcQjf+xrl+cGItydzP8AMp4PTrQBJ4F0m5tVlH2a9trHzP8AiQWF02Xs7VUAOckkK8gJALEgfqAHiDSbuXUbB7e1keGP7T9unHS28+2AXf8A9dG4oAr+P/Ca3jW8j6SdTSF2+2aWMZu7S7TBMIJALQsFYAkZ9fUAi0rwho8nnrpvg+40lXibS31CRQDcx3S8iGIMTiPAPOOelAEnhfVtWtoYYNQ8K6iZk26PNcxFfK+y24A80Tsw4MYzjbuzwB0oAf5l/p95csND1C+hnEd9aTWoU+TcW8GwpcbmGN+0EHpzzQBy1zaapbaPOdX06WO7NyNQe0ZgTK8upxHAlXI+c9+lAHUyS32qT22/QdSsraJjrN7LdBQWuxE6qkSqxzgsSSOO3egDm28EafaSzDU/h7e6vvka+07UINjb4bg523JkkUgwOSMnORzQB0reH2jk0/8As7RvscEZlmu7RMY0w3FnJw7KSP8AWtjIJyaAJvG2mTT+QW02bUbNJPP1jS48E3kZjIUmFiAwgm2sQT+BoAy/D2i7dR8yw8HjSLP7O9ikgRF+1zfaYzma3j6EgHGSSRycdKAM/QBrVjazQz+EtTlld5msJY2TZIt1IQDcybvlCnnoeORQBv2/hq6t5rAJGZYoIJdMu7kdEkMMIGQf+emw9qAObuPBtjbTz/234CutZEkr6rZajaKpIiumJKXSPImDA+cYyCPegDo9TtLa3t4o4vh/cXlgdzXenx+UW0l25GIGfBLux5WT5euelAD/AIf6TeW0comtL6ztDJu0HTLpwz6fZbBwzgnAd84G449T1IA7xHDfW11Dcafpd3foEk0fU7W3270gmZWDQI5GdsiYPzCgCnpWlXt9LenV9GudPguIorC1WZlLSQhJwTKsbHBAYZG7I9aAOc0jwTZxpHFqXwtM92u21vNRDr5Nwi4zItyWzll5x5ec8cdaAPXKAPM5vDGpDT4Fl0Zrry7l9V1TSCy5v9P+1zNgKxwfvI20kZxg+lAEukaOWv4ZNM8DHRrVUmgnlMcaNPM4THnwwkjA7HOTz07gEfiOxvLxh9j8B3tpqquGsNcR4wlugk+/Ldo4LBo8/KUJ5xjNAHpdAHnK+G9TWwgU6ZJJMl2NTntMrk2v9pu2Tk45jIP86AOn1rSbqa6s3t4d0Ubyy3smR+5SazdR8pPO5yBwD70AY3irwlfXFyhsIo2tZgmm+JQcfJb2U4cMVJ585N8fQ4BoAn8beHXneCVdEg1ZITIt3pMgQ/ara6QZMCyjG6BlUjkZGQOaAGaVplvIkx0zwFDoxMZs7aZ44kkvXlBypjhzhVIXq/J7cZoA3PDtlc21nAk9uBOkMdtLAWHFxDAoIMgyPvDGRkUAckNLvLq6hktPCF9ol4rrLr18Xi8u7tGU7kYxOfMMnQHYCp5JHSgDSufBtxdHUVul8mK48tNPuMg5Mdki5KA5/dyjocZ7UAVb5td1OEW+oeHrm2disGvam7J5T2sbgsbBkOSbtRgDYu3PJGKAN2PSroag8ph/0c28dgk2Rzcx3MhI2ZzwrDtigDBuPAE93BqEd1FHA9xMbqxnY5EkUccRQvsPAEqn39jQAzStJgd4xP8ACXTLWQEHUr1ktwlo2M7rB03Fsn2XHc5oAPGWn3d+JEl8CTTXIyPDmtQTR/6PIvR5bgsjL5TkHbhgcd6AO7tI5VRRcyB5AoSdx/y0kCjJB9z7UAecReD4rB5VuPh3aa0jyNe6XfIsJKpcnPl3puGBHkHPPIxjvQB0Mnh6YS2JstHtbOKIy3GoWluVC6c1zZuMRABc5mbHC89SBQBcj0m6GoPKYf8ARzbpYJNkc3MdzISNmc8Kw7YoAi8beG5L+AC2tbS4mjdNVtbS5A2XrwZykwYEYnjZhyMAnPHWgCtoOkQrMDF8N9O0japf7efIDxzMuNtqtvu4IJBJZOO3OKAIIvDeoCyvo2tP30r3kunxbl/0hL0vs+bOB5mR1Ix3xQBa1nw7dTwWix2qNJFNbX1wGI/0dLRhuKsT1Vcjjk9qAMv+0dTg1K7Ok6F/aKmO2W5jWVUaE7ZsGMSYBB5z8wI4xmgB114S1R7GVXgie9mnTXLi3QgC3BvIjtMpIBNvAgGe+OM9wDo/Fvh1tStZIo5Y42ba8LuMr50EisBMvozKAeOlAHPaLomZU8/4V6Fpu0iaa/zAfJkQcGxEKk5EmMZ2YHvQBW8V6Tq2oCRJ/BFtJMCyaF4gjnQGwUNlHLnDgxtgkAEHtQBY1LQ9Tgu/M/4R6PX4zAmnBmeNWsZ4HYnZHMQMXOQTyTn2oAl8O6br1lFcmPQtNS4e4OoWtgJsI1m8UQ/dTqh5+UjlF55xjqAN8M+Hblbx5v8AhGo9EhaL7Hc2ayIf7RuzKpDtFASo8tQRnO45NAGt4z8P3F7Ch0+OJ7mGWPXdOikOFnuLR87XYf8APVCR6UAZ8cGu3d5by3ugR2MEaz286POrOpukTBKx5HLIBwx65PpQBQTw9qGnTz/ZPCNprNvNI2swXBkjV7K4uANy3Hnfw7xkbc470AbGoaHfzrZ4sLGBo5l1TUooG+S3CQyAi3yozuZ/SgDqqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgBKAFoAKACgAoAKAEoAWgAoAKACgAoAKACgCla6PbQySvAjCSUrPeMT99oYlUbV9lUUAXKAFoAKACgAoAKACgAoASgBaACgAoAqalpVrdoU1CHzYiVlaPJGXhkDD5lI+66g9frQBboAKAEoAWgAoAKACgBKACgAoAWgAoAKACgBKAFoAKACgAoAKACgAoASgBaAEoAKAFoASgAoAKAFoAKACgAoAKAEoAjN1CG2meISY8xYcjLJ6hPSgCWgAoArx2Fujs0VvGsr7UuZgOZlhBwHb/YycUAWKACgAoAKACgAoAKACgBjyKv33VcnYuT95j2H1oABIpJCupI++oP3M/3h70APoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAwdb8V/ZZEjsNMudRvHBuY7GEqPLtYzy880hAADYAyeTwKAKNj8SrKeG4kGk61ALfP9o2k8aiQbEydke8/dXnkigC1pfjCS5QvJ4f1S0tvL/tO2uJzHm7jK5wsUbtg7eeSKAJ7jxfaRWf2mSG6Nv5a6oIgBv8mZQQNu7GQD/ex70ARax4xS1mWKDStQvbl0a9tYYAuJPLcDEkrsAOuckgfUkAgEmjeLYLpJDc289hLETHq1pcdbAhM5dhwQ8eGBBIxQBnW/xERijXmh6paWMhEGn6xOF2zNIeDPCGLKJz90soByM4zQB1UshUEiN3wC4ResmB0QHufrQBht4504WX2nM5tdn2pkAG9SDgqUJxuST5fvYz3oA3IpCwBMbpkByjdY8jo4HcfWgDmNX8b3dnvaXwjrL2ceftmoK0Xyxp1aC38zJVV5zgd8jigCfVvGiwNEml6Xd6lcSqb21t4Sq7bWMDLTSylQAcjHqeKALU3imGC2Muq2d5ZAZSSzlAL+cshULEqMQTOw+XDEHINAFLTfGskkqR6voGpaZJIDLphnKMLwRrkgvEzYZUycHHFAC3/jORJWTSNA1HUzHg6rLblALJnAO1DKy7m2c4B44z1oAdd3kL3Np5s2t20rJNdwWSsBHMqxJkavDk5MO8bcZwc0AM1fxZqNsz/Z/B+qXUCDzbi9WSJQ6hck28bvk7V9gc8YoAmn8bWYto5rWK4uBLtj0u0QDfeXNwOEAJwCuDnnAAJ7UAY2l+I7651JUvtL1LTtttJLLZTFSssrXMOGgljYg4XjrkHI+oBd1Tx1c2hdrzwpqqWKN5V1qhaP5I1fG9LUOWK9/u5x2oAu614qlt5Vi03RLvUblkbUDDG6KIrWJ1BLyysOd7AYGaANPTL6W4jVrjT7mzc5EtpPjdAysRyUJGGxkc8j0oAp6xrd9bkDTPDl/qLEea7RvGqwqD/HLK45JxxjpQAeHfEsWoxs0dtcW8iO2nX9pNjdaXcOMqxUkHqCCDyKAKGrzyjULMLLIEKXTyxAnEjIsOC6/7GTigA1bxfqNsXMHg3Vrm3jy9xeK8Q3rGuSbaBnyQF6cAk8AUAJrPxAtrVbdrfT72/FwQmnpb43P5keV+VyOGyO4x1oAs33ip7SAvquk3Ucm4Wdrp8TK7300jYUW+0/x9exAoArWfjeVrlINR8P39lOyvdo8jKUaKED/VTITkknkcEd+ooAZP49YmQ6XoV9fW0TfZb6+jZQPMjPz/AGWJyC32YdcYyeBmgDpLK/guEV7KZZYmAuLeUf8ALSNxwQD6igDnJvHM5uJodK8O397NFtNw6sipsmgDD99IRyxIAHU9eAKAMTxh4qW7sI5NMluIN08VpdRHhraSO5AZJwO6OPx7cUAdfqerX8Tqun6DcXgIMk1wJEVbbHQMXOSX9gaAKmneLZLuB3sNGuXuY3bTbvSWdA0d3AwyonJ28Kcg7sEUAV9I8aXlxcmG98M3VlIqfbbiRpomEEbHA8zymPMpBwOvfpQBWm+IVzh3sPDV1d6dGWiuNTSRQZBb/fa0tHALCBgw+8MkcZoA663uY5VVrdw8bATwuP443GQRn1FAHKt46vZXl/sLwzNqFvC7abf3CTIrNdQqCwtLZxz5eR1dc9s0AaOueJ3tnSPTtPa+vJN0tvZhwoSCEDL3M5BwASB0JJ4A60AP0HxL9rLrd2MtldxEJqFk5yIxMDtaCcAArKAcHAPByBQBkeMtVuba4sjaW15ckySxmygP/H07WbgeZuIGIicknoMmgC/ofiu4nmeLWNI/s+7VVv0hEodbq0lYjdDMFX7jjByo9s0AU7rxrqlqQ2seE5LazLrZtdi4RmtvPlChp7ZB0LEdJGPTj0AJ9U8Y3SXBh0PRF1CdUGo3wedYxBDI2AItwYknHoAOMnmgDQbV74wK9roFy87Y36bI6q1sW6+bIxxiP2yfQdqAKei+LLiedodZ0gafdqg1KOFZVdbqzdyN0UihT8jjByooA0da12Cxj33CSyHK21tbxjLXl1M2FSIesrEDqB60AZth4suvPWLX9G/s+Vw0ulusodb4QD5h5gVcMi84wRjoaAMw/ETUpDMdN8IXFxbwPJZXl00yqZzaMcmyiKnOMeq+gyaAOt0/UYLqNHspN8TqLq3fH3o5FyMg+1AGHqfi67EzReHdD/tKeMLNqW6YRraecMqvmsrZaRecbQAOpoAhb4iRNbRyWum3DXEkv9hQaZMwUxamGYFLmU5x5e1ucH2GTigC4NT1qS3lM/h5rW6CkWcEc6sLtyhx5EuF+6fVV59uaAOZ8LalN/YxOp2U/lLbPIJUl+a+iWJ8+W45UgDg80Abdx4k+wx2iabpV1etKBaWMRkAKLDbZzcTP6KOT16nk8EApQ/EHVpJWhi8HP8Ab0H2i7t2uVEcdq+MMl5t5Mmenl/WgDZ0rxTJeWxktNIuDOC9tNpLMoaK7t5CpRpWIHBHqOKAK+neLNRNwsWv+HlsHdWudPminEi3H2YjcJMKpBQMp6EH1oAbN4v1GSSQeHfDn9oRRH7JdXLThPPu1YbksUZTkwA8ksgzkZzQAki2r6lGZLO5W5+zPcJMZOIoROgKPbDIyS+chu3fjAAyTxvfyF20TwzLfWaM1vNfecqm5e3OG+wQMPmEbAjO5QSOKAJtW8ewQQ28mm2cl/HcSR6faLGwBH2qNiDhv7pXBBK47nigBdJ8X3clx5Ou6Kmn3BT+0bLZMHW7hR8EB9q/MhwcYPHNAFSfx5fN5j6J4bN/ZRs1vdX3nhWma2Pzmyt2U7hHyAd67iCB6kAmvvHnzQroGnLfzTR/2vZpLKIwbMBed7gnLBs4CE4yTjFAG7pV3eTJnU9MNlLko9v5iuML3SVOzdsgH1AoAoav4kmhmji0rTlvLpw14Ukk2JaWcRALTzhX6uQAAjH1xQBg+GNakWbUJNatXstjRz3luzBvsqQWC58uReoYAkcAkdQDxQBbi8d3yiF9T8Nta2UzLbQXXnAvZtc42G/tdgwJiQOJG2/xYoA6PWGIgl2kg+W5UjsRGeh9qAMHQbu+i021Ok6Yt9N5ECLbtIEG0wLkvMwP3B/sk0AWdJ8U3Mty8GsaZb2dwqLqduIpt63tpI7KWQlEI8txjlaAK/xGJ+wvteRcvBEzIxB2SX0QOHUg/MpPegDI8Q+FDpETT+EbvUIZIh9rvNOlmd49UtIiSwmSVmwQmSCOnbrmgDZNzYzahEUtHaX7NJfWt8HIH2Z54hta3x/Fuzknj09ACLSPFetX0sgtNAsIbSKZ9JuLue4O68W3kILWkCxHlMZwWAPQHqQAE3izVpnl/wCEb0O1u4IWNldSzSlG1C5iHzJp0ewj9y3GWYAnIHTNAD5fH0T28D6NZvdTXBEOlWbHGJCpLfapMHAtVVt2AenFAFm38QahbxSv4t060s1iBuDc20u5b2JVJ/cowUgrwMEcnpQBFpWr+JJZE/tLw5ZwWr7n3pNmTSwq5H26FlAJlOB8pbB60AZ2la7pOnW11Lb6TNbxrcTR3UETM7ahfCcJmMN0N0+3joKAK1je3djdh/E2hWNs92y6fb38Mxc6fMsXywz71XHm7f4cgtkntgA0ZfFmtzXM8OhaDYOIPL86+up2UXJuYQ22KNIm5AP97A6nrQBs+G9fGoW6SfZWty26Oa3Jz9nmgkZWHmDGdrqecc0AUdX8Q6l54h8OWVjPcBP7Rvprt2VLSB2IUZjViWmYHtwBz1FAGYnxEu/sl1Ld6KtvNbyNYvYtJnzDCkZ+aVR339gfWgDd8R+I2sBDstGm82eLRmx0t1u2I3Of9j9TgUAUtQ8RarJO8XhjT9PlaMK2p3V7IypDLOoKpCI1YklDk8AAY5yaAL3hrxIuow7javbSqzWGoWTEE2N5buQymQdcHv3FAFTV/EeoeeIfDtjZz3AT+0rya6dljs4GfChmjViWmIbAwOBmgBt/4n1C0gjN/pNv9vkkXSbWyilJR7qUnBe42cLsUsflJHTrQAad4k1JJ1h8TWenQTSK11pk9nIzLdCDG5WEiKQ0YIPcEfSgDLg8YeJLrzzo+gaY0cMs2muZ5XDaiLR+PsaIjcsBjk4zwOhoAdrmrwXqadJaE+W9zFcxg9VD2k3De6nigCfSb6G3utSe6fbGjRXU7/3IotOjJOPYCgCM+NdYiiSfUtEtYtPYh50DnztNs52AV7mMjHcFgGyo9cHABu2WvSPdTQ3NusZRY76xkB/4/LW4Ugkj/pnKrD8qAKWm+I9Svbd5NL0+zLmR7bR0mchbm0in277hwCRkBmwFPoPWgBmkeJ757oxalFpjq0R1WwvbNyVljilCsJQw6h2GMEj8eKAMew8b+JJ4JZotE0o28bSKlvvfzL+3s2O4wfKRk7SB1yfTuAdvY38VzGj2xJjdVu4Ce8cqgjP1BoAs0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAI1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxOo6vaWOqbtYuorSGS2WztLuYgJJc21zISrTHgEIwPJGe3NAHJ2dzDe22stZzSeWxe5hkwQZEitifutjiTHp0oA9JhgeSyAhXc5hEUa/wB53g45PqaAPNNa8daQuiCI38IvPJj0aTTCf3kN1AFVvNh6jy8E8gfnxQB1OueItPsNVhOr3sVsj20llFNJwoma5jP7x+wIU8nAoApzWMmqLqTaPIzxSxppGmXEZ41Ca0gcnyH7rI8m3PQ84JoAg1bxLYalYJb6PcGW/kEVh9hUHzNImgkTc17EOV+xEE5OBkcGgD06gDyz7A4vDZIkv2YzjxeeDhNLC7ih4HBvwO5x9eAAep0AeHajrdpc2c//AAkfifXYdX2zxT6HDLIqxMjSbVNkqgFPKwSSD8uST6AHW+IR4cMVr/wkWpXWmXCxCfR9XiLKbdtigiOcAjJ4yCDxQBWF5ql5YK8vnaj5F0l9Bdom1td0uwuFO+3hHdlz6ZxxnuAaN54j0/WLi1Tw5dreCOb+2tSuYgdtjBDBIAJXIHM7sAByep6UAM0rxLpujyXMfiG5FnI08mr2c0inGqW97ggwMAcmD7h6ngfQAGhf3STX9g0SyBWiuZ0V1IKq6QH95G3IIHYjI70AchNqVrO1wvjDxN4jtr7zJLS00OwkdS1ofuCytkX5jOpGCcg9+9AEulyC2stMnuYma2hLNqTqCfskN1BIodlAPELkZ7igDet9etbvVAdHlS7UWkqxzIfkuZReRcQ3OMHBGCRkD60AcJrGq2lzYynU/Emvy6wUdr7QxJJttZUY7hJp6qAFt0BOSOAM56UAdl4gutACwDXtWvdJvhCs2n6vHvUxbwMqZwMHLDJU549M0Ab/AIG1W/urYNqsrzPvkit7xo9h1G0SU7X8jC481MfwigDnfE2r263rp4n8SappNmI0l0gW8jRi/nLPvL3CckxfKMZxjkjPNAF34YCMJdfZ5tQlT7VIYpbzd5kiG3h5n8wA8j1GcdaANDWf+QlZf9c7v/0GCgDiLvVra4WYeI/EPiSLVN01tHoVpJIoMcbMFFrZw/eVo8Ek5zyScUAbNjArro3mR7lCB+ezrpLEc+xGaANvx85hSCV4pXhguE1PUjGMmCzEUilgg6iMuCcZOMntQBl/8JZp2oana/2PcNcIsVxI9yqnZIZfL4hkPUpsOcdOKAGaD4ustHheHWzLFdxyTNZ2gVi2sRT3DupsgoOfOD46nB64oA6bwVpE9nZQR3qbZVjVbiP/AJ5SMMkEj+4TigDmLbxtpWn6hfjWbp7YFoJ1uGRinNinDSKDgnBwDjPbNAGJqGnXTaeX+zXf76+/ty3t2U7re0nvON0eAQGUbvx/AAG9r+sWkd7IvirW9VsLURxvoiQSSxreTOX3kzQYJaM7cAt9AaAK3hLVBp1ney/Z9ZmUXD3Nkl2rGW9EkEIXzARn94xAyRkD73Q0AaXgXUtOXcrXslzqcpOo61ciCULNcY6QzugG22X5VG73AyTQBj6b4qttPsTbXttfHUY1bRodNSNi2puxIV7M45WQMDnPH5ZAO+8O6bLa2sEdzsMkcUdlOVPBkhiUHYfTI9KAOA8T6hpEckreH7/VdM1sExRWUcb/APFQXMfAElkylWWb+8BkD5icUAXPFtkVuLeXXp9UsrbyW0+/vNPkdTp94zI3+lPDk7HwwzkqCMsRwaANTwZpmiF5JdDvdYvWYLZy6hePIwuUTn/RppRyEPoSKAG+NtSjtLiykuYbp4UklFy8KFjCs1oygsiAnCsw7E+maAK73lxe3U03hyOR/KtX0uxmkRgt3qlxJuAjDgZEOxc9Qc/mAcXe2mmTWkLBfElzq5MEupGUznypo54w/wBtikO0Kh4HGemOMmgDt/F1t4enm/4mkmq6feogey1i2SQEREniC4RSDsY8g568d6AMye+1aW0sv+Emn1KCB3a38RSwKyvPbBZPL+0iLLKLram7BGMkMRQBD4T02yTVmbQbPU1szatbpc3HmEXF1Hdpn7NJOScAYHpnOOOaAOg+JOiT3VshtheN5U0WsTxWpIkmtoGO77Ky/wASKxYY5yOOcUAUtB0/QpbmNrDVfFN/Mite273bzMlmssZX9554ADOrHj73qKALfh+1m+zXgMEu4z3hhTBzKJJnxsX/AG+3rQBd+HULpp1uJo3RhGA6MMFTuP3lNAHMapplvDf3Da5feJbGGURXenXdhJKqTtDbhWW48gH5k2ZGeoPHbIBcTSfDEFl/pmm63c2U8v8AaM8lwkrSQ3Ug/wBbcOo3KJNo56nPuaALvgi9uDLPHbXWpXunJs/s3ULwHcs7qd0ccrAFliGMEjI6Eng0AY+h3aSaJJFHHc/aY7WSC7tmjcGKWSKUAAMoySVPTP6igDZuLeXztMxFJhfM844P7nOmuP3h7ZPFAC6ZaTf2tcsYJBH5MMQmI4ZyzcK30FAGK638dncfZl1GJft0suoSW24SR6Ub/LtbFef9X6ZOOlAGfYWOktqdk3hPT9aMC/aF1G9nFwUSR7U4Aa6PBHfAAORyewBu6Lq8GhiWLV4NTaQzS6hpYhhkkOqW1y+V8uSNCNxPykErz7EGgDV2yNqcbfZ5kU2kgYsP9W7XcJw5HcD3oAyNF8TR6PE0GrafqbXSPLJYRQQuw1mK7uHZTbSopA37tvzMMEc0AQ2/hi6sLXTYp1keRLhJbzHPkNLDcEgsO0TNj0oA3dVgmbUrQpaSFFiufNuQOAX8rhyOmD69c8d6AOP0+y07TxJH4n/4S/zt8v2WztXuTFqsFxKzKbBLUhczBsEFhznNAHQa9YeGoIYYtW0PVYbVV8zTrqGOVjpEn903MO5gxz7g980AaPgGfUHt2/tKe9nQSPHpF5doVkvtMBG1rlG5y5zjgZGDgUAVdZvhp1+s1/BdtaSQf2VLcwxM/wBiubacsPPWME4nVyB8vUfkAZMenzasmpi2s72387yxpoukKGdo7JACVftI6/l15oAj0yTQrwRR6jp3jOe7ygv7C4kuyLG4iIy92ZJNm2NwD1PUYHagD0HVo2aGQRozMUdERRy7GM8KB6mgDz+9juks9OGoW2qJp6okPii3hSQSRPDaAL58ceG2xzjnA9PxADwrYW51VpdD0nVobE2ptlu7lJQtzd/a0P7gz8gFMYGF6Egd6AOl+IkM72Mn2Szurlw0M621upZ5VivYifKjHooJoAy9a12+1eNoNF0DXLbzR9lvtSvoWjSxtJPvbQ+CxePIAAxk8mgDU/s6RNSjMNpKtutrJZrMFO2OT7VFhfM9SoPGc4oAf4Ms54kn+1W80RN1c3EQkUjzYZLkkMgPZxyD0PagDjX0DRbSaceKNJ19pHmkv9NubU3BXUorptwWJLVsBkYlcEDPXPPABqah4chsFsZtE0TUEt7YyPPpK5aS1tdViO4shLEm3kIJAY98cUAaWrXY12zuU0a1v1BQwWV1cRlF1CcqTi3WXacKwCklQAemcGgDQ0XxgbvyxLoWu20zAtepNbuqac8Y58y5kABDtwNpYnqQBnABy8/hi/nsrpYbKfzxdy6xY275X7akV9uG0t2nQHB6dDQBpajqEurvbpYaVrFuiyprep3F5bvGLSKybIRTKBlppNo+XcAMk0AaWg2c6Xl6ZreZEZ4XtpWUgXCpYxgmFj12sCOO9AFP4a6fcwWzi+tLiBzPNMscqkFo3l4IVgOGFADby4n02/eSTTNSurWeKOJ57SFpDZ3liz8SxxgkCVH64PNAGJZ2F1qVnqa2tnLFPJPKLe1lIDb/ALLAQJDnAMmB/Fgd6ALGu65f6n9kXTvDWuxEXEGpay1xCyrYQwS8jzHAyQecruGOp5oAh1zw3ZxXk8muaDr17DL5c1lPpxmPkPBAqlbiC2Yf3QQSOeg6UAdb4Q0extoT/ZejXunI7tey2t0xLtK+BulLO5BlVQcbuO4zQBmX8tzpt7JL/ZOoXlpNFHBO9ohd7S+snfANugztljfrzyOcUAM16W+njgubHRdQ82CRrw6U4HmXenzI6Hyof7xjYMAcHqDzigBLdZdVvYZhpOp2VvbLKI5LyMo19eXyKMRW7c7YYwSSeCTgDg0AaPgyzniSf7VbzRE3VzcRCRSPNhkuWIZAezjkHoe1AHOaXol+tnpiyafdLIk0dxexFTmziW3n5uF7YJA5xzx1oA1V8P3FxJqSyRSQpOEtbO4cHEok05VJjbH/ACzfIPWgDn9L0+yaJItX+Hety3Q22WoJhjC3lkAul5I4Ugj5gNxOePegDf8AHWk6qSknhm3Mt1tk0GZAQNlrqCcOznP/AB5zKjdORn60AN8V6A0NpBHY2F7d2cTxx6rYW2d17pcETAjygwLZfaSMkn3oAoaDpSLqCS6H4Qm0yzaGTTrp3hEe6YPGwJtR0zjHIBPPHGSAa/hzSbuLTmS5tZEmP2nbAep8+5lK/wDfasDQBreFbSaGzt1uomjkWGK3nibrFLHAoIb/AHSKANigAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDP1mwuriMrp97b20mQ/nTRCQYQ55hLL39+KAK/h7w2tgjb7p7meR21DUbxgAbq4kx0jHACKAABxQBsUAMWFASVjQMcCRwOXC9Nzf7OaAM1tBBuxN9oORE2lC3x1EsyNuL57bcdKANWgAoAKAMay8N+VdTTS3XmtIsdpbw7cfYYLZTkB8nPmuSegxQBs0AFABQAlABQAtABQAUAFABQAUAFABQAUAFABQAUAFADHViDsbaeivj7hPt7UAYeneEjHOZtU1Oe/udpsrR3RVWxtnYEiCJB1dupJJxwOM5AN+gAoAydP8NQW9xcSxyytLOYzcKekS2cO0CMe/JPNAGtQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFACUALQAUAFACUALQAUAFABQAlAC0AFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFACUAFAC0AFACUALQAUAUdP0a3tjIbVXBkkOpXW45zO6KPl9tqigC9QAUAJQAtABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANegB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAYEmrXI1BIhKBAbeTUHiwPmuEuYgCX6/KrHvjnntQBBe/EjRrdyt29+iK32O7vjBJ5VnOWxie6K4+ZuM5I96AOmoAq2WrWtwXFnNvMbmwuxgjyrlFUkfMB0Vh0yKAOX8W+PYbex87R7xzmRbG2lWNjudLra48tl7IrjJAGehyRkA0NV1rzI4mstYudLBmjtGae0fde+Y+PL8iZVI+0MR823AoAji1u5a5vElvBFDFFDPavsB+yPOkxZiMZP3RxnHHHegCxY67FBbQvqGpXWo7wphvoLZ92oGWMsGFlArEboxn7vHegCbTfGOmXbyLZzXXmxAS38M0EqG1WUZHmLKi/fUZHcigCja/EbSpZEUx6rAJD5Gn3VzbyIl9MR92CaRRywzjOKALWs+NLCydUmS+ublh9pjsbOJncW6nG540BwN3HP4d6AKt14mtZjatp3iP7PDK5jhh8gn+2gqn5CzDKbCOpA9KAKfjLxcIwYdIu7oXh2veSWsDyNpFlI3LukSnBK9MketAGk3i3R7S1jlm1ZprQ7LeHUGJYzmVsZmYDsck8DHPA6UAP0zxtp91J5cceowTEG4to7uCSP7dBGRlrUyqMgZHv7UAbbyKoJkdVUfO7seEUDqxPoKAOD8SfE+3WE/2PJfwyl4odOvpIGEepK90gb7FcSLtbdCWPHblfWgDqNa8U2VjtF19plmfItLG2jZ5LkIOTHAgJxGOSeAKAJdF8Q2eoR79NldkybeVHUq1tPGeVniYAgxn2+lAEGteL9PsGRdQe48yQO9jDFGzNdvb7crEiA8tuGKAG6X4y0+7SRrc3UbRZ/tG0njZZLMhc/vYXA++vIoAi0TxxYagV/s231Vo2X7TFevbyCN/YXLLjKn3xnjNAFab4m6JGx86W+WAN9kk1XyJPIScPjBvQuOH4znHvQBtf21bef5JMgn8v8AtNQRw9uJNp2v6o2MjtkUAMi8QWbyTIJSrQhX1CVxhYRNGWH708fKgyfQYzQBlaf8RtKuHRUXUYVkPl6beXELrHqT9haXDgAmVeR69uaAJ9W8cafaS+WYtRu7nb9qktLKF5GggJ6zCMHAY+9AE8njHTEt1mluZEt2wtruRt9zJIcBYbcjJLnoAvPUcc0AZ8njO1uILgxHV9Okjje5me4t3V7SMRE74YpAAdmM4z9aAHWfiW1tLOB9T1W4vC6ILWbyz5mryzoCBDaJk7pAenOO56mgC7onjCwv2dbUXcM6Ya6sbqNkeFJOhMTgcOPrQBjQfFzQpY/MhGqG1yIbjUPs77LOU9riTH8PHIyORzQB0GreIrOyQNeSsdxFvaQxDc17NIeFtol6lv5cmgCHTfF1hcmQIbiCWLEmoW1whVraN1JBKnswB5BNAFfTfHVjdPGLaz1dVkBl0+7lgdUuo0UnKysOBIgyMgZHTrQBuzTxxqWnkVEUGWWRukaIOSx9hQB594g+JSMbRdMh1e3M1xAkM8sRVbuwaYbtrN2kUjjAODmgDp9W8YW1q+yOw1S+uMC5ltbKLcbeBycNMxIA3EHA3ZPYGgDR0rWbS9jWTTbhZYm+ZHH8JHUSKehQ8EHkd6AOI8deJrlLqCGBvE0EREl1ez6bCS9wY0XaLZyrZCFjuwpxxnFAHQx6lcnUXjM7eQLaO9SDsLiS6kBOfdVA60AXIPFNjJa/aI2l+y+W2pFivPkRKSfk9cA0AVJ79HubbZq97GsiSXNvpyqNl8qIuTcuRkGMOuMEfzyAQah8RbGB3WOw1e8SM+Xql5aRbk01sAkTsDnMY64Viv8AFigC9qfi+xtkjZFubwy4GlW9mu5tS3Jn9wBgYEfzElgAO9AFnRddS9QlLLULVlY2s9tdx7XhlVQeVyQQVIIIJB7GgCHXPE9tY7BNBd3E0hMNjY2y7nu3RST5aEjiNRkkkAUAYvhjxY99d3QZruKKNLdRZXKbW0+eQTFhIvqcDnLA9iRQBLbfE3TJSpS11VbRmFtba28WIZpmbAAkJzh34yUC570AdZQByl18SbCJm/4lutS2yMbW81mKHMNrJEcNvfOcQsMEhCo9aAKnjDxBOs1rHZvqohlZprmexAJuoo7dyFt5Tn+IAnHbvQBt6r4otrEqggvr65I82GwtgGkkgjwC7hioAB7lhk9M0APtPFmnywPK0skEUe4aik6kNp7wjJFzF1BVcHvkYIzkUAUtH8dwXjoE0TX7ZXBlsbq4hwl3Gi5ysis2Ay8jcFz2oAzPAfie+unuV1ODUyRczR2jyx4FnZoqbUc9iqnPQ9etAF3Q9ftYLZGu9Zvr1JJm06G9uVAYTNOygSKuBgSKR0/SgDeuNXt4pY45GbzZN72ygdUtlBJY/wCzkfnQBz938TtOiaTbp2s3FvETBqGrW8W6K0lTqGcNk+V3whA70AdVDPHIoaCRXRgJYpF6SI44Kn3FAHDx+MZ7e8vFbT9d1IK8P2e1tE3fYoXskJxvZQN754Dbie1AHRxeKrSW2E9hDe3cJAaOG3jJd2Mm0gQesb5B9MHNAFXSfHFvczeVcaXq2nXJU3sEF6ij7VAjYJgZGYHYT0znvjFAENv8QYJnAs9C8QzwlzYDVIocxeZHIVJ3Bs7UcEZ2YFAF3V/FDWjhYvD+vXzEeeXs4gVjUsRhpnZRnjoCTQAlt4002S2M/myxW67hcrIpD20sT4KywddwfjHftQBz8njW4uL20jGma9poZpXuIbtAov4ks5CNrozA+U4BxkEcHFAGxf8AjqCKV47HSNY1OWMCbUBYopFlvHCytI6/M45AGTQBLc+OdNS3jlt/tN3HIwtNOgt1y95cuT8qRtjBTa2ckYwc0AXNI11rveJdH1axdD5Lx3iAedkdbaWNmBH0Y+9ACa34it7BVNxHcTO7CysrSAAveXEnaJSQOACSSwAHU0ARaR4phu5JI3sr6zuY9slxZ3QUEwy5w0LxswIJBGQxweDQBiW3xYsJYVlXRtdSxYiF9UdECWrFwCZh5mcRucEhCM5wTigDtKAOWtfiBFczMmk6Lq10scp0rVbxVUJYyq+MguwyFbrgEgckdMgE9742ijkkSw0bWNSeIB9QNmqEWryDIX97ImWK84UMfWgBJ/Hlh5MT6Wk+oGc+To9rbgbr2UA5DFyABCAdxJG3BzzxQA+XxkkNtLNqej6taLFlbq1lVd0mwLzbMrkEHdwQ+OtAFu+8SW0CRPIk7pK8VjbbAMiS+YBTICRwCeep9jQBl2mq3C3t7vN3cRxxW89rZRnJLMs5ItoyQN0xAHUZ4yaAMn4UeJby8sk/tG21eaUB5X1O4wV1Am5fiCUuSTGOOQoGMDigDTTx7MskY1PwtrNjbyONPtL2cx8XUh4FzBG7FRI2QDznj1oAt6r4vaGXytL0a91O4Ci+vYoGQCytnYgGSSVl+aQg4A5I544yAZXhbxfF9lnm1e7uVhE85Qzg7re38/CoIjzkZCgYznjrQBoWHjZnkRNX0LUtLMmf7KkudhF4QM7ZDGzbXK87WweuOaAI5vHU3mSDTvC+r38MTfYb+7tzHlLoKDtht5HUnaGXn39qAOqoA5nWfGN7ZFmm8JarJZoDLd6gkkPywpnLR24kyQq89AfUUAWtZ8Ww2gj+z2d3fzTHy9MtLYDNzhM5Z3IAVBjJJ4oAyNe8S6mdPuWHh/VbG5VJI9hdAbceUf3lvco/IgHPB3ZGAO9AEtp4wuoLIS6zol5AV8m3VXkRjfLdPGu9XRj/ABNk5waANzVddjtGhE0Uj+bKNKjK4/dSPE5BcHt8mKAM/VfE+pQOwsvB+rXsa4aa6jeICUFAf9EidwW2jj7o54FAGbrOvpdJYSaZPMsMtxG+M4MkL20x2zKD/CwGRyMigDTvfFsgmeLRtGudRmjUT6hsdFW1MykqpkkI+aVRnGMAdSKAIp/H1otsJbeyvpWZxpMWnYAkTUml2+XcKxwCknB5x3GeKANLSdWvZ2cahodzYldvlSO6st4smf8AUOh/gxzkCgDUoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDlJf+Qsn/XpL/wClkNAHH6tq+qXumS3F/wCKbK1hkjkhXSBAhWMtuAj88nd5jHjOQAf4eKAPTNF/1EX/AFzT/wBFigDnfCl/bwy363dzDC63B1CdZCB5NrcWsO1nJ7Pg0Acsl3E2hBllURmb7QJW4AiOu5y2fagDrvHEislvsdWxeWqNg/dYXS8H6UAUz/x9al/1wg/9E3FADYPFcem6Vasoje4eCCz0q1Y/8fV3Jbrjecj5Y+rHIwPfFAD7V4dHsJnsLm31O8VW1jVrhGz9t1B1yWmCnhQR04wBQBg6+t+PsTXvjuC/SS5tpobGOGJVu1M6ndauvzYj92PvQB0WjywQ6leC9cRzOsF1YGQ/8fFhDbkH7MCekMoYnA78+wBT8W39vcXGnNY3MM8ZuHRJoyCHMaMDtcf3WBFAF7w3eW9vc3y6jcRxXBlGqbpWx5mlm1j2sjN/DDtYHsvQ0AcTfqx05mQr9mk1A32jbRgf2dLe8FUPZzkjgcUAd54jUfbtP4GfMnAPoDYSdD70Aafi2ORrK5EAYuYJUiC9S5gbG0/WgDjfEGtaXJpMP2O8syrG1t9PRSPnkt7mLKwx+sKg5GOO9ADtUtdT/tdvsevWuns9ui2Ek0G8XMcUx3JCWZOUY7iAxODmgDf8G6UIjcOfENlqjySB7uS2jCrb3MUKgjYruMsu0nkH1oAreJNRtbfUbI313BApS6gSSVgAZHEGBuPdqAK8kizXV81i6mFbdNMvmU8S6lGJjgEZ5giYA8gjOMUAanhmCRtMgFodkhto1hZTjbK9qOQw/wBqgDnbTXdGTRdtzPb5W3OnXens2H+3LFtKND1DPNx0B70AT6rbT6fDYz3xUSW4jsNdkOflsryFUckDr5Uu1unv7UAU10m8m0e5dbWQ3dyJddlgTOdlwflVAf7tuFGPwGe4A2W0mvkg874k6KYTJFd6dBDaqrSTxMCqxgTHB46Y4oA19CvIrS+vV1e9iikdo7+xaY7ftFiIQP3DNjIgfKnB4P1oAXxPqVm8ljN58ctgJj5t0p+SNri3dUZ36YWXHOcfnQBtajrWnXEU6WuoWdxIImluII2B2RSIw+cD+9igDkbOaOBNIkvpBHbiH7C0rH5Yb27sY9hk/wB4K659/c0AbEF1HdaqG0y5WWKO2NvqM0WCvnXE6lUkkHfaC3qPxoA5/wAM+W3h19kW1PIu3jjJz5YEs+Mt/s/SgC1r8hhfTXkvhZRBHsW1BkDLaXN1bx7fN3cDzQrDPbPpmgDTtrbTTcSy6l4qtL50t2s9RiQKBBp0j7t0xjOfk2t9M+9AGdo13NpstvHpHia21jTpT9jtLJyGm0y3WFiGhljPKRAAHK8AgCgDoPiJbySadciGNnby2cKO4Tk4HsBQBi+KvFek3CWY03UbWZnubW4t4ImBKQLcLzJGDwF4HPfigCpJBcpqN2B4tbRC/k3lqjRwn+1IEtVUtE86n/UurAgdKAOn8EaTb28Lmy15tVSWWTU2vvlxJPI2G8kJxjzFY8cZ6UARaz/yErL/AK53f/oMFACRf8hZ/wDr0i/9LJqAOM07X7W00KWPVb+BbtI7jRbiyLDfFcSSyKqmEkH7pB6dOaAOmH/H1pv/AFwn/wDRNvQBH4W8R2GnQTLrt9b21xDLNNqXnNhroXFw7K6B8E/aEYYPOentQBm2Gj2JsrNNe1efRL395qOhSJJtazDuTsBYYPlwyKpBAJHHHNAHSeCtevbkTJqF9a35hkFgmsQLhdSzEpO6NcgNCTg4OP6gFfXr2K11G2fVJY47do5tLtJnOBbajK8Z+djwPPjUgc80AZUVymoTaoNBu45maCKxtp4jwbow3A/dyr/dc9Rnn3oAyLKzW7sY01T4kG3jZY9Mn0ryYFa1u0wPKSPYGzBIMDvxnpzQB69QB45oVi32Iw618RRpYUPpOr6TOluptfNLAgySDOLlSSDuyQcg0AdZeaettPpaRztMqeZaJO3WdYdMcZbH98DNAGdr1vdx6pk+KJNIjkgWGyuikZWeW3mbMatOCMruDdic+1AEF7oMclleNp2tNrsjyR3GoyRon786e8RZIo4QAS0K44HJ696AO5s/F+jXBjFjrFlM8g8+zhRgWljVckmPqNo9QPTrQBzXw/vo1kvUuruIXBvZ54rZ3G97YpHgpGTnAQemKAIvD+ifbtJaMNtZjcrbyf8APG5W/lKsP+ucgB6igCfwRqMmqSvcXMBj2xx6BApBGy4QBpsA9R5xVc4x8vFAFHw34u0vTrFo9cu7KO8h822vtLldQ+oXAkY5ihPJF7uBGFIOeM0AdT4K066trK3TUQwmWNY5kY8wkL91s/8APIYHt2oAwdN8TaVaX98NV1axs2LwSxfaHCiVRYx/6t3IB2n0OR3oAxYNTu7W0jawuV06zuLySefUsLnS9Iup3KkK4Kr54AAJyq5Hc8AEmly2R1S3GneLb/WgI5zJLM6OtqzCPiCeJFGXA5GSRxnrQBDLqun2LB/A/i6OUPKsdx4Ukbd58lxcgN9ktmw6FSWbpj8KANXWNaSS7nTW/Gs2hQRiJtNgieNDqCTRklzNMrbsPlcDgY55NAGHakDTZHjmuLq3jvjqd88oO6/0+31BSTcRhRklfmIKj6dqANnX/GGm3N7Yf2JqtndsJW88wMGEMVzbuv711yAXGcAnPtQBY0HXbDS5rxPEWq29nK07a5aG6YL9qsLqNAptnY4OxkZeMkY5oAzbey0V7Ef8JVcPp0E1zLq+hTAlDpnnTOyMku3CnYcjOBzzycUAbvgfW7qZ545dbg1i3i8sWOsxgf6SZ0YlJZI/lJt8Dpzz83NAEHj62kSezmfUryytYnlh1C9gCn7D9sg2q0okVxgP8pJjIAPUUAW/D9vpU9yZbLxbPrFwsZ052zCVgtpZFb79tEgzuX+8fpQBzP8AzLn/AGw/9noA9L02WV4kNwSZCiyTEjGZGQZyo96AOQ+G3/L9/wBf9z/7JQBh2sNvZXd0Nc8canpEjTNrVkoeJYr6yuUXBiFxG25oSCh57DAoAvS6J4Uhs4Uvtd1JIGdtQ0XWZmKvZXTkktHdhFC7iSRuAB9zQBBDPqGo2N9C2oDV0RTBo+swKP8AibsYd2z5OC0LYUkdc+uaAI9V8a6NcQ2EdjqttPObi0H2VD80H2eZM/aY+q7TxyAT2oA6jRv+Qle/9c7T/wBBnoA5vwTrQtNKZNFuLa8v4EuJRZKcsGjupcGWFcn5+CB1PbrmgDIutQ02UWZtfGOp6ndNcWtxfW3m7kjYTrkzW6jCbWOAPlyfWgDqk12x0vULr+37mCzWZYtS067mOBcw2sO1kWQ94XGcZyd3A9QDFjimnsJntdPu5wt82vnTihD31nFfhirQvjloucEE9sUAbOq+JdN1aS1Tw5fw3kgmj1ueWDJ/s6ytdxJuGHQzfcwSD83THBAMbxNqekW8k0vhjxLJp+qqfJutIIJXxBdRMQFfT2HJnIwGXpnOec0AeoW7SlVNxGEcgNNGD/q5COQD/smgDxa71iG5tJv7e8Ta6uslZ7d/D8Ej7YnzIFQWCLgqY8EkgnHORxgA6CK4fTzps2rLN9mFsNHv52BI0i6miiIadgePOKlScYHftgA6LXNfsr+wvDpFx9pRYZrUzxg7ZpPszf8AHtNjDYzjgnmgDK1DUIdT0knw9Kt6UEMkscecmSweJ2UKR97YOmOvFAEOteNtM1GeyXQbg3ii5W6ubmJW22pW3lwsrFesoLHGc4B4oAp32r2kk048S+I/EtndrI9rpWjWEjq1xZLjYbKCIfMboc5JPPHAFACaT/x4aT/13j/9J7igBuo20Fje3J1/xXr2jxTFL7TLmFlCXyJEoKtI0b/Nbtxjj5cEUAakWk+Grewb+0n1m7sZpW1G4vLtG3pcSv8A612jRSqsU3BsKOc55oAd4J1ciWZbHX7zV9LSNbm2v51Ja0uC75jW5AG7YgB6Ejp9QDqvDnia01SBZdNW4ETbljEq4OY3IPHPcdifzoA1qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCI2cG/cbeHzgDbrcbRuWFmBKiTrhmAOM4oAyv+EG8P+Yz/APCO6SZWys8piX96JQc7gR/y1BOeOe9AGwkaqAI0VVHyIijhFA6KB6CgDNv/AAno904fUtF065mX5Y55Y1JCjPBJHRc8ZzjqKALD6JYNEY302zNsc+ZZ7Bscu+TmLGPmc56deetAEUHhvS40RINIsFhjYXVlD5a4tbhM4eIEfeBJ56+9AFr+z7bLH7Jb73Ahu5NozdRoDgTNjkICevrQBWuvDmlToq3ujabPCmEtLeWJStqqrjEMbDAwvHAoALDw5pVrn+y9G0203fJP5ESr5yjtJsAzjJoAitvCGiQn/Q/D2jwnKzbo4EH7yJsg5Vesbcj07UAWNR0LTrzH9raVYXgGTCLiNW8ot12BwfvYoAedIsTszp9mRH89iNi/6E2Otvxxx6YoAi1Hw9pl5j+1tI068IyITcRK3lBuuwuD97FAE0+mWkqhbqxtZYxh4oZEBWJo+hRCP4O3p2oAkks4HZTNbwu65e2lZQTbs6kEwsem5SRx2oAloAy4/CWioWMXh/SELYNwywoPPKuGHmkLztcA89+etAFq/wBIsbpcapp9ndp99YrhFYK3qFcGgB9np9tbqFsLS3t4x9yGFQqpn+6igdaAMjWPCkV7cQvepazW8aTW9xaTKGF012YsZRuMJsJ59vwANS10qygTZZWFpBByPssSALh+v7pRj5/pQBPDbxRqFt4o4o1AhhiQACGNBwI0HZRQBRPhrSTL5jaLphuc+Z9uMS794HXz8ZyB70AU/F2hXGoW7RWk0MQcpFeSvn5LMSgt5QAPLICB0+ooA20jVQBGiqo+REUcIoHRQPQUAULbw1pMMhez0XTIZzkyXccSh3Mh53SqM/OevPNAEmo6Fp15j+1tKsLwDJhFxGreUW67A4P3sUAWHs4GXbJbwtFjyTAVG0xgdDGe2PagCtZaBptsrLp2k6fbRt/x8RQRqon4/wCWqKBnigCaTTrV49k1nbPBjyDaMoKGJR08ojGAPagBLHTLS1Xbptja2sf3xDAgVQzdwigdaAHQ6fbRpsgtLeOHlPs6KAu1ycjywMfMSe1ADprOCRdtxbwyRn5GhdQVZR2KH0oAisdKsrVdum2Fpax9fKgQKMn/AGFA70AMs9C063ZmsNKsLeRuJ5oY1Uzgf89HUDOKALtAFG20DTYc/Y9J0+Ek/aJDFGo8yYH7zbR1B79aAHahomn3YA1XTLG7UfPElxGrCNiOqBweooAtJGqgCNFVR8iIo4RQOigegoARoUJBaNCwyI3I5QN12t/tYoAPJTOfLTfjyzJjkoD0LegNAFWbQtOkctPpVhJKQI3uHjUs6L0DSEZwv1oAzU8MzteedeXyPEiGx0XT0TAsxME3NLJnkyFcYwABjvQBrzadayEG4s7aRxwkjqCUAP8ACxHY0ALd6fbXC7b60t7iP+KKZQQ2QeqMD1BNADrazghXFpbwwoPuxRqAF+iigBZ7WGUYuYIpV6lHAIyP9k+lACQ2cEf/AB728MfRDsUDKr0Bx/dyaAGDTrUNuWzthL188KN2SP7+O496ALFAFeTTrV2DS2ds8gwUmZRlSvTa5H8NAErQoSC8aMw5iYjmMsP4D7igBtxZwSjF1bwzL98JIoIDAdQD7UAOihRABDGiKOERRgKP9lRQBHBp9tESba0t4mP+sdFAL8/xED1oAUWNuG3C1gEvRp9o3MMd3+nvQA+OFEGIY0ReoVRgAsfQepoAVI1X/VoqjlyAOrMck4/2ic0ARvY27MGktYGkHEczKMxgf3XPpmgCagCvNp1rJnz7O2kyRI+9Qd7qMAtkdVXigCWWFHBE0aOp4dGGQw/2lNAEcWn20ePItLePGfL2KB5e/rswP4sCgBRY24bcLWAS9Gn2jcwx3f6e9ABPY28uPtNrBKRzEXUHyyf7hPrigCRY1X7iKufnbA+8x7n60ARQ6fbRj/R7S3jAPnKqKBtkK4yAB1K8UAOns4JcfabeGXHzx71B2N6rmgB7xqwIkRWU/I6MOHUjowPqKAEht4oxi3ijjQfdjQABcnso9TQArxqwIkRWU/I6MOHUjowPqKAGwWsMQxbQRRL1CIABk/7I9aAJKACgAoAins4JcfabeGXHzx71B2N6rmgB0sKOCJo0dTw6MMhh/tKaAFSNVAEaKqj5ERRwigdFA9BQA2O1hQkxQRIzczOoAMpH/PRh6UASUAMSFFz5caLk+ZIVH+scjq2O5AoAI7eJSTFFGpPzysoH71vVyKAH0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1ulADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5LxB4p1WK6ig0Kx02SSRHvmmu3YKiwkcDy1br9KANTSJdey3/CRQaHFGBuia0kcncDz5vmIvAHvQA6w8Y6JdSFNO13TZ5hlTbxyKWYqOfLXPO0emaAM3TPHtlNd3EM2o6WjRulpp8YkG68d4QWAUtyYZcqQBkYweaANXVfFej2JUavrNhau2BFHM4BYMTztJ6ZHXp6mgC1favZ2sZfUL23ghHzPcSMAAD0wx/vdvXtQBHpWvaffLu0jUbW6j+4zwsD5b46SAdDj1waAOf8AHfjn+y0iFrc6WlzLKljH9rb5bS3lJzJPGGU7YscnIA70AWU8RXSzWiSS6dcCaOW9ubu3B2yG3SMg2WWPyyb+5OR0oA6CG8gk3fZ7iGUqfs9wEYHyJgAdsoHQgEHB5oAzNQ1eVlhbQ9Q0No3lSGSW4c4vLNg24aa8Z5kIHHUdc0AS6v4p0mw2/wBs6tZ2hb5YFlYAyY/ur6L69B3oAsTavZRxmSe/tUtwPNN2XG3Ye/mZxyfegCDR/E+lagCdF1S0uwuBMImBMO7OPMTqN2DjI57UAXbm7hhVmu544o1Blmmc4ESKOrsfQUAc1b/ECyurmBNCvbG7hkEz3cyHJt3tFjwAM8b956j6UAaWqeM9EsnCatrdhayt8yRSuAQpPVx2BPc4FAGurA/dII6qR3B9D70AZmseK9J0/H9taraWu7iFZG5lx/cTrhfpigDL8X+OINPtDLY3emSu21dL82T5LtppFGUKHJESncdvYfjQBoafrECWwk1HxBpl3GAWn1eLascwEhGVw7D5Tx988/lQBPpHiXS9QUnRtTtbtR8kpibPlE/89F7bvpQBWuPHGgwzeVda7p8Vzwht3cAq7DgMT3Ye+aAMS8+JVrb6l9nvb3T4YPJWYyvkMuqzTDCF84w0JB+7+NAGtHq1zHcXJ1HU9K+xRol0kKZ8zT1MZLNenph9pIxnp2wcgGreatZ28ZkvLuGOAYc3BPGJCANrD++SMevagCrrHivSdPx/bWq2lru4hWRuZcf3E64X6YoAu2d/b3CBrC5hnib54Z4yCJBn+Fh6GgCprHifS9PAOtanbWqsfLhMh/1rAfwL/sigB1p4i0yeLzbXVLN7YZeS8DjbEE6+Y56bO+cUARaV4s0m9YjStTt53AFw0SnnyX6MFOOD69KANRmA+8QB1YnsB6n2oAyNO8aaJdsF03WbOaQ5eGNW/wCPhYycmDPXZg9M0ART+PfD8blJtesFkVhbTru4t52YjbO44B3AjkjHegA1HWriK8t44vL8qRZ57nI53Wojxsb/AIGc8UASaj420S0crqOs2kEgAkmjY/6hZDx5xHTcfUigC+uqWjOES6iaVk+3wxg/6y2VgNykdssKAM/XPESQwXTafPC9xBG9zJEefInW3LKJl4+8MHrQAr+KbG2t45dav4IEdUxKek080ecRKuclhnoDQBNovijTdQUnSL1Zgp8q4Qqytbv/ANNoZACN3bKjPagChF8R/Djsixa5bMzkRW7gNteVxwrT4wGcdAWBPpQB0VAGFqnjzQ7KTZqerRQycGVdrEWokPH2qVQQu/tuK57UAW9V8T6ZYhTquowW6sfLtmb/AJbNj+DHtQAmi+KNN1BSdIvVmCnyrhCrK1u//TaGQAjd2yoz2oAzPHPiifTIFktjAP3sVtO0vRbeSUbuc8ZXv2oAvaV4z0e+cppepRzSgfaWjAYb4CcboSwGVJI5BI96AK1/8RfD9rIUvdXjjkUiK4O1ytq7Y4uLhVIGcjqwoAvav4o02xVTqd6sYb5bZFVma5IH/LGGMEnaOTgHHegB+neIdOuovMsL+GS35Z7g8CER9fOD4xs75Ax3oAq6R420a+YrpeorLJjzhGysvnRA/eg8xRkcjkZFAGvLMiAmVgqgGSRj/Cqjv9BQBh6f8QdBupAllqqtK3z2qOjqLsAZ/wBGldQGwOeCaANbULloo3aMKWVWnQN0LIpPzAe9AHP+H/GUZsIZ/EN1FEXUebIFOHnkY4Ecag8t7CgDU0bxXpmobv7KvfMZcefC6MrRBuheGVVOGx1xigC3qWrWlnGX1O6jghXHnTv0j3sAM/ViBQBiR/Ezw427GsxqVHmvG6ODKhbANtGygtvbgbQ2T0oA1NH8RaffoW0m7EyAmCUFWVoZF7SwuAQceoHqKAKNt8QdBmlEdvq0bSE/Z4W2tsuJh/DBdldpJIPAck9qAJLbU5GvJYzqdq6rGlwunqh32xkY/NJN0IfHTOR36igCu/xJ8OrIUk1qEOG+ySSFW2RXA/hkvNu0Eehf260AX9X8VaXYFRq1+kDOGe1Qgk3AgAyIlUHJAI46nsDQBa03Vbe7jD2LyNE2fLZ0ZSdjEHMUgB6g9QKAMuy1WTz7r7Vq0MsEfl7LRYyDpX+j7m82XHzecCGGCcdKAILX4meHJ3RbbWFZnIhtHMbhLiWQcLHcsoXJPGN2c8deKAMnxn43Nvcww22sTafu33OoXaWzSFFjVdqxAowxKWOSASMc4zQB0+r+KdNsSo1G6dXfItoIo3d5gg5KwRKxwg6nGKAEPizSvs5nGoRtaAGWW6QE7FU4O6NQTlTwRjIoAr2/jvRZVka3v3eOJDfXk4ik2rbIpJaGUphhtGflLZ7UAVIPil4akAI1Zo1ZWurWSaGVBeRQ9fsryooYqeykn0FAGjpHi7S75mXTrqRpUw9zbyxujRpJ0PlTKpwfpigCtL8QdDjbE97PH8ws3uHglEaTydA94U2jPu9AF/VvEVhYhTqVyY9zC2tYkVma6mbtBBGGJP0U0AY2p+LbW5tJH0LxAtkyuli17JAxNjcNOg2z2Uig/vd23lRjOfegC94l8Uw6enAMt04ZdKslR2N7PGv/ADzhVjhMjJ28fiKAKfhnXLRbMvc+IJ78Rh5NYvpUIa3mhXLiS1CgjyR/Dtzj1oAntfiJoMzIINSb94fs9jM8UipezD+G3u3QKSfQMSegoA6GgDlH+Kvh5TxfztHu+zXV6sUnl6dNvIAvpyuFLuOM/U8EGgDT1rxfpmntGupTziWTcthbxRO7XbQ4yI0iVuRuHpQA268ZabBAst3JcRo+Etbdo28y4mb+CO1xndntj3PHNAD9H8Wafeq5tZZozH8l/BcoyNZNj/lvHIB2B56e/FAFPTPiJo93Iq2cl8fMymm3LwSCPUjEjFvstwygHygpzyPbNADtR8f6VbyOm6+ublMG7srSF3aBHRTucIvTaw5zjt1oAvS+KNLS3E0mowi0IE8d1ziRH6bEAzljxjGc8YzQBX0XxlY3zskMd/b3CgXEtleRMj+Q5wGVHAyC3H8+1AFa6+IukQuwka/ZFY2d7fxwSNFY3KkDbcXaqRkMQDycHrigDMuvGcsWreTK98bUW32gwRW8jbr+S5A3bo0J2rHxnOwHIJzxQBsRamRdT+brLPDHHHcTad5IAsDLvO4XI5PmKh4xxQBauPFWmxW3nvdZtNq3ccyg5ljmxt2RkZzISABgHPBoAi1fxda2bhZLHWLqUj7QY7O3kfy4mYjLui45IPfPtQBd0jWrS+iWTTZjJC2TE5BByjEEMjAHKMCOlAF2gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDznxTpjXOrWyx6lf2R8iV/tFqVDDa44DOrDDfSgDrYPDRSCSKfWdWuxIGia7uGUvAs0eMQvGq/c6jjOe9AHM6VJe6U9tD4h0qwuoQRpPh/XbcAGGUQHAubd8lWmjDAlWIPegC74d061+335NnbbxJCUl2jKFrFD8rY7sSaADwjaW8z3rXkMMtwbiXT73eASLGNVCISc/K0ODjJGSfoADH0nw5d3tjGNIvYYvIuZb7w5PcKWW6tLWeZUE4yDja2BgDAAwKAOj8Ka1LM8yapottY38ZR9TaAgpqCTqdrxy4B+YKeDyPWgDO+JP/Lj/ANf9t/7PQBe1n/kJWX/XO7/9BgoAZ4OuIle+3yxri6eaXJH7qM2sPL+xwaAOY0n/AI8NJ/67x/8ApPcUAdLolrE+oXxuYkeUeRbW7OMmKye1BxED/DJKX6dTnPSgDH0jw417b3Mdhf8A2dEvXutCm2gpam3ljfasAwCq3G8YoA2vD3iG6a5kh8QaLaWuoCNb5r21OU1awSRgCGPI2OThWJPUigB3jhh/oglI8pruGO5U9JAqSFQ595lT6nigCHVrWAaraMkUQlMVzHPIBzJHGItu8+iktj8aAOa8Lw+IblbrytN8K3Ieeay1f7ZI++V4mxsnWONhiJMADd0oA7rwho97ZWkUeqSwSTIDblomJVYVc7QjuAf3cW0dBQByFjN4gbUL7+zrXQJH3RQMl7K4KWQg+XyURX+WTJJ6fMTxQA3U/Dl3YaVJHqQs8+fHPDb27MyWltPqcRCQmQA4jBx0oA1PiJLeB7MWcFpMpuNhguSRHLdeS+z7Q6gn5Gyw4PIHFAEum+H/ABE18s+rpoECCJtMuY7N3LXSs4I8zzI1/wBWw9aAHfDi1tpNPi82CKRmLXOpCQZMuoicljcBv4lkHfkYGOgoAg/5jv8A24f+5CgC3ptvHJqF8s8auhitYpY26SI6T5DD3FAHP2Jlujb2l1vY28rNrG7GZrDSApi85cdLzzIj05wec5FAG/ooQ6leG6JM4WCGwD/waY0OT5Hs1xvz79e1AB4M2Ce+FkuLUXH7gADAu/s6eZsI9JRz7++aALPiHw9eyzRy6BqVtDexq0C2tyMx31rORkTBeR8wHzDPoQaAOY8R+KZ76xy9jFbTR3UWk65aTNmOGWG4TIuLhB9x8rkgd8c0Aa6aP4invLeTWk8OQLF5ob7LLIXuo7iAjaEeNchX2nr2zQBa+JT7dPm3GQJ+7S72Zz9ka6jD5284MRbPtQB0ccNquzyo7ZcDy7IKB+7iwOLcDttA6UAeb6xruranpc0xm8OwWbxyNDZzRszeQm4DN0JQBIXHA8s4bHOeKANkf8fWm/8AXCf/ANE29AE3gtbbF4blIBJ9qnj1F5AMtbo52/aCf4RCRjPGKAJZGQarFgoqm0ljt8dJCt1CcRfRefpQBh3syOutGKRHGzyyynOHj0kAgkd0YEH0NAE2m61fLBp0OkRWaTSW6Xn2+6RmWzhtrVAfIjUrljv/AL4AHXrQBL4dS+TVJxql5plxL9ni82a0Qp522V8G+hLN8+33xtxigDO0zTbdvDpBhUL9mkvSB/FOis2T/wADANAHoelSu8MZlYsxRJJGP8TMg6/U0Aeb+GLPxHIt0IbjwwA1xOmqxXkcjMzM2P3zJIvymLGOPu9OKAL6aJ9mbSo7ueG82GRFn6rL5NjIVMWc/cwMenagDZhUDVpMKB/okRY/3j9rm6/hQBQ+LflfY1+0eX5fnw+dvxjy/N58zPbFAF3XVhN/YeQIi+ZzlMZW0+xN6fw79vtnHtQBh6hrGsX9pPN/aug2ljiazTTLmEsJooGZP9Mut64aZxwAhHTrzQBas9Curq0sH0fV4bXUI7dZLMTqGW8gmt4t4nj64JCcjkfjQBleJ9dvb7S5/PsLS2njnXTNfRDujfyZoyWjK87WDKTnBAyDQBs3Ph7xFcy2zalqfhVFilF9bfZonDzxKhDJA7yNxJET0HYHtQB0nijXW0+1lljiWRkQzxRt0eQDjfjtmgDg/FkGvxvYtq/iHT7hGvIMWlrCU8mSTd/qZy7EqFJHIGc80AeozI7KRDL5bkFY5cZ8pyODtP8AdNAHm/hrXLyCw0+PSvsiTzg2sd1cAlbOOFGYnylIySowBuAz1NAFrSk1CPV9ur6np95ILNm8+CIozIb1MC6i3sPlJOMEd+PUA1PiXCj2EglUMpeCORT/ABK1/F1+ooAi8TWitqOnMYYjhriIyHORmyYgBfTIz6jt3oAoXkExn1Uaerec1vC8IX+O6a1nAIz3OFFAGZZ6D4k1XToUtdR8KwWrJDPatDFIWszblSBvMjDMbrg/L6igDbazmXU7k2jkyvaJNbgceXKJZFADE+q57UAUdKk0g6F/pCoLfyGS/DAZ+3gENkf3jcdO+cd6AJ4bSYXOljUo/wDSFt5/PyP9XdC2gB449SOlAHoFAHD23+u1T/tn/wCmtKAM7UIUGh2+2NB8llIMDo73EGSPdiTQBv6z/wAhKy/653f/AKDBQBHp8iLqtwLp8SNDA2mqx/1lrG8u/wAj2WQjNAHLa55ZttXNkytbl18pkPytdLbReZsx38zr70Adz4xjVbC5EaKqi3mREUcIotm4UD0FAHP63ZwmLTAYI9ont/KUD/ViOzkI2Af3SBQBpSKBqyYUAm0kDn++EvIsbj/s5P50Acb4i1bVr7SJJ7zXrC3ilUyR6aIhgQs+BGlyzglsjrj220AdFBPGt9ZnUJFCtaPb6c8vRtQd4SRCT/E8QPuRxQBb8f3tvLZyi2uYJWWW3guVRgTby/boeJQOhwR1oAe0iJq/+kPtLWgi0/ceJXjumLiH3C7Ce+PYUAYV+0T/ANsNZOjwmAQyPGfla+jsZd2Md1Qpn8jyKANDxLCkelReQgTZ9ja1I627JdQgGJuxUUAd3QB5noeo6b/Y9wLqa3dU+1x6lCGGVeW4lwHGRzKpXHIJ4xQBYstPniu9NN8X8/7LJZ3aN/DNbxQ5z7lmNAGl4hdItRsmvJlSHFxaQs4G2G9kjTGJD3mQMBz2wOvIAxjZTalKVmhMKWpsNekDfLFI8+VE8g4BjjDk8ggH8gCnpUl9pD28dtrVrq2lTN/Z+kBsebp0flMR5M6ZDxxquCTgjIxxQBd0LUbOO/1AT3dtFJuguXV2AP2aOwT5jntHznsO9AHJyQyjT4HsbpLO0F82qWtzIm5dL0uSebY1zDkcLKVP3sDIOeOADqrLw7eNexSar4y028njSRksIbdUee0uQBmQ+ax2o+0j5cZ780AN8A6xZW2nqNRvYLZ4S9rrIncA2t4Jnz9o3HrM2WGeTmgB80ax6yrTTRqpsmt1DHGGivlPU+oagC1o3/ISvf8Arna/+gz0Ac5Y2svnpZA5hhnfXZgM4OixbXiVs+lzIq4/2D24oA1b/WL+e6nT/hK4NEhh8sQfJEWvlnh3FnNwDwpO0YHY5oAf8LpxJbSML77WDcTyi927ftweY/P5QxjzeuMcUAdtQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1qAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBh614I0jUHVtVs5ZJVBhglSWRDHG55GYnXqaAG2HgXR7YOLa0nKSKbO8jmmlcTQOORtldvvA9sUAM03wDpNq6tCl7KyZXTkuZpHXTFcAH7HHKxA3AdcZ96ALLeE7H7R50f2uKchUuhDKyrfeSCFN5ChAYxKcDIPFAFbWPAOlXshe6ju4pCBb3j20rp/aNuh+7eCMjIH5+9AFm98I6VOkazWOxIsPpwgdkNkVXH7iSFlIwPegCfSvDtjZbv7PgdWc+ddzyOzvcuowPOuJWYnaOmWwO1AD9S0KyvPL/tG383y5F1Wz+YjybuDOG+UjO3J4OR6igB82lWskiSTQ7pow8VpLk/ukudu75QcfPtHUHHagDL1LwHo127te2lxvkAt7/yZ5UF9GgwBcxxOoOF45B44oAz7vwtL5lrFpOnpbafbsNX+1s+cyRpIoihiJJyd+SScAdMnigDX1Pwfpd4+69tZRLt+ytcQSyI0sB/hlkhZSRyeCSKAC48HaRLAsMumRfZUw1tboSPs7x9DHIhBBBzznPqaAH6X4V06zd3srebznwl1dTyyO8yRjgGaZmOF+uKALWp6PZ3kZTU7ZJ4W4kjbPUHgowwQVPIIII7UAZ1l4I0i3lWS2s5TcKDBHdyyyO3lSAcPJK7ZAA4znH8OMmgBl/4D0a5d2ubS4V3AivjBPKgvVUf8vMcLqDx6gmgDatrSGFVW0gjijUCKGFBgRIo6Io9BQBl6n4M0m8kEl5aSi4Cm2S7glkjYwP8AwvJC6kj6k0APHhTSxAIVsVFoNrpbBm+/FKGBaQHOfNGTk5J655oAtano9peRlNTtknhbiSNs9QeqMMEFT0III7UAVNL8I6XZuz2VrJ57AW0l3PI7uYE6Ks0zMQBxwCB+VAFS6+HegTSmSfS8ylhdzBZJAs06Y+aW2VgpOQDkryeTQBa1Lwhpd3Kkl/Zs86fJbzo7qQm8HEgjYZG4ZwQRQBdh0m1jkeSGHbNIEiu5cn96ltu2/KTj5Nx6AZ70ARwaFYxTPLBZxpcyBYry5GczpAMDIP8AdHoBnjPQUAVtY8H6VfkHU7EvIo8qOeN3RhGT0M0TKcZ5wTjNAF3TtJtLRAmm2scEQ+5Enqx5LE92PUk5PegClrXg/StQKnVbIyOuVgnR3Ro1fqPNiZTg+mcUAWLfw7p0UPlQafbrakGJ7UjIlWTr5gPXeTznJPegCjo/gLRLB9+m6eyy4+zpNJJI5iiPaEys2M+2KANuWFHBE0aOhBjljYZEiMOQ6nswoAxNJ8BaHYvv0zTFjkGUhZndvsqydRapIxC7v9kD06UAV7j4Z+HJWZrjRo3Lnzp4i77HlY8kWu7aCx7hQfzNAG3/AGTabkb7LHvjBt7J/wDn2ilAyE/3gooAzNU8B6Jeyb9S0tJJOFlYMwF0sZ4F3GjAMF/2g3HHSgC3q/hfTb5VGp2SyBfmtnVmVrYkf8sZoyCNw4OCM96AIrLwfo9tHIllpdvFDJlL6Fc4ug6kHzMn+JTQAmoeDNHuo0S902Noo8JYBSymyWNQAIJkII+UAcNz3oAk0vwrpVkSdL02CByPJllXOZk3k/vXJJJLEnJJNAE8eh2KQ+VHZxLa7TZm1HQwOCCMejAmgC3FCiACJQqgCONR/Cqjt9BQBi6n4D0O8k36lpMUs2BHI+5gLlF6C6jQgMF/2g1AGm2k2ZMZ+yQgxZ/s/Ax9jDRlf3Kj/YOKAFGnW4kLiBPPKizafu0CMSAfYMSaAI9V0Oxvk2atZxXMWRIYX6Fl6flQBU0fwdpGnknSdOSFyPKaQszFYgfuxM5OFB7DC+1AEbeBNBZ2Z9Es2dibi5JHE80gOWkj6ZOTzjPfrQBJdeDdFmWMXOkWjiMCCwbHNpFGuAIpRzgD3oAs2Wg6fbxlLLTrWKA5863VRicyDnzh33jrnOe9AFTT/BGh2rq1ho9rFKoMVtLgk2yOOfI3E43DjjFAGrc2kMyst3BHLGwMU0LjIlRh0dT6igDEsvh34etyDa6JbKwZbiF2yTBJC5I8lnJwEc5AGB7UAdBQBkz+EdIlhWKfSrZ7ZCJLW2I4t3TODH7qCe9AC6d4U0m0bdpul20EmGhMyDl0mcE+Y/fe4B5yaALt7p1vcoVvoEljJEjRt0LROCP++XANABNp1vI6NPAjyITJaSHrA0iEHZ/vISKACLTrdHZ4oEWVwsdzMOsywZxu/wBzcaAMoeA9BEm/+wrHzdxvgxXgXLfxCM8ZPrjPegCLStCvxdSz6vJZqzIul2FrbkkQWcLsc3ErquWkZuygDpz1oAlfwHoDTebJoOntc5+0G4KDJmH8RU8ZzznGc89aANWXTrd3V5YEaVA0dtMesKz4zt/39ooAsUAVV0m0BkK2sYaXH29v+frbGFHmfRBigBj6HYtEI5LOI26hI4rY9I1tiCuB/wBMyooAll063d1eWBGlQNHbTHrCs+M7f9/aKAK2r+GtL1BQNZ0y1u1HzxCVc+UT/wA827bvrQAv/CPad5HkjT7cWmPs/wBjAwvl56YHqaALlxbRSqy3MSSRsDBPEw4ljcYIcejCgCGTS7RwgltYmEZE9kCP+PaSNSAY/dVJFADzYW5kDm3j84KbRJ8ciCRgSN3oWUGgDHPw98OF2dvDumNK+4XEjRg+Z53Xg9356DNAGjqGg6fdx7NR061ng42W7qMRlBx5Y7bR6YoAZbeG9Lhi8u10iwjt8iU2ojXa8iEEF0xyQVBycnIzQA/VdB0++Xbq+nWt1H99UmUHy3x1jJ6HHpg0ALa6Fp8MXl2unWkdtgwNZqg2yRuORJHjnzM85znvQBNLp9tIm2e0t5IuMW7qCo8ogjEZGP3bAEccdqAJ6AOS0D4b6bAkZ1fS9LubtGkuI7zYCV8+5dh8zAZ8oMMZHB6UAdQ9nAzK0lvC0i5S3mZRugWXGRE56eZgZ9e9AEd9plpdIV1Kzt7mI/6yCZQQxB7q3900AM0/RLC0TZpmn2ttD3giUAOSMZcDqWA5JyT3oAqWHg3Q7V9+m6BpdtN2miiUGMFcfuyBxuHXGM96AM9Ph/p0lxcS6xpmlX3mtHJbCeFWNqkFuqkbnB+8y54oA6L7HBs2/Z4fJx9n+z7Rt8nbjb5fTG3jGMUAVdO8PaZZ5/snSNOsycCY28Sr5oXpvKAfdzQA2fw1pMsnmXOi6ZLccEXjxKXBQcYmIz8o96AJbzRNPuGVr/TLG4kT57WWaNWNs2RzC7A45A6UATpZwKzNHbwrI2EuJlUbp1izgSuOvl5OPTtQACzg37hbw+cQLdrjaNzQqxIUydcKxJxnFAFW/wDD2mXRB1PSNOunXiGSeJWMIz/yzZwe9AFqCzgiz9lt4YgSbiURqB5s0hyWcDu55J6nvQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA15FUEyOqqPnd2PCKB1Yn0FAAGB+6QR1UjuD6H3oAdQBmaVqd5O0ovtHls1SQ2tnKzg/2lAvR0A6B/Tn69cAGhFcRPnyZY3wTDJtIPlyL1D47rQBl6D4jjvxL5UPlmKaTRpVznc9o2MngffGDjmgDUNxEGAaWMOfnSIkZdR3VfagAeRVBMjqqj53djwijuxPoKABJFYAxurKfnR1PDqR1Uj1FAGb4c14ahbxyrbmESL56wk58sEnq2B/KgDQW5hLFUniaQcyxAjMYb++nuKAJaAIlvICxVbiEyD55IQw3IvHLJ+IoAloAyvD2vDUIRItuYQWkgWMnOBbXDrktgff259unPWgC/b31vN/x6XUEwHDGNgdp9yKAJWYD7xAHViewHqfagDC8K+I7rUoRLPpsFrC482wVZSzSR7m/wCPlPLUA4A6M/vjFAGzHeQMxEVxCzj/AFsSsMxf76igAnvIIsfabiGLPyR72A3t6LmgDI1bxMttcW0RjQmcy7pGJ/cQ2duWJHHdto5IoA2ILqGUZtp4pV6B0IIyP9oelADP7Qtt+37Xb+b/AM++4bumf9XnP3eelAE9ABQBCL63LbRdQGXq0G4blGO6fT2oAkWRTna6kj5JAD9xsA4YfQg0AILiI4xLGckwpyPnkTOQvuuD+VAA0yAgPIiseIlJ5kKj+AewoAjbULZW2vd26yH7sJYbmz6JnvQA+e6hiGbmeKJehdyAMn/aPrQAsUyOAYZEdTyjqchh/ssKAMCfxesd95E8UMcYt/7ckvnfGGNyEC7T/PPP8wDUvNRIhd9NEF0wRp7ZA4C3MsanAM5OAGYYznA70AFpqJMSNqYgtZWQTzwFwRDL5eWCSg4Ii55HGOaALUF1DKM208Uq9A6EEZH+0PSgDFvNau2uY49Ll01UGbjVZpzklQeEsoVcHewBJJBCjBwc4oATU/FsFtcwxSyWqiRZZ55ncD7L9mCYBU/89tx79uKANqW8gjXM9xDGnaV2AB3ejH1oAdHMjgGGRHU8o6nIYf7LCgCK31G1m/49Ly2mI5YRsDtHuAaAKWjaldyxFtXgtLchnUeXIGX7NC5AZpAf4gMnnjvg0AW7HVbK6Xdpt/aXUfTzYHDDI/21J70AWHkVQTI6qo+d3Y8IoHVifQUAZs3iO0NvJLps8N/GivcD7K4b7Q0CE7Y3Unk4xQAzTPEMMlrFNqMttaK8aX87OwCwGaIEjzGxwuaALtpq9jOm+x1CznhGd1zE6lV2dcyKSPl+tAEz3EajMksapxiQkYO48fN/tE0AQ32r2NqAdS1CztQfkjad1XzG9ELEetAFhJFYAxurKfnR1PDqR1Uj1FAEN5qNrbLu1C8traPoZpmCgH3diKAFgvbeVA1rcwSxEeZHcRsCsieqyDjH40AR2Gs2F1n+zNSsroKfLmMEit5L+khQnmgCK68R6VAwF5rOmwOT5KRSyqC0h7KrHqaALVzdwQqWvLiGGMfPLPKwCxL6u7UAUptZWSB30G4068IUvbv5o8t5FX/lpOucAf5x1oAli1Dy4VfWJLS1OxZr5y42W0hUZxM3ZW70AZ1l4rjubry7F7We38hdWjvYmDCdpbh1xGy8YTYe5/DFAGkdd04SeWdVsBcdVs/MXew9oc5/SgBbzW9Ptyft+p2NuQPtDrNIq7IS2NzBiOC3GelADbjX9NhQPdatp8MLATQXMkihZo2xgxyE4IbI70ATWl/bXChrC7t7iM/cnhYMr4/uupNAGD4g8cWtvDIdIv8ATLq4RooJ7USBjbi5ukQ+dGjZG0MfTmgDZ1DXdOtMf2rqthaA8Rm4kVd5/wBkuRQBPHfW7puhuoHix5guFYFSi9/MHGB9aAK+n6/pt3n+ytW0+7x/rfs8it5ef7+wnrQBauLqGJS11PFDGB5k00hAESL3dz2FAFfT9b0+7BOlanY3aj5JXt5FYRsR0coT1FADB4h0wy+WNX043PRrHzV3qcd4M56e1AF+gDB13xhY2sc32fUdNkvI4pL+PTmkXc7W8LN88AOccc8dKALq63bJAsmp3VraRlVmklmcKsTSgcGRiOpOOtADLjxHYi3eW01CxnhVWmW5SRSjtGDwZgcfe460AVPDHi601C3RxqOmvL5cd3q0UDgjTpposkTLuJG1g3U54oAu2HinR7ptuma7pV1JjzDDBMjEIO+xCeBmgDPh8TTtJeK0MO232/ZsZzP5lornzTn+8ccAUATab4otzaQza5e2Fn5kcdzLJI4VFnuIgcRtIfXOOSaANHT9ZsLsE6VqVldoD5cklvIrBHx0ZkJ5xQBVj8X6I7KsXiHR3kbH2eFZ0LT+Z08pA3O/tjrQBq0AZWoeLdGtJFTUta0+2mb54oZZACV9WyeN3bOM9qALOoa3p9oAdV1OxtFPyRPcSKokYDohcjoKAG6Vr2n3y7tI1G1uo/uM8LA+W+OkgHQ49cGgCp4k12azWI28cTl54dLffn5IrucAlQCOQpOPfrmgCTV/Fuj2GP7Z1ixtWPzpFK4DOhPVYuuM+2KANG3uoZVDWs8U0ZHmQzRkESo3dHHY0Acp4i+IK6deQxXdsPs8imS5vuf9AYyBQZuwUyMASTxmgDX1PXXt7i2jSFGWZpIJZCeYRb2zN8g/2iuKAH6r4t0exZV1fWLG1duYY5nALKT1IPbPc4FAFDxn4vj0u38xLixEhaOO2Sc8XCSToG8pAQT5cRJ4PHU8UAaLeKtJWHzX1exFpyi3pcbJGjYgiOTv8wIGM57UAO0jxLpeoKTo2p2t2o+SUxNnyif+ei9t30oA0aAOIk+INy+oxwabZRvZ7pNP1HUXB+a/gt2bZZuG/wCWO0BsqcHjjuAdvQBxXiv4qaPZwzfYNZspbuMBfs0ZDFHeVVO1MgExbskbuMc9DQB0mr+JdL09QdZ1O1tFPyRGVseaR/zzXvt+lAE+n6raXaB9MvILmE8xzRMCGx7jup/Ed6AM3UdauIry2ji8vypFnnucjndaiPGxv+BnPFACXnj3QLd2W81yyjkXAukJ/wCPYsf+W7DpknuRQBuKwP3SCOqkdwfQ+9AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHAeJXNzqKRXuiXWq2qQf2uumxtFte7mnZd11DPIgYRIpA5bBPSgCbw54YkIu4tQ0K6s9Lk2vptjcSRkxCeMiRYRDI+0I4BHzDGflxQBifD68fULknV9SS6e1Q2OgsBgajbyyOpuEJHJkRQmQSOvrQBqWelXV3DqUem3Qt53uZIbeckgRu1rB9515wenANAB4PGn284S98HR6HqXlmBGgH7rV7WNlybaZOCVO0ncC6g4yeaAIvht4T0qFrl7bTFjmW6uNPtpyP9VaRyABbfH8KgY55zmgDmNNsb/ULPzLfwNPcahLu1ODxKk8AdL8uSpgdnDBYGAXbxgDFAHTXGgRahf2v/AAlGnRSSLaNf3NnJtZVvvNjBEoAwQhdu2M8igC/4d0OxiuL23isYPsGIb5bBhlUkvY3DBEPZjGDjsenbABjeHkXT9DMuiWMEN0YDcy3MSDdLKu7DTMBz5GSRnIH0oApW2g6gY4G0TwBcWd2rR3v9ufaIN12HcFzfPv3MLmMtkEmgD1a9vobeN3un2xorXU7/ANyKJSScewFAHkGr2cYt0l0/4d2+lqJILvT9VEiCa3E12nN3CAD+9Bxje+MjIHYA9moA800vVLGDS0Gqacb5ZZ5dJttOGP8AT7q41KXau5yAORnJIxigCG0sJbbULQjwfY6GX86zuTZSoyX8KWrsBLGiJyjjOdn49qAPSL7Tra5QpqFpBcQtxLBKoKybTn5kP90gGgDzLT5W0/QDJodrDDcmESSzxAKzu74LvIByYUJI78cUAJ/wjWoxtbnw98PJdMnjdDNqX2iDN1Z7hvF+0b5bzl65BPpQBt6VoGn6ndXb+IbK1vZEkGiWVtcKGFhYxwIQYYmzgzuxOcZ9OKAKnirwxZPeaXE1ir2SefaC3bkBILRSqybs5BCd85HWgDR022tNO1CdbCGK0tDbR6xcWsSgJHcJNKpaKFRwWjUZwOe+aAOK8TQCSxebSPh3ptnEQurWOtCVBPCDKGEmwR5+brjzen5UAe10AZviK/nt7Wd7PHmpFJdW2Rn99FExGV/3hQBgeHPAeg+Rbv8A2baTzgJqq6rj95dXTru3y3S8nexJ5YigCfw7/wAft/8A9dIP/SCOgDjNG02WbS5Wstv2mG5l13TyR/y8WM+cAf8ATVNy/jzxQB1NjfRarfI9vvNtBCt3bsf473WEBGQD1ith/wCPenUA5XxMsN7bXEul/DnSGhxNIuttJGkwmtXfdKsaxk5SRSf9YC3frQBu6/4e1C5W2mt9M03WUjhK3mjXx/4/HnRDutXdWG/I6sOnTrQB0XhLUNNnhP8AY2lrp6q7Wl3p4RVNneR43CSKPjPI+vWgDmr/AEi0utdX+0LWKdVshdxRyAEect8wBZD/AHNxI9Dz1oArvZQW0OsR6fCkFuqNNbWqfdt3uNLBbyk7B25wOB2oAt6vpltdPpaahbRzxHc0sD9JfL05iPMXuNwHHQ9DxQBJJbpYX8/9ixRW6vaHVb2KNeEvreUhGCdMyLuHTnH1yAZMvhrSV0cTJa2sV6IF1xdZRR5v9qGMPk3Q5y8xx19qANPV9Fsbu+sjq2i6fJI8M8l/HLEp8ySOODAlVwf9SScZzigB+smWTUlT+yotQijthfW1hIyhYLia5ZS4jcHJREAHoCfWgCGDwNqEkV9HFaw6XbzhZdMtQ4ZbW7kQh8BOizELxzjnA7UAW/D11FBcrHq/hKw0u+8torG+sgDFqVnEy7lt3UAgRnacMMj8eQDN0rw9c3+lxrYNZ+Ys8moJFdA+Xd/ZtUkO26C54kx6GgDd8KajbGaVJ/DKaRqG1LnUY0Clb+3G4K9vcJ1CnI5AI6dc0AR+N7aO5ls4r7abSSYtfRN0ujbW7sqy+0kgHHegDQ1bw1p0cFybKxgtnkie3u54FAMirCwHIHVAfSgDm4bxDZ6dFHoVnqVy8Md5p8d2wEdk1pZpmSdirf6rzBgBST2xigCHw3aO1/dxajpFhZq8EY1O0tX3R3kjbxviyi48yNsEbfqTQAyynmvI7a1vJTJNFM1vrjjOJ7PQWUgv14ui0PX1PfmgBJ5tRn1O7CeGNP1hY1t7W0W7lCjT4Z4GJ8gPG+ftDk56dADmgDp/Aei39lA6alaR2qCV5dLskk3iysZcEKJ8DOyQtjjOKAKd7Z213qqrqaRTpFbDUtPtZMER3E9y6s4jPUhFUc5A7c0AM8YaVawQwxWVtHa2s11FZ6pFACBJBcMcqypji6cKp6deaAHazplnZ3dm2j2cNvM8jaZcwwLtF5p/2ZyfPCYB+zMqkZ/CgCt4c8LaVdyX51LS7W4Zrh7CZ5Bkm2W3iOEbtgsTxg/kKAM/TtAv9S0yxa0nt5Zotl+LW7yY9RWJWAW4xnlRjBwcelAFufU7aWy1BV8OR6PdpDI2q2ahP3pmtH2uk8YG4OAQDjPFAE97HHNLpsd7GsluVe9aJxlZry1tF2CQHj5VZ2HuM9qACHToLPUrg6PYQxubRL4wxrxPdCeUf6tf74VRxjP1oA5LStJ1a/01V0vwjppdx9ri117oeab4y5Mn+qBB83P8eR0zQB1r6NBNqkJ1e0t7iYWTGVpACBPHcxjKKeON79B3oAu6/eB50g0rw/o15dLGdUikvuE0y1Zwv7nbG5zNgjAAwBye1AHKWdxfWcOrbLXT7a6TF21rZHKWpmsgd8IYD7wy3KjnNAFzxN4b0lNMga30+zjdDay2UyKMlpJ4gf3nU70Y55OepoA29ZvLm5umj0bw5oV1NEiTXeo6i2BAl2zYSBVjY/Psz1A9ecUAYfh/wzcXtnewTizs5PtTrHFDlord0EL4jVgPkkfORgcHGO1AG34Yv5EuWi1vwvplhqHlm5TULIKU1OxjlAPlPgMAsjD5Wz60Aa3i7w5NqEGy0nt45A6X8InXck720gO26jHVZCOaAOetdblhW6V/C1ppuqJAdR3W20rqcSiQIYZlAOA69GAIoA5y00fWr3T4l07whpiSlI7+01z7WPM+28N5rfu87nkySPM68E0Aew0AeULYafN4fZr+2hkZopNVknwMtqkjMd5f1MuAfbjpxQBflmv2vbNbewsbqMWn26xhupiipfKyAsm2OTLRREAfLnBJyMUAX4PDeowm9e/s9Ht7aaLzBYW0jOEvIImBYhoox++BGflycDNABp+q6fpWkRzXFhEyC2ha5iRRm+klhQASnH/LR2xznGaAM/W7fWIpbA3+laBEv2lIFFkW3WzTRS5VSygbduScEZI6GgC7aM32nVstJjEJCkcAnTR92T1PGR249aAI7HV50tdOisNMsrqeWGOdGuj8llBaWse5yACcjcAAKAJfD6Xqarcf2hBp0TtBFcSizJ23ZWaQBrlWA+YDI78d6AOdh0q0j8O5is4Fbyvt7PgZN15n3t57r2PboOKAPVNMneSKNpm3OUWWRv7zugzwPU0AeYaFp/iO6juxFpnhiTzJ57bUXvHk370cgK6qjjbbrjb8xAHSgDTfw/LC2lRa6be6kRpI5m5KvJbWTlSpYD/VlVxkdqANi0gSPVpvIXYHtoru5UdJp1uZRl19QoxQBJ47+5b/APX3a/8ApUtAEF1q+qXN3LH4fstETyVSDUb+9DEzG5XdshijIONhByTjPY0AN+GaOltIsiW6bbi4t0ggJMdsFuD8toSB8qnOOB9KAG6xpVteaiI9QgWWF7OWCeM/xK15D90+qnkHqDyKAOfsNTukvbO31mUvdwSTRw3BznU9LbT5NkjE92AIbknI560AdF4Nit53vTdwxyXBuJNPvlkAJNjEoCKQc/I0XOOmScelAHOsT/Y7iPf9nFyIdHLHJ/s2PWUC856IOB7dOMUAdn4n1i4iaGPTbSzmuZnMVo90DstDbxMxaQLzmMLwBjPqKAOa0WXVV1ll1u40t5DZiZ/sSMqkR3nHmCRmOV3N3xjHFAHReOb7WIrY/wDCN2dxNcOws2khUFrCBwcvHGWXJjA4+YckZoA4mTV0tJrBLDwZ4mhiiabZFIke+/d7NwSgWTBZiSzElfxoA9J8QTXEdtMbEfvhFJJa84/frEcfNkfxY7igDzzWYNP/AOEdTzI7UqIIpYDx8l86rzGf7xkJz36570AbGsy6uNVH9jRaTI4tQYFvndQu+6bd9k8tW5ICZ46YoA0fCGh6rbS3TavJpKiV0u0s7J2K2lyIQGMhdV5uBtPT+lADtZ/5CVl/1zu//QYKAMm/1nV9QtLh4ZNAtbICa0FtexMzSx2zurG6kEqhSdvA2N70AdL4NYmxtdxJPkQlie5NuvU+9AG3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAI1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBh654TS8dJLbUbywu490drfW+3JimAytxE4IZSQDgjg8igBsfhR/IkjvNe1m4eXP2q/Z1DxeYgBFmqrhRgcALxQA+Lwdp8ckD2qSQPAh0+1EZAE9o6Y23XHIQgMORg8+uQAHhK3VJlgvdSh86T+1LieGTa1vOVQf6NIoGBhB1znkHg0AQ6d4QeKYS6nrmo6lKqtaaf54jAs4JiucLEi5ZtoBJ6+lAD9N8JG1nke11a+EDs1++lHbsS7uANzB9ufnIzjdgHJoAon4fMhI03xNrllZsxup9NgZfkeR8n7HclSyiR8kgN3OMUAbbaHAbgTF5vNEbaWqZG0wyyqxJXGchlHfHtQAW2hwRTyyxvMZJRHBcIxG1FtA+PKAHfec8n2xQBS0Lwbb2ERjS/1C7tiv2SK0uihFtBlsiPYi/6zcc5LHGB2oAg0/wMttsEHiHxCbeMiS009pV2xIh4VpEQMVjGBhpCMcHNAG/dWkUyMt1EskbA288TdJYpFwQ3+8DQByR+F8Tosd54l8QT2ibX0+zd0/0doZAR5sqxgsFwAA2QB05wQAdnQBzb+AbA2ywi4vlRZDqlpdqw8y1uzcM+6J9uPkdiBlTx19aAGxeAYPtMc97rGs3tzHuFq87JtjjmiKkCCKNBgg54UEnqSOKAOmoAyLDwpYwWotykk9qENiyzHmaF858xlA6g9gKAKmn+CxbGPy/EPiCSCPJs9PeVdiIQcLK6IGYRA8BpGFABqXgiGeUyWmraxpszAR3r2LqBf+UODco6MMxLwDgHHB7UAW/+EXti0Ba4vnaDc9q8j7jcNNCyk3cj5J+Vieo59uKAJH8O2zTtLIZWdoho80JI2tbpIx+7jOWLn+LGO1AHOzfCeykh8mXX/EhshlILDzV22yscgBxHkiHsGZwPSgDW1Tw3JcXlrKHiEcAnDqSctJeRoB5agdAA2ckdsZoA3XjVgRIisp+R0YcOpHRgfUUAc1ZfD+3t3Q22s68IEPnWelGYGK3wDgKu3OEzwC5A/AUAP1HwJBPM0lrq+tadK4Ed/wDYpAov/KGAZ1ZW5ReMjBxQBb0Pw3Z6TCyaat00W574RMdzKZTnbEcZO3oMkn1JNAGP8NPDzWNmPOtZbeSR31Oa1kzm1EpwqurdDHCqjGBigB8/wwsJAy/2rr0do+55dJjmxFuuGJO0Bc4ZyTjft9qAL9/4OimEfkavrVk6L9jjmtJQDLCMf6+NlYHp/czQBc0Tw7a2CFbIzvuZry6uJmy93cy9WnkPcgAUAJ/wjlr9q8/M32jyv7Gxn5fs3nbvuY67vegCKbwnZv8Aad7XGLkeRqIBHyqLfZ+444/dj35oAx/EXhN7iSzWD7aIIzILi7hfa9mos2CsJVxz5m3sQe4xmgDZ0Twpb2Jdlur67uHwLq/u2BeVIgcDKhQBHk9FHvmgDKPwv0skBrrVTZhvtcWh+b+4ilV8/LCBnAbnG/b7UAaWveEYL9o2e/1Ozmj3C2ubOTa3l3CgMrkg8PgdsjHBFABq/hC1uyh+06haToDDbahayESJE2MrJI2chiAfmDc80AJD4PtVheOS91ebefNurySd/MkmGOVmUjG3aOFCr2xigBuleDoLaTfPqOq6hMAYLWe+k3GxhkIyLZQFA8zAycFj3OKABvBdj5Aigmv4EV2vreeCQq8FxLKzEpKPVnbggjHagCbRfClvZMzfar68uHxHcahdsGd4Y+iqVAACZPAUZ6nJoAsaxoVpfRlNRiLpkTRupIa2mQ8NbyjkNGehBoAo2fgy2jSVbvUNWv8AzV+xXst5LuL25VhhEUKBwx6IPegBl54FsZY4Vinv7VoF+zaXe274ktYhGFI3kHIkUDOVOaAJNH8GWNlIZIJb6a4ZRaXV1cyFmuURyQZWPdc47DAAFAFi28L2EVxJPDbkXUirb3U2fvRwgY2r7gD8qAK+r+D7a7cPHeahYXIH2Y31kwVprcnO2bcrAgHkZU47UAaOmaVDaRhLZ7l1GWMk8jO0juxJMkshJy7Enrj0oAo654Qs75kaSa8tbmPIs9QtG2vAkg5G4gghvQqRQA1fBlgbdobw3d5ExMtxJdSMzySsfvCU9ChAxjGO1ADNJ8FWtrJ5kl/qt/Pg29tPfS7zYwNjK23A+/gZJyx7k0AaOn6Nb2xkNqHBkc6ldbjnM7oo+X22qKAM0+BrAQRxW82pW6RfLYXFvMyvb5/21PORxyCPagB1t4LsY4pUllvbgzKbfVLyd8yXaNFt+aTAxtTpgADsKAJtT8JWF3GiXKzqIys9hPE5D2ksAwDFKO+OKAGaV4OsbOVpLdryW4ceRd3U8jMbhFckbtx/g6DAAA4oAqH4daYMiGfVYIC32qTTYJ3WLzG67YUIwHYkkAgZ7UAbDaNbmcSkP54Q6apzx5Ekiscr67lFAFPVfCNndyJJJLe29wgNvFdW0hVmhc52ykdRnnBBoAbo3gvTLEyGyglZpQqajJO5Y3piDczlycl9xz60AZzfCzRmULK2pyRKRLYW0k7ldNZHBH2SNjxtxjvxwOtAF/VfBVldybzcanaTkCCa4sp3jNzEhOBP5ZGdhJxkZoAhg+HejRQvFb2s0cDv/aTKsjAwXQC4aCUHIMZQEcnnmgCxo/g6ysnLxz6jdTlfsv2u8maRorcNnbE8hOAzcnHU9aALmsaDaXybb9ZsAi5glidla2uI84aGVCCCmfX60AVtF8JWdizNBLfXEzYjmvLuVncxR9FWVyeFJJxQBnW/wy0iJgbV9VihDfa49LjuJBCk2c/LahsY3846e2OKAOqoA5K7+FWhzGTz478xSFrmaxEziJLqYcvHbA43Z56HB6dsAGtqfhPT7pEWeKaMx/8AIPuYHZZLEhcf6PcKc/MvB5570AGkeFrKyVhALmYufMvZrqRna7JGP3zyE8BeMdKAKmneANLtoXiX7dPauPs0lncTOywQYPFqrH5evbB6HPAoAih+G+lKytPJql06Ot7ZSXVw7mzeAnAgZ2OAT1HfvmgDUj8N2KyTOsL75wsepZY4mWCPaNq54+TjjFAFW+8E6XPHEjQ3EKwgRaTNBK6vp6rHt/c3Ctn7nHJOe9AD9H8G6XYuXsLeXz2UQXd5LI7PeBWJzcO7HJLHr17dAAACxF4b09LfyIrTFpsNgbbc3/HtIpBHmE55BP8AFmgC9DAkahYV2oAIo1/uog45PoKAMLUvAOk3Ts0yXsTPhdRS2mkRdTVAQPtkcTAHaD1xn3oA0B4esAYdtoq+RlNLCkgWitEVwqg8/uzjkGgCYaVaiUyiH/SCgsHmyebaNyQNmccMx7ZoAL/Sba5Ci9h8wK638AyRsubdsqflI+4w+nrQBnah4I0m5kMlzazpOy/Y7ie3mkjNzB6XBgdcj65oAuaRoFhYJs0izS3i3Nc+SpOFklPOwEnAJ7DAHYUASnSbYyiUw/6QENgk2TxbSOCRszjllHbNAEVzoFhNNHLcWiNcxblsbnJBhWZCCDg8hlJ6g47c0AUtT8DaPduz3lnMJWUWt1JBNIn2uFeguRC652++aALl14c06aDyZ7GL7JgQi1TICJEQR5ZQjGwgEYIIoAr3Hg7SpYljurWaWNW+127vLIXhnZydyXhfdksT/H7dKAE0zwXpFnIZLCxK3BVraa8d3Z7iOVwT9olkYknco5JJHQHFAG1QBUudKtZXje4h3SxlpbKTJ/cvNGVPyg87kJHIPtQBboA5eT4XeGX3ebocTKxMjws77I3Yk5t4N2FJJP3VWgDV1nwxpuoBRq1n5u0+bbyKzK0DMMHy5oypG8decHvQBJpGgWNim3SrUQoSZ5BkkyysBzLK5JJIAHJNAEs2l20kiPNAGmQNHay5P7pbgDdgA/x7R1BoAyJvh5oEkjPNo8TSMfPuU3NsnmOPmktQ23cSM52ZzznNAG5a2kMKKtrEscagW8ES9Ioo1wAv+6BQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAJQBT1bVFtInkktrqdUBneG3XLSKv/PJCR0HvQBPa3HmoreTNFuAm8mUYaHeucSp2K96AJqACgAoAz9a1uCwheW9WVokUzyrGMllHZASOT9RQA2XXFS4WI2GoMzIb1bxU/dxrG2CJJs9c47dxQBpUAJQAtAGdpmuQXZlFukymKQ6XcbwPnmjjQ5iwTxhx6H2oA0aACgAoA4uD4t6XLH5ltpXiWW3wZPtkdpIU2Rk5PnAYwhBzzxQB1VhqVtdRq+n3Mc8LDzYJk6SKf8AA/iO9AFqgBKAFoASgDOfXYhcrD5UnmGJtV83jCxxSouPqxagRo0DCgBaAM2/12OCWGN4pGeZnghcYxD5EDMS/wBQuKANGgAoAzn1yIXKw+W5kaN9U8zskcMqLg+7l/0oA0qACgAoAzdC12K/iElvFJGhaSBUfGf9GndcnH94rmgDSoAqapqUdpFJJcLI0caNezKmMtHAhJ8sEjkgeooA5gfFOxTYdW0XxBpkD4EWo3cS+WGfGBLNE748zPGQB70Ab+oazLBLCkek39wshaOW7hXK6aI1zm7bsJD0/wAggGnQAlABQAtACUAZun6zLPLMkmk39usZWOK7mXC6kJFzm0buIz1/yAANk1ic3AjtNNeVAv2jUb522rZq33RF8p3NIQeMjA5J5AIBq0AFAGXe+IIILiGKVG8yYSSWz5GB9jVSQQe7Buw7GgDUoAKACgAoAKAEoAWgDm7fxjNcW8Eul6Fd3SyusTQIwDWVrIW+eUnj5ABkZHXr3oA6SgAoAKAMzxBrqafbySzQvKqL57xKeZAD/CTQBpUALQAUAFABQAUAFACUALQBj6/qeowhBomli7mdxAXkJEdjCASXupADwoGAOpPT0oAfqOvC3mgj+zlzMz24kzj7OLe3Zslcc7tuO3rQA7StTvJ2lF9o8tmqObWzlZwf7SgXo6AdA/pz9euADToAztHv7ydCdS0prFwzQLAXDb4o3IDbgB/rQM0AXopkcAwyI6nlHU5DD/ZYUAPoAyn14C7WH7OSTE+qm4z9wQzIu0Jj+Lfnrxj8gDSNxEGAaWMOfnSIkZdR3VfagB9AEZuoQ20zxCTHmLDkZZPUJ6UAE91DEM3M8US9C7kAZP8AtH1oAfQA2O4iYkRSxsR8kqqR+6b0cCgBsl5ArAS3EKuf9VEzDMv+4poApS6jeLcKiaWrW5Q3Emo+aoMMqN90Wh5OcjkcDPNAFfQvFMF5CrzGG2LvLa28DuMy/Zrl0+TOMl9oPHrQBau7+7SaJbfTVmhff9tvDKo/s/ykBXbbnlvObjj7vU0AZSeLLqaK6Om6dDLLBI+m20LSAC7eGJDmWVsAYLHPPbrQBu/awqBr7y7fgNOHYYgdscGTpw3HvQBn6f4iW4uJo44V2xrDdJdK2RdLeh/uqB/AE9TnNAGiuoWzNtS7t2kH3oQw3Lj1TPagBbi8giGbq4hiX7geRgAWPYE+1AGdomvNdtOGgWMRTNpUeDnzljhjOW+pc0Aa9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxGuWM93qcMZ1XVLe2EEmo3VtbTugu3SZVHmGJh0L56g0AUdM8OXV1PdxXnijxF5UJWz0lop3VrYXkIfdPKpy5h3BRvLDA6UAUL3xtfNp1l51zqPn3DLbX91ZpmU2yAlvsiJ/HKAACBxyR2oAt6BfTRXsa6Jp/jFLCRZI9Rh1KOby9OuEUMrQT3GSDMwYH5sEnpmgDF0zTLi4sLm4n17XftsT3F3pdx9ociyWzydiwMxXbLtwcqcjigDafTrjTls5rfU9TuLiWWGy8QPNMxXUY9RUjJtiSB9nkI2hQMDigDTl00avd3KarcXq2sHlWdraW8rIJp54N5e4MZBJG5QPmwMdOaAMLV9S1RdMu0ttVvjcQ3C6HYaiXIkkha4gI82dcHISTaTnJ6nrQBr+JtBj0qwun0i+1ZZzGvmXcs8jO0sBPzLIzHBfcc4wPQUAS67f2MsNuupDXryd0F2NN012D30YjG43Wx0+VSe7jnpk0AVfhzqrNPeRQ/wBqLbRNE+n298SZLEXUTbkLOScI68fMeOQT1IBu+MLuwCImoNq8juxNtp+nMwk1MQodykoV+Xaecso6ZIoA5zwvqrWlxcJa2+tx2iwLrcGm6kW3WNwS+VtZnLfLIAP4mG7OO9AGPr3hnzdJe4uNV1Q3ksK6tfSCVtlwtyFPltaEldsSnAwARjrQB3Ut5P8A2mii4m8k2slw1vuO1plu4gGMfTKqSM4zQBB4Z1CV4bo315dMFuLqJZdxLW1vDO2BBuz/AKpeg6CgDlxcX13p2nB9b1aCSWaO3vr2GVhJPC0MxIafOfm2jrmgDetdMXS76KPTLm9NpNHKZLGaV3FrcWTId9u0rMQZQ5B5xQBH4C0KGKS7K3GpSMtzJbIZbiRg6fZ4T++iZ8EjPUqW96AOc8R3enyxzTaHF42aVRJe2HiKKRzEjwljtgRpMeXuyOItuM4OKAPU9PuWliRpAoZlWdwvQM6g/KD70AWqAPKPh1rGv2+nxJYeDLm62+bHFdGeJVeX7VJ99GbIEb5B+XtxQBoro99aQ2VrLemAyySvq81oSP3YWWVo7WTggO3y5BBxQBpWmnjS76GPTLi7NpNHLJJZTSM4tbmyKHdbySsxHmq5BGcd6AKfgLw3FPGs+p3mo3Vx5sz2nmTPts0ju5BhYVYA7mBPzAnnHQCgDpPGWsz2NnPJZFRKiGS3Yj7kh6Eqf7pOaAOU8SaBHoluLix1DWpbqJon1B3nkb+3ElmVWFzbuxHzhiRgDBxigCfUfCmnz6upuo7libZr5wssgH2i3uYQCoRhxs6j7p6kZ5oAefD8GoajdLqdxftAkduUs45pEVpZRL8z+Uy8oF9cc0ASzaWuo3skV/Pdixgii8myildftFxdl/muJY2BPlKmBlsd+tAFjwZcSQzXdubi7nigeNrCaclmS3voA2wzMeRbnIGeQMcmgCbxF/x+2H/XSf8A9IJKAMbxC+j3c779B8XapIhFjcS2EjiOxmCA7UHnRjIDAnAb3oApWutX95p1kLu9u1M9x/YepTHKyTWUEk/Ejg5DSrEAxBz1oA1dP0C2stVUWDXIjNrJJ5EkjMIXF3D/AKoyEkb+/OP1oAqaN4bXVbRp729u0vpt99aXQldRozRu2xYY1bAFrgZ4OTndmgDrfCesTXtpDJdJtkeNZp+MbpSvJVfRzyKANmgDzrRNQsYNKH9qG8KPJPYRwWpPmXs0+oygJa7SOZjx1HuQKAKtgDY6jbrpHh3VtJgm86LWI7llZL+WO3LK0RjmkG9CpyeCQec0Adn40/48Lr/rhN/6TtQBDcxwtpzC7EZj+znzt/QRi2/jJ9BQBhWk9wP7I8+SZWZD9rQ5HmONKY/vl9moAi0DwlaXtzeSapJezMtybSziE0ii2WGGNuEjcA7y/cHpQBn3+oLeXtyut+GPEOqQRFNPsLW2A2WimMMWlUyp8074IODgAYNAE5l1ZrKCHU5NUtfNuf7C8+U4nGj/ALxl82RSfmeNApOTx69SAdI2gabokU8ui2skW2JrmS03sUle2RmyY2PV+5zk0AVvDvgawMcMtzJdTX5Cand6osrBryd1yQ5UgbCSQFxtxxigChe67c2h1V7d5GePy5LIHkW8h05MEIeyscnigCnqPhy306yF1p012NQRE1S6v2kYnVt2N63gckbZwT2+U4I6UAaGqeHbXUNVK6qJZoFtUlFiWISaWW6lGZYwRnao/wA4oAsfD+QxNdwxtKYIZzBpyyMWNvbyxg7Q7EnCNnGSTzQBQ8eaRDeajpqXbTCMm5kk8tiC4hgRsb17ORg8jigC7otlb6ZfTRWDyQ2PkR619kZiVsZvNkUm2B6B0UEj1oA43xIbNLdrnQfB+u2xGNR0vxGJBulYy8GeB5S3lzAnqvTHAHQA9poA898HeEtPneeXUIXuZlvLhtPMjMRpvl3R/wCPWPOBvfk8c96AMIXdrqM12da8J+ItUZJ5NJsLm0wV0uGzUAfZt0iYfdlshe45NAGwblpLK2i8XaJqWpX7l/I0sna139jLDffPvAx5RUnc5GSOp5oAl8GK9veyxW+kXulW/kx6j/ZEroyw3TTOC1m0bMMSKBnkZOcjpQBnacxGladtJH7+1GR6G7/qKANnx/oWlS4zoVnfapL/AMS7SPOBO0qMlpsH7lqpLHj270ANvtC0nT7S3tX0u81ZufsWnRPtN/LECXe5JdRsDOSQzFQSAB0oAzvCsr2N1crD4euNJhFumq/2Q8qsrzxvIN8DIWA81Rg47jJFAGXrHhOwl0hri6Ek2oPCNUuNSDsGkkucEq2G+6gO3GNvHTNAHWa5AmoahHb6ktw9mIH1ua2HCX9yJ1UCdhyRCpJxkDOCc0ASaBZx2F7LBp+9bMwx6xbWhJIsJnlkVhb5zxLtBxnAPSgCfxn9+y/6+0/9JZ6AKmoRyHWLfywxAt5nmx2j81R83/AiKAOW8N+CtMu7KaXUI2mug9zLaXYdt+lvFK5H2c54KuN3AOScmgD0jwxezXFpbvdPukeGK6nf+/LLCpJx7k0AchrA0zUZpfsngOTXmQnR7++aWNVt7iMAlLUTSDBiyMlVXnvQBh2Ust9o1j/aFzcMzXENjJOrEMI11BlBSXrlUA5zQB00Ph6x0vULcaBbi0iljnW/tY/uztbGIqSh7qWPPpx65AMHxDp+l6hFcTWHgW7vB+8VdY81Q7S224F7OJ2JxA6nAwM9loA2YbyWdtIe5cvIytczuf45JNJYkk+5NABY6feXMOpJpNz5Fw1xLFazZI8uRrSD+MdM+vagB3hJtJhuAk3g/wDsHUvLMKxxgeXqNojKSYLiPhip25yN46Z60AUNP0S8vdKRdOSKRvPkuJrSRyq6jbRanKWjlkXPEy8dMUAbngufSA8y2Pht9Evfkk1bTWUAMq7gGtQh2lSQeVAz3oAm8XolxLaQ3SlreWVnv4s8XUdnbO4WUd1eQKSO+MUAZun+GdNsdXH9j6fBah7WSSeKEYUul3DykY4GR6ACgDj9NsL/AFKyZx4EkvL+bffweIknhVor1idpt38wMFtiAMZHA5HWgD2HSmuzDGdUjCXJRGvowR+7uig3AFePlfPTj0oA82ksbTSpS3jXw1FcRGcX9l4wQhmilaYFBqJJDKLfAXj5DwMdcgE+qPc3WpTrd+Dn1yGFIYrC3kkiCWgu0Ys3kTkAmZhjOCRt6jNAFDUdH1JNLuYtZ066srczxJo8EkqO1pps95D8iPGW4t2zjJJxx2oA2tW0ew0m7sf+Ee061st7tpN4IRj7ZatD0uduNxRgCCcnNAFLWtHSynnk8U+EoNWsZH+2f21EN0uhW6xqMSxEBgsO0nKN8o59qAOj85H1WMxMGU2ckkbD+JWu4en1FAHK+HfA+l3GnTPf6fbSzM1zLBeFcvYiGeQD7NK2cbHUnjAz1HWgDW067mmm0prqVpJGtZbieVussslvbElv94mgDEuoUTT9XEUocfap5Cw7PIkJI4/uMSKAOq163gvNQgh1VIJbURS6wLKUZW9vEkRR5sZ4PlIzEDB9foAU9Gh07S7vUDb2sdtbJFb6jNDCvEaJHOT5MQ6ZA6AAZoA5jV7JooIpdP8AhxpWlIJLe8s9VjlTzbRXuUwZoVj580NggyN1yelAHZLp9pfalONXtLW5WKGG3sbeZQwRb0ylz5bg8uFUZGOODQAnw70y3tRdpYxlIlu3it4ySfKjFtDwCeyjigDtKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMl9AzdrN9p6QtpP2bb97zZkbd5mf4duMbfxoAXTtB+zz3En2nf5zJP5W3H2b7PbquN+Tnftz0FAGOvw9As4YU1WVJoCt3pupouPKvIN2Ge3LHIIYggtgjvQBqaTZ66HLa7q2nSJgwwWdnCVUsWHzzSSO5yBkYBC+uT0AM3T/AXkWc8H9pb/N8/wD0ry8fZ/t4P/LLcc+Vn+8M+1AFzU/Cr3EVuiX4iEMkOoSPsz9sWwOdoG4Y8xgOecehoAr6j4W1FbhpvDOq2lrJIq22qWtzEWS7aH7rrtZSGiQ46kEYz0oAZL4CVrV4jqLtLJIur6hqLIM3V0tyjkmIEYBCBRzwMdcUAaviXQf7RtpIvtPkeYvkeftz5WSOdmR/MUAZl94Tv1eKTQdSs4rmOI6M63URZL23dkPzBHUgqyZ4J9DQBJ4c8Hz2U08l7rUt/NOIvtDOgURSWquP3KqT8rBuB1GOSetAE2v+GZ7qSGTTdU+xXMJbyXePelxBcgblnh3L9/aOQ4I7UAVtM8HXSTyS61rS37yRDS5YRCEWKJJGOIVDNwQ3QknOTnnAAMe4+GurSWzWy+Ko49Px5Nn+4zKsGeEuJt4BEOB0UFh1IoAu2t4t1qrGzimeKGBtKv7nGFS+nnjYIjHqVjXJwMDvQA6TwNqK+eul+JFtrWdmvJoGg3PZy3P3/slyZAB57E9Y2x/DjrQBNaeAvKgtI/7S3fZpFvvO8v8A4/fKjkGNm7jdv9W6UAal7oHnXMMv2nb5SyweRt/4+PtgTnfnjy9noc+1AFbSfDV5aTytFq0L20sjanLZGH5kuJIkXi639BtB/wBX+NAGI/w31L7M1vD4taKxw9vbqluPNSCQHCT3W/BVD1xGpYZGRmgDoJNAvM2/2XXJoIovkvrZEGNXURgASMTxsIz3/rQBtUAYnhHwuNKtY4VuzcbN3+kFceaZZWb/AFeT0LepoAf4h8NrfKvlXT2tzGwvdMv0AJs7hQR80Z6q6kggnBHvg0AVNJ8KXMc3m69rA1K5CmysnWIItjbuQT5UIZvmlYDJ3ZxwMDOQC94c0H+z4BH9p8/DST+btxu+03DtjZk/c3Y680AW9R0y3u43jv4hJC6m3njP8SOOx9R+Y7UAc2fA+ozeWuteKZryzjZbpbXyQHv3t3BX+07ncdwQjkCNdx5PNAF7VPDF5LdRzabrCWjKh065iaEP9qtpJUYhGLLgkr1w1AFqz0DybmaX7Tu81YoPI2/6j7GH53558zf6DHvQBT1fwpcSzCbRNX/s+62f2fcyNEHW7tlfIEkJZeY2JwQw9DmgC3oPhwWQfzbya7uJG+26jfSgA3M20AbVHRYlAAHQCgB2o6D9ont5PtOzyWefytuftP2i3Zcb8jGzdnoaAMl/BupRyynRvEzWcErfbry2MCsyXLxhSbW5Zhjcqr1RsH8qAIU+G6rZRwRazdrNE51LTtXwN0F40zsGkjJ5++QeeR6UAW9L8I30VyJtW8QPfTeU2lGIQqiIkkyMDAikkY285Zic8EAYoAqy+ALpd6aZ4kurPT5C011pyoC0XnnLCwvGOVEzEn7rYyduKALes6LeE2iaH59raxyrPfPBJtEVhZwtiORM8rO20Ec+/qADpaAOVk+H0BtUijvpVeOU61p98VUm1vftLOD5Z4IUsR7igBLfwPdtcQza54ilvZ4d4tY0iVEVbmIqdsYJOWBB5c9OMUAb+r6Wt3DJHJIyLIj2LyL1jWeMjKg/3QaAOYPw4nmVU17xXql/Zrhf7NCRotwI8YFy8SgkDHTd+NAHQXugRTSwOZWQwl5oYlAxL58DLhv90NmgBdJ0JLQzGOZ382U6rIGH+qeSNBhcdgEoAy9S8H3RmeXw7rr6ZPIFi1INEJEvDCuFYxORho144bB7igCe68HR3FssWp6lf3Min7XDqhIEkN6jEh4igABhY8DGMcHNAEmmaDqCbv7c8Qy6iGX7MLcRIiLGe5jXJLMO+/HoBQBnaX4I1C0ZFtfFd4NOQ+ba6X5a7kjU8JJfHJKJ6bd2OC1AGpF4Wtg9yZyZkuNovLdxwI47cJgEdpFFAGLF8O5yEj1PxFdXmnIVkttLeNQZRAflW9ul+8sJAONoyR82aAN9dCQXRm8595iXSjDjgJFK7ZB9SWoATTdAW3lnk+0vI0zLcSIQAIPIhCgJj/ZAoAj1HwxFc3NvM9xIjweb5MIAxcfbYgp3n/YAoAJvDUMk7ySzSEvCNElhHQRLI5yrep3kUAc1cfCu7nt/IvvGGoPYqot7K2jjRWCRjgXs4+8Ih0ACDpuzigDvaAM3RdCSyEgimeTfLJqrlh9x7uQkhcdkJoAzJ/B9wssj6Hr93p3m/vr2BUR1e6AA8yJZQcMyAA9j3GaAJdV8ItcmFo9ZvobuHP2fUAFJuEmUBhdQhQpE2B0UY7YoANJ8JPbztNd6xeXs7RrYTNKFACxSMR5KIAABnGAPc5JJoAhg8CQJbW8IvJikDxX0U2BmdrOXcA4/2zQBDqfgW7mujPYeKLyzlKCxjQQxMLaBTkiEyqceY3J7++MAAE174Nup1hL+JL1b6EuYNXWOPMsdzwVlttu3BXb/AA9getAEmj+D5LadpbzW76/naNbCZ5woCrE5P7lI1UAc9Me55NAGLdfCd3haGLxXrEWnnPkaaAn+jhznb9o2hiqMeAWx0BzQBv674UW7ZHtdQurC8jzHa38GCRFKRlZ4nBDBsdCODyKAJNB8MizLtcahc311IQ19fzYBlWEEKscKAACIE9B1JJoAk8QeG4NQjCzySROrLqFhdx43WN7Acq0YYEfKfUcjigDO0zwVNDcLNqHiLUb64CNp7GRUVXt5WUgCGNQBsZc9Mk9TwBQBZ0nwhb2du8VtPMyOZZpJXxkG7Y9AP7gOKANHSNLW0hjjjkZ1jRLFJG6yLBGBlgP7wFAGFJ4EkSSQ6P4h1LToZWN7qdlAseJrmVQC0EzoSplA5wevIxQA6y+HtnBbQww3Vz5UMq6rA5xmSSK5LgOcdNxx64oA17nQ4JZ4pZHmEkQkgt0Uja63YTPmgjtsGOR75oA56T4bkh0h8TazBYOXmk0uHyx5bXLEsIrnZuCsxPGaANW38IWsYtcT3JNqvkWJyP34+zFP9IGP7hzxjmgBR4SgVJ1t7/UoDNIdSnuIXAe2nZUH+iyBeBhB1B754oAr6X4PlilWTV9ev9TnRWs7JplRVtYpiudkcSj5n2jJJPFAD18GRx24i0/V9WtArtfQ3cLqH8yaZ2Ik+XBXc54K9OvPNAEmi+FvsrtJfand6heOBbzXswUbbeInCwQRgABSSemSckmgCxrvhyC/RRNLPDIjC9sLyE4ayuY+hjJBHIJBBBBHWgChpPgpbefzrzWNTv7sodOlmnKhTC8in91booA2svb1Oc0AVv8AhXrRs40zxLrVjaOzXl1psBTCyynJ+xXBQsgduSFYd8YoA6pVx0z6DPt6k0AcpL8PPNO298S69c2OftMmlTOpE8m77s10V3FMfwl8e/agC9q3hFZ5RLp+qX2nXYX7G11b7SLmDOQLqCVWB8sk44BHrQA6bwfby2/k3d/qk6FlupbuaTdJLLDOrjLsCMFlAwFAA6AUAWNV8M215JC9zLcK8Lm9tVjIxJIVx++BB4x6EUAZ994ESfzBJ4g8QLbykve6csilJEdiSsbuhZVlyQQsijHA4oA0k8O2yzrLGZVdYjo8MII2rbPIp+7jOVKD+LGO1AHPp8KbBFdLbWdfht5GafUbFJV23vnOSQ+UJAdTtO1lJHUk80AdDL4dtWlhkBlRoVe0tIlI2+XchAfMBH8IQY5HvmgDOk8A6e0NzGJLtYrmR9RvipGY5rgLn7OSvQlc8g96ALWu+FLe/wBhkur60njJksr+0YK9uJRhgrMCMSgDIKmgCvpvgWxtzMZJ7+9M6LZ6q12+77WkKuPmwB99HIOMDGMAc5AM3/hVViyqt3rXiG5gQrLY2s0wK2TQSAjygEHRRt5LcE4weaANTWfBkF5Iskeo6pYXKr9jN3ZOFM9sWztmDqwIVuRxwaALHh/wrZaarrppuNrudQmErbj57xoDiQ8/PtycknJPNAGvQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAVbTVLacuLScSGN/sN2AD+5uFRTjJHZWHTI/GgC1QAUAFAFLV9bs7CJpNVuRBAuDPMQTs3sAPlUE8sQOlAF2gAoAKAKuoapbWqF7+cRRArG0hBOGlcAcKD95yB0oAtUAUbHXbK5eRbK48ySJvst8m0jyJiM4ywGePQkUAXqAIbu9ggRnvJkiiUGeeVukUaDksfYUAVNP163uIBKsdzDCVN0pmQhvIUdTF1ww5HHPagC1ZX0NxGj2cm+J1W6tpMEeZDKoIO1gD8ynuAaAJ6ACgCjLrtkkyxS3GLl1N1bwbT+8hiPJ3gY+X3OaAL1ABQAUAFAFHV9atrGJnvjJsGFVIxlriWRgAsEY6mViAKALNvM0iqXglhJAkaCTG6AsOku0kZTocEj0NAEtABQBT1bWLayieS/dlhQGeZlGTtH91R6mgCzDOkihoW3IQJY2/vI444PqKAH0AFAGfNr9mk6QySsLh1a8gjwcNFCRnL/jQBDb+KbKW4aG1+0yyoM3cyRsY7aQj7ktyBgNt5xn9eKAJNC8R2epRCTS3laIloQXUqd0TEH5WHqKANKgBKAKjaxbCYRF288o2oqmOBbxSKCS/uzCgCJfENobkwBpvtIjGpspQ7Tbs+MrKRj73v8AyOADRoAKACgAoAKACgAoAKACgAoAKACgBKAFoApaXq9teR77B2aMl4EYjG5reVlPyn/aU0AXaACgAoAKACgAoAKAKI1m3M5iBfzwg1JhjjyJJGUYb13KaAL1ABQAUAFACUALQAUAJQBn63rUdjC8k9reXCrhngtl3PIGYD93HkdM56jAoAvo4YAqGAPzAMCCAR/Ep/woAWgBaACgDM1XX47RohLZ38xlkGnxNAm4Wzv3umzwo9ef50AadABQBnjW4DcGELL5wjGps2Pl8mSRlGGz13Ke1AD9W1RbSJ5JLa6nVAZ3ht1y0ir/AM8kJHQe9AFmGXeoPlyJkCTy3GDHuHSRfVaAKes63BYxGS8WUxgpCRGMktcSqowCR/Ew70AaFAGVpWvfa3lENjcpDG/2GO9fG2/uIiQ/2ZeuLdxtJxgnIHQ0AalAGfpmsfaTIP7N1K28t2sd1zHtF55Z+/ZnJyr9jxmgDRoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOG8X+JLq1uolutYn0jTmRmbVYo1bzdS3gBJ3lRwoVOc4GemaALmo6pqNpbQrFrEF9eTSLpFvq5jUKhnLnebZDgm3hU8ZAJHPXFADHvNU024gXUdZm1G1mLae8s0SK1lfrFlfLaBFGLjawwQSPUjNAGVoOjatPNfGw8U3OnxfaGiht4oYm/0sQRZaZpkYkFSowCvTrQAXPi7W7i0s2sLm3tLqW5Gi6jIqBlKRGZXMaP2Yx7hyD2zQBo+KtdutGtsza680kkqabaajeIn/ABLFuAMtJHAiAi3VWblR6HPcAyPD/jeBb2KGw8Xy67BMsm7zFTdpd3bJuz5yKuVuE3DG04I4NAGn8YP+QVcf9sv/AErjoAv+MNUtYdgvPFd5pQbdmC0QNLqAAH+pUxyEeSeThPrQBhaL4r1WW1vBo98msTwHytHv9ozfRvECBNEMZa3OR23EdM9QDS8EahFcEtY+Nr3VEC7L7TrxEEllelhyQqqVAwwwQw9DxyATfE4SnT5PszIJN8AgZuiyfbosb/YGgCGT+1dMnt/tmv3epQTyHS76OZEH2e6eJmVrFYwuBlCCCW4560AQPr2pxLqm67j3wg3OluqL/o+bAMu/5eSvH3t3p0oArXb67ZQxXNx4lnumLQjVdOZEET2l7KikWcajIaMsMEuc9x2oAvan9o1e6mt49Te0s4UjbVFhVC99c3mSo3yqwCxKoP3cnPpQBVj1DUZ4L63vNZY3cACf2pGg3XFldQ7l82MjG5k3KcAeo55oATTNVm0jSFmn1G4vMW8M1pbThAtrI8ShViMSKcFmUHczHjgjmgDDHxAitGha18frrDvIlprmnOq7fLnOC+mBEUjyGPQscjryKANe/wBVuGvJU1nxbqmhtuVPDiqkYhvrcxLyZ5UIZjITkFhjoM9gDf1DX7pNRt4YX2wtFNeXa4H790K7eSMjy+eh5zz0oA57R9XuJblhrvi3UtNvhMyQ6LKsaxX+nrN8osvMj+bz04yH3e1AHpFAHlkdx4jksZLpPFV4Z4zNdW1iUj8p7OxncFbiJUBJdEbnfkcY5oA04ZdXsntJLnX7zUEuGGn6nazhAsMtxbswawjRBjyyp6s2R+dADPF19przEXXjfWLWRPmtLOygDjS7ry+twY4XOWBzgupxnBwaAKsXi3WbrS7eWO4vSzSfZ9dvrKJTJHpsUsqtJBAVOCSqk4Q7eSBxQB0/gy5tpo2bTfFl1rUBI8l59m6yIXkSlEU5brhlBA6D1AIPHuo31ukRt7nUre03ldcu7FA0tra+U2DGGVsDzMZO3I7e4Bl32rNFpdxJoni661PAMtjqDlN1p935XZFXlSc8jIzigDW16a7ubqK3tNTvLBDHJrN7dW23fKkLooWJ3VsZZ8njtigChpN5q1vLfR3utTXqxRRXOlTSqu6ESxTf67aACcqMnGD1wMmgDn4rnW10xLt/FeqSXCol9JYnYIriGJwCsibCcyoDk7uvOB0oA7iXUrn+0UjE7eQbaS9aDs1wt1EASf8AZUkdaAMHwFoEsc92z67q84W4e0a2lZdty/kRHfOioPm+bHG0YA4oAZa+JdSawh8q9YXc9w+hQ3zgE2iG8m+YIepggQ47ZxmgDqdL0G4tHYzeItTu4SoUW93sPkzJ1YTqqn5x26Dn2wAcBqviy3tlR9E8aeIbyUzLHGt1Cxh1SN5VVlimWFEwikkFW+nbABs614fe61VNmu6zZ/6K84a1dRs2XMYwu5G4kzk5zyBjFAG0b25fUJI/tcyQ/ZUuUjX/AJZXElzKCyZHXaBQBif8JNqH9n7Ptbf2p5v/AAh/n9/t/nbfM2/9e/7z6d8c0AaXiPUbOGSNJ9a8S+cE3iw05CzXEJOPMu1ijJ4I9QOuAeaAMDTfE2qXWm3J0O/1DUZopjp1lfIgEt5ZK8RJSBlHzxwuwHy5JGQM8UAb3gi902bedG8U6pfpgRTadeuWfTZlZsmUSDcNx45OOOM9gC74zv7uOKNNMvPss80qaPDeYybRZdxYop7iJWx7+lAGXFZXthfW0cfiDVbu1kjnke3u2DFZrZYuTcYBIbdnBzg5x1wAC/4avLy6iufMvHMguLmwtJW/5d44pmChfaIYoA5T/hNLtbCx+26rdQmc41TVI0LSJBCjMRBGitzMQBnacDnHcAGl4T8Sp9qMWn6prWo2bRm7invo5N2n3cTD5ftEqKSJkOeckEdeaAPQaAOE8deKkgmghm1O9sYJA95qV1aI5kMMOMLbtEGI85ickLkAcEZoAqeHfEUmblNP1PVb60WL+0dNv71HElpOQ4MbSzIpYIQCDgkdCT2AKMMOrWtjb3T+KNXuLk+RcXttK+Yry11CZBsNvjAKLIPm5bj8gD1SgDybw1oOoTWEjp4j1mzZJLibSEgZQkCxXDn97EB8wkk3Z3E+2KAOi1TxJaT2ts2panrFlLOi3kFhpeTJqDyW4JWIIjNiIN1BXHGT0oApeFNXvnN7HpF9qd0Y0juNHTVlYSWt7dRSfJdNIFJVJEXr78nrQAzwVewPKgu/E3iOLUwpfWdB1Bzi5nZOTbxOuNsbEsuzGRjPFAGde+JrO7luP7T8U+JNOkjlfTNLgsY5ilqtocbrgQxkMZpASQWPHHFAHdeC9bub6zhk1GGSOdl2XaOuCZonKk+X28wrmgDnvEd9p007LFrnjNpVxDcRaQJGTRpCODcCBDy/UglunQdwDb8BaxPeWUT3k5mk+e3e4Iwbn7NO6hnQ9DIFBPvQBDF/yFn/AOvSL/0smoA4jxR4igijkm0DXvHM8oJubO+2yG1ZhLjaRsCFAcgHB+poA9eik3gEK65AcKwwV3D+NT3FAHk58Y2V+ZW1DxT4i0+VZZLTSIrGKby7aC3bCm5jiRg5kYZIZj6YAoA1n8QavNpsF0jzQXMQN7qtnJ8q6lbwFlkEsPTMgXcvHB6daAJLLVbyfTru6/tC6V5Y5r3SoQ5xpNraxOEEKAkBuNzEdT9KAK19p2o2FtDcL4p1q5uFMH26GZ/3Wow3kqKVNoOBgPwcE8c5PNAEeveKbSW+mi1jXNesLeFYlgh08Sg3d1dIWLTT2yscRptABIB5IHFAGfL4k1mTTWNtqOpo8d2ul2urOCsl5ppuE2vcIyj74dQcrz/EOtAHT+JtOl0vT7lrDWdakl2+fHdXE7M0Eikf6lz0z7YFAFXxh4qgS9ih1LUtUs7URHWbs2Sybr+QzbVQy24LALhicbc8AmgChaeJZjBqC6bqOsz28cDX+i6hcrIHtXe2fK/aZQpJhkUFSeffjNAFiTTryxS0lTxHrlzO8tvaailxMxjuo78gNttCcDG7IwOKANZ431K9mSbVr6G3t1ji+x2krRtLeXiM265liKnCJtwN20nPcGgB2tpc2Yskj1bUJs3S2s9xI3zXdu8M523LIBkLgdRzgE80AVNcu9NluJR9u8Z3EqKsV3aaW0oTTGcZBCwbctKvYl/oKANX4e6vcXljE97PJNJ89uZ3GGmS3uHUGYerIoz70AY+o6CLvV/3uoalBGtojvDayun2tmu5cedLEwOE54z+PqAZ9xqWoQabfqNWv5Hgkk0/T793PmrAqRMPMuByShcjPpQBreNraXzY21ODWbjSgjR6hbae7gxXZdSHvI4SrFI1B6E4POPUAzfFFvY3Gkr/AGbr+pX0Ikhkhv2mJe58y+UYuZQBnyd/AIyCATyKANfxBbTWcMEOn6pqa+dOul3GoSys0sVvKrs3kXDk4LKm0H+HOQM0ANSwbSry3XTr/UJLWfzLK4sbmVnEE8ELP5kEkhJBfaQRnBznGaAIfCuiC8eaTVtQ1W5eO6ni0yFp5AlhHbXLYCRIwBB/2twxwBigCCXxJf29vqDwXTvMt0dO0xpiWFobhLdV2qT92N3zjp7HpQB0Gk+BrazdXg1PWpJQCt88s7sNVdl63cLkjKHJG0Lj6UAcL4lv9MuI7iXRofGc0qCS4s9dikk8myubfqtuhkA2BhyREVAzzxwAeo6bcPLEjS43MizSY/vOgPA+tAFugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDA159bDY07RtI1O0ZfJuLOeQowmLHkuyupUrgY2g57kdADBg+HuoJZKkN1YQX0cx8Q6Yse7yLG4aZiI0UgHYY3ZemRnNAGhbaTrN7cRyeJLLTrSKEtNZWcMhc3d5JHjfLIVUARqTtG3OeT0GQCra6Z4psJrg6dYaJe280p1C13zMjWEjxqCbkeWcjCjgHPvQBYj8CzxQ2aQXUMhgnGr38z5H2pnSbcYUAPLyyZAyBjvQBqeKfDj38Si2miiuI5E1fTJZFyqXtq2R5y9cPyDgg4P4UAN0q58Qyv/xN9N0mzgAMZjilZ3uJv7yPtUBfYgn3HcAh8eeGbnVLKWHT5bdJX2eU8xIVfKnRjvZQTyqnsaAK2r6RrMV55+h2mm3YMI0ae1nkKNCUnZg0UwVsg7uRgHjigBuj6Fr9ubqS4k0WS7maO5tY1LiOMwwKu2ZtuflAxkA56kDoABmmeH9Umu1uNa0/SrB0jawZLVy7am8pHNzKVXCxBflHzHk5NAGv4s0Oe/t2jtHhRy0U6tITgLb3SMckA9VU4460AN8Q6Jc3b2xtmt1SKddVujIxy0ccLjEKhTksX7kUAYet6JcwQapJctb7JonmtUjYkpHb6dt/fZUcsVzxn60AQ2eieIr+2t49aXQ47YeTd309u7lr63tSrKqwNGuDIyrkiQ+woA0tQ0TV7a6afw7HYXKyItpq+nXDlDK9sTte3uQjcorHIK4x0ycYAJNJ8J3SLctqk9o17c83bwg7LZEh2okbHkiFe5AJyeKAKum+FtRn082/iGKztv3S6PBLbOWJWGPAeQMq9SAcAn3NAGlpp8U5jGqJ4eVBxqF1C8jNe4HHkW5RApY9fncDsKAM3xLofiC/jmiks/C81u/7uxupjIG0+Nxjc9sUcF4gSQRInPOKALP/AAh9wt3bSx3EDRQwtpU6nIaR2C4Ma4IwcHPzDHvQBQ13w14i1OLytUj8Nom8S/2rA0nmW1uj5zZ2rocPwBnziPagDuKAOQg8F3I02S3mltjM63CRSKzbVkvJpGXe4AOE3DPynv1FAF3UfDNxKtoIZYP3Esd7dM2R5sUFvIp8kAHksw64+tAGXbeHPEdlLP8A2DJoTW00rauJ7tpPMs5rlFDYhVcERlcgb19CRQA/R/DfiLTrOKPTLvRZblHklvPPDBL2GeeQ/I6DKkBgfuEZ46dQCfw14X1CC4nm1f8AsyGWUJC1pYbth8jd89w7gZZ8/wB0YHrQBr60mtfKfD0ul5GRc214GAuVYcbLiPOPLP8AsNn2oA5Z/h/qMlreLM2kQ3dyRJ5FvuEVoY0UDDlckyAZJ2Dk9KANXxJpF+s0dxot5psUqK2nXkV8xWO6s7hlPMygkGOVVPTnpn1AMLwgl3fS37z6hYXQkWLTobu0B8pJY4ZMrbTfxCDzBk8ZPYdKANI+Br3+yfsqz2huPK+xecSdnm5z97bnA/3fwoA2pNCmN6swki8oQPpbx87vNlnjYFRjphT3/wDrAC6BoU1o1wZ5InEs7apb7M/JFJBGMSgjqGQ+vFAGGPh/dGySIahDDdxytrWn3iLuWC6N1I67lYDja+09PxHBAL6aTr95FMniafR4Y5Im01YrAOxV50ILmWUL0B4G0/WgDGn8JeKLq3WHUL3QIIU8oxy2wcnUVspFIEyuAFDbQTt3c9OOoBsa3oOrm7im0GbTsrG+l30F0WAe3mkQ5iKKeVZfVfr1oAvpoUgvGm85NhhTShDjkPFO7ZJ9CGoAzv8AhCD9v8/7Uv2fH2n7Bgf8hfZs8zdj/n3465zzQA2/0HW4bmSXw5NpLiVI7W9tr3ePKe1L4aCSMH+FuhAz/eFAEekeE9asopvsus6e15LOdbNw8R2N5qJlWhDAgMVPRiQPegCbRfDmpfamn146XHOY/wCy47ax3FXi8wHdczSKCSMADgADPXNAGh4l8PPfRr9luhb3Eciarp07DIS6tycCZAR8sikg4I4NAHMhNa/tG0PiKXS9xjuUitrMNthKiLJaeTBPm5HG0Yx3zQBPc+E/EMJuF8OajpUdtO734luA5k0qe6Ubvs4UEESPkjJXb70ASQ+AbqG1tVs9RgS+tj5tldspKTFlYMs8QIO2aNiOCCOxoA2tGj18sx8QzaQq4CW1nZhiIyOrS3MmCS3psAFADfCUmqvBnxBJIZy8jBHQKYLYTMFBVQOsYB6Z55oAj8QeHLmaSKbRp7aK9i3RwicfJe204GUuWUZHQEEZwexzQA6zsNcljlGv3el7nX7PaW9orbbIMjAl53OW3kj+FcY96AK114Omk0+O3F1EJEW3ga4IOHOnyRk4X/poENAHT0AcDZeDfE1rC0NprGjtbu0jvcPG2/SorqQki1TJDbgxPOzB/vCgC9feDL2CS3fwtPZq0MX9hm2vclbiw+XpKgJDJtBz36dM0ATaT4Y1iKS5kvdXsTczLHDbPFEdunPaiTGImbkDeOrZJz0HFADR4a1i5mgbxBd6OVhJvEa0jYPcXDRlceY7HCsDkgZyQKAHDw7rFpJKfDd7pghlY6i9teo5+yX8pG4wPGw+WXGSPXkHtQB0lrHMqKLqdZpAAk86rgTyheSseTjeecZOKAOdh8O6xayzHRtQ00QTP/aUouY2L2dy6KreUUYAjaoIBxz1NAF7wn4fm062WO6uluHUySyXAGPNNxcO33fo3+FADZPDe+7eWaRGieBdFe35ydk0hJLDsyvj1oA5i4+HmvtaNa2+uaRHY7Ta203ksZXiByBcOX2/MeCQn0AoA9DoA5M+HNdtZJP+Ea1PR47eVzqMkN3C7NZ3E4G7yHSRciRgW5HU0AXNZ8N3V6sKXWoRmBWW61oBcHV2gAwu0HAWSTkjnoAO9AGPq3hx7Gz1AW80Qs3ilvNPslXH9nyyWz7wp/uyPggduaAKOgeFdcurW1TVtTsPsCpBfSW6wsJplt0RhHcuWxiOQAH5ASB65oA3tS8Maklw03hjULKCZ1W01O1u4y0d2IN21gUZSGjBx1wR2oAm1Pw1fXlr5eoapBJOXjuZbpI9qqtvco2I4dx7LgfN9aALfijQW1C2lijnWEyL5AmIz5WSOSo9PrQBS17wxeSzRzaBf29reIrWLidCyahZSsDtuFUgjy3G4EH2PsAOl0HVri1nj1jVrSWaWN7OLyYtqWHnREfICWJGTnls+lAD9V8Ipdwwxy3ICxvDdSMVz9qWyYHaVyMecBjqce9AEWp+G9QWczeGtQtIJ3VbTUbe7RmjvEhJ2sNjKQ0ILDg4OeR3oAfP4YvJ1t/7R1hbiaGb+17i68oL9rCpKAqQqeNocDqenOTQBTfwvrlvLKfD2tadFBM/266iuYSzWE7RqpazkVwCXC5wykAj60Aavhbw62m26xPeNclTJJ9oYYMouLh2+ceoDc0AOXQMXbTfac5hXSfs237vlTO27zM/xb8Y2/jQBl3fgLzYLuP+0tv2mRr7zvL/AOPLzY4xjZu527PVetAGhrFlrzOG0DV9PiUDypbG7hLLK+77wmjZSCBxjJFAGbJ8PwbJ4V1FvNdzqst9sAB1A3AfK246L5gHGenGc80AW7/w5fXsCrqeoW0N6jjUbS/tIzttLuFjgrBIzZG0kEbhuBI4zQBDpnhjU2nWbxNqlrcyorWtha2sZWO1M2NznczEtIox1AA6CgDS0LQfsSyD7T52+aXVs7ceV9slLbcZP+rzjPGfQUAUB4Gtnjuo9QmaeG4kbUJVUYNsJIoxhGyeYygIOB9KAJNM0TXY3T+0/FMd1EgKtDHbBGv3YEA3kxdvuA5+VUycZ9wDGT4b38ds9vZeJooNPbzEjjW2/eQ290WOw3JkxgM3P7oEjgEdQAaWo6ZqivZppt1cJAjY1iaPAEtvbwcCVSek0gA4J60AdPQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBHLdQx48+eKPcfIhDkDzpWB4jz3IBoAkoAjguoZRm2nilXJj8yMgjfGxBG4d0YEH0PBoAkoAKAGTW8UilbiKOWNgYZonAImjcciRD2YUAOVQPugAdFA7Aeg9qAFoAKAIVvrcuUW6gMwAnktgw3JEx4LR9cMR6UATUAFABQAUAFABQAUAQy3sEbKs1xEkjkx2sTHm4ZEJPlr/sqCaAJqACgAoAKAGTW8UgxcRRyIfvRuAQ2D3U+hoAIoUQAQxoijhEUYCj/ZUUAVdV1yxsU36tfQW0WRH5shwC7dl9zQBZt7mKVVa2lSSNgJ4JVPEsbjIKH0YUARTanaxuiT3UKTSbvsUDHm68lcnyl7+WvJoAs0AFABQAUAFAFXUdUtLSNn1K6it4VwZp5DgR7mAGT/tMQKALVABQAUAVNP1iyuwx029guFVjZzvGciKePqGI7rkUAWTGuclF3DKK+OVViMgH/aIFADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOS13xPqsd7DBo8OnfvEe7lurkMfsvkuOVjRhnC54yMkjkAHIBoahNrMcSbL/AMPwy52ald3CuEWM55tYN45JxwZR9aAKXhrxNfXUlxFfS6VJLFsktr+zzsuobtW274C7EGMocjzD7HvQBnnXPFkd1DDNL4ZuS3+maisEUgNjpkbAFmZ5TzI3yr8pyc9gaAL8uu6zd3Esfh1tJhihxBdXd0jP9qvpUzsgSN0wIVI3EknJ4HBoAoXvj3UVsJZLextE1CKRdEu7WTcY/tv2mNSYyCp2yK4YcjqOvcAvQ6zrttcwR68+jTxzK8cctpG6m1vreMsQwkd8qUBwflPqB3AK/ibV9Zt3c2nibwtbbVN1YaZcId+oKiDIuH80H5T02p35oAy/Eeu3d/a6fLo0VqlxJcRTwR3GSkMz2s2RKVwSIznpgmgDd0vWNZhuvJ8Rvp86yI2o6VfW6FNzQMu6OSBmb/V7wQd3Trz0AMPRfE39naZG0SQPM88ul6ekzbVN3c6jMAZ3/ux8k45wPxoA0NN8W30N1FDq2q6PqQmEklndWa7TaT2qBitzHvcYZDwcg8cigCr/AMJN4qnjuZNPGixR28s9pbWbxux1qKydvvyCQbTtHHBy3XAoAlt/FeuKttPfHTzaXDxWo0uNDu0yPUPuMLwt8xBK7v3a+1AFrVvFN1LcvBpOq6Tp3lqk+oX92AxMtzyq2tvvTogJJJ7jA70AZ918S71bGeSC1sJr+CRNMuIYstHeSSTRjda4OcTI/HOQeDnuAX/7X8RWU0H9vTaXcW87/wBnPBboQ2j3jxsyiKUsdykKQSQp7gdqAMiyTVzrU/2efS1Ty4muQ6OS1jv6REOPnPPJyPagDVv/ABRfXM8kej6xo+mxQkQXF3dqGOoXjIDshh3phYlYZOSc8AUAbXhXxC2oQBp44Y5gz2F9HE2VS6tpCD5EncPjI68HrQBjXmu+IJr6S30o6baRLEmorqM0bMyCQkfuod6g7nGOoAwc5PFAED+OtThsrpr62shqNsTbXMYDeXcthSromQds0bDuPyoA2PF3ia5sPs32OK3fzbmHRLnzQTst7ndkxbSORjjOR7UAZ+q+KLya5eHSNV0zTBEFfUdQu1DGSe4UEJaW5dOFj5JLdwAKAIY/iDdtasVtbJr8TjwsvlkmGW/ldQHVs52OrhsZyOme9AFS6ttei1CxGtajpt7DunaC4iiKOs32GTiWPewxjpjn1oA0vEWrahFKRp/jbwtaygeZaaNdxgNcnHAuJjNnEh7iMcfnQBBeeONQmtbKTRLe1jluJY7OWG4yViWaCQn5lIP7t1yOhP40AWtL1nVba8Fv4g1Gyvd8Z1LT7uKIoQ8LgFJYgzDG05Bz657UAaPjPXp9PtJJLTyQ67EV5QSsKzTopZ0BH+qVieooAb4al1GQbrrxFpOrWzDfa3VtFtIkzyGKyOCAPoc9aAMUeMtQGj/aCYDdeV9r3Ffl80tjPlg9qAKfjOPVbr7A1tqdnbo00TLEYd3kag9vKd+S4yFXIxx65oA09b1zWluoLfTLqxjkeJ7m81CWMkLJCU+aG2DD0bgvjnrxyATXVzNDd2UepS2F1KyXDteNEAxuIY4/+PMEnbuRmyAxyOtAEOk3/iC9uJ/L1WxtrSGf7CIvJ3NfQqkZKtJvGMA8HaTz7UAdHrj3qwSnRyouQjSWQK53zouQCn+2eKAMG/8AGU00NodA8vzbl444dwz9ltdhaQlTjPkxqR25oAXxBq00MpD+OfD+kJtBtra4VC7uf4pTJKvHsAPrQBkTeO9Zl02CXTI9ON7JKukheTHcS/amTKnI+WcrnrwD1oAt+N7m9sdPnfVJrDVADE6200ChChuYwQ8bFgc54yOPegDW8R6m8Dpv8WaNpEJDGUXQXfdSDGPIeRwMDnPyk/nwAZGm/EGUWdxJdS2eoPBI2l21za4CazIRHsKAFsea0iqcM3qPSgDc0rT/ABCjIdW1zT7lMEX1tHBt2TN0+yTb+iHjkHPt2AMC18Tva2tw1pp1kZ/tUukabaxIFF5dyXexfP24yScFj1OKALst/rmnSQf2vqdnf28rrpF1ti2GyvJ87WiIJyrsNuDg5IIPagBq32v3d1dR2Gq2VpDCY4rNmi3M81xao373JHyqxPufbHIBSn+I9xFp8UtyLCG7kk/sFZZCRFb3ondS8rf3I9jNzjjjNACaP4zdLyKF/F2ma8kyyMk1uIw2m3FqgbEvkEjbMucZAPHU0AN8OeItT1CU48V2EM6yNDe+GHgAMFjBcEffJDbmjwd33RnBXvQB6FQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHJ6hol4+p28sduWt1hltribI/dSMy4DD/bzQBX8WabJ9qhlufD0+sWiJJAbOIIxsr2R0IkWCVlB+VSOvHWgCLwvpF7azXksfhWKwikSKTStNiaMG6ktlmyJghwGlLDOTgZ6nBoAXwjHqtvubWfDGrtezP5+rX++3KQLnCrHifOy0j6fKT1IHOKAJiNS0q4na20S71GznYahAlpt32GoeUqsLlZXX5bgKCCDhemOlAFGfwhqrWMolhje+nnTXrq1Rhi0/0uE7FlbAP2eCMDPGSOM9wDoda0m6murN7eHdFG8st7JkfuUms3UfKTzucgcA+9AHIw6JexfaYtS8FNq08sklzbatIY/LurW4Py/bLgsGX7OvGFUkY+TtQA8+HNdt7CwW00X7TdwSpeXth5qDEUcUoOJmbH8Q6E0Ab1hFe392s15pF5p8EMb2dlFclN91dXbruOyNm+WNEA5bnPHSgDFk8BXk2nRx3NhbPcxTvrsWnzsCt8FvZWCSupIxcwvjkEc8j0ANLw5Z2rTA23w0ttI2qWk1GWOFWiuGGNtmsIYkMpPO5RigCzo+hXsVvdLPbbZJJrq6s03D99DdyMVOQeN4I6kEd6AKsvhvUDZWMa2n76J7OXUIty/wCjpZFN/wA2cHy8HoTntmgCprXhSKC8lmuvB8Gu28yxrOipG0mmXNqpXMUE5AIuFK52sCMcjvQBPf8AhqaaxddM8JWWlTtJDO2nwGIb47e7jJM0keBkRqT1PoCaANrxNpN1cNamzh3iO4S/uzkDyrZIJQT8xHRmHTJoAyvsF/baq8iaTd3NtNFHZi6hKYsZoZDn7SHdThVOeASeignNAFK78GpBdzvN4Js9cgm23kT4hL6bcRxgFXW6YcTsN2Q3HIx0oA67QbIQwqBollpZOZJNPttpWBmY/wASKoyy4zgdeMnrQBx1zqt/DrEn2DS59TT7NHFdxwsitpy+c5GzzmUNuJz97v7UAWpPBuo3dpd/bkht766zceRuyLJY4lVI5JF4+RVGSAeT3xQBBrVp4h1Q2gl8NNZCKeHWtUlmljO425ORZpE75GCTztPQDPNAD9W8HBL2SaTwhZa7BMiLMjCIvpt3aIQDGLlgNtwmM4IPHT1AJr/w1eSWa/2N4a0vS7lJo9dg0iNlC3ElpMpxcSxKoDSovbcOgz3AAssWv3t5avceHfsNpEZJLoyyo0nmz2bDISJiNoc4+8WPUgCgDGtvC+rQC5jk8G2l+8skssWvTyxbXhu+hukOW/cg8gIf9mgDR07wpqcdpp6S2W2WGZLrU49y/wCjQpDMCdwbBwzDoSaANrUdBnfULeWCAtGkc1pey7h+68zZtwhOfmO7oD70Aa2r3F5HGTpmmR38nT7G0gTz0PXZIwIzj1wD6igDlvCnh+9ju5ZR4ej0O1aMW0umLIjfbr1Xz5nlwkqPLTK+pzk0AYlxoPiddPezg8OQy4RrS31bz0CXUKsSNsJ+bc64XlQu7kkLQB1Oq6DeulkIIA5imiub/DD9zDDayKSMkZw7Dpk0ALfaBePqUEscSm3SGW1uJcj5JpGGBs6/MPbHr2oAl1fQJ5760lSLdFCLjzpMj91LdRIB8p67gGoAl8M6Rc2zXJu4ggkuH1C05B8y3eCIAnHqyn3oA36AOJ8OeDLy2u5GvPK+xxmT/hGlB5RdUlDybhnjy3AUcdP1AIo9K1i0uLkxeGLTU1ncXEN+0qjyYVhUBL9JBnbCw42h+/HSgCOw8GamllbRzxWyzx3S6rdqh+UW6ai7kw9esZBA69qAOg8a6DNqFo8dtHG7M0TMjnAeKG6jZsn/AHFNAGZqul6nbXxuNO0U6qrQjS/JWRFfT3jlY5jMuBtlB7NnPbHQAq2XgS8ltbuPUY7WweaY6pZC3O5bEqkJXBAXPlSx+gz6c0AbWk6p4ildV1Xw7a2kYB+3XgmDC6kC8f2fEuThm5+bbgepoAyx4JvXtp0MsEFwbqTxDpM55EUgu96GQD+/jB7jNADntNc1SSEazoiaZbwuurXL+arnU7u3ztW2EZ4VH+YlgCeBjrQBr6Po1xDc3bzhBHK8U1oQeSsNoineP98GgDnW+H93JYRxyrafa4p216yjlyUmmW8kZVuNvaaN8HrjNAGvoi37yg3PgrTtLiAIM5kRnaY4/wCPdYVPykZ6sp9h3AMHW9E13UmjF34S0+1ukkS4TxDFcAi3iilUn7KAA+ZUGMFQPfOKAOsNxrv2zb9isP7L8vzftmT5gvQ33SuehHP3Mf7WeKANqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgCpHpNokrSR2sYuHC29xcd5Ios4GfbP+PagC3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGXrviS00+Pde+c5JEFpawrukv7hui2kI6lv/wBfFAGdpvjuGeZYrvRdd06ZgZbP7ZEAt55YyRFLGzDMa8nJFAHS0AFABQAUAFABQAUAJQAUAFAC0AFABQAUAFACUALQAUAJQBW1C6khjZoLOa6dQZI7WLG64ZR0QsR1oAdZXDyxo01tJA7Ks0ls/W2d1BKyEd4zxQBYoAKAMe58TQx3ccBglMkiPfLNxiNICOCPVqANegBaAMyw11LiaeNIXVoWSCWQniY3ECt8g/2Q2KANOgAoAKACgBKAFoAytb1K9hCjSdPN1O7C3i3ZCWqYyXvJlBwI1H1JwBzQAajrwt5oI/s5czM8Akzj7OLe3Zslcc7tuO3r7UASafqNzM8oudLmtkRvItJ3ORqMRQfNGAOMNkd6ANGgDM0XU724VzqWjS2DLI1rBE7hvtUEeMOpXtL6fqRQBp0AFABQAUAZWs68LQwg25k82VdKU5x5Bkjc7jwegT2oA1KAFoAY5YA7E3Hqq/3yPf3oAo6JqF1cwo+paXJp8zZM1i7BjbEMRzIAPvAA9B70AaNABQAUAFABQAUAZFpr5lupoltQoiSK4kuC3Mr3m/AWLHRAnXd+FAGp5yZx5ib8eYY88hCepX0JoAfQBxq+P79zIbHwZql1bxySadNdQyRZka1kIJhtmcE9OBjmgDSPi4XFoZvC9i2qNwILENsZ38wBhIzg4MIyTkduOtAG68iqCZHVVHzu7HhFHdifQUACzIRlZEKY8xZAeChHUN6EUAEUyOAYZEdTyjqchh/ssKAEF1CW2ieIyY8xocjKp6lPSgBJ7yCLH2m4hiz8ke9gN7ei5oAqXt7fpLEtnpH2iBtw1C981V/swIox+5blvOORx070AVvEmuzWcY+xW0c1w7CysopGwvmP1NzL2WNQT9cAckUAaiOVA+0vEH4RiOA8pH/LMH1PvQAQXkEufs1xDLj5JNjA7G9GxQBLQBi6n4qggaEWwhufMmXRpCjj/RGkidssAD02Yxx9aANS4vreH/j7uoIQeFMjAbj7E0ATUAZC66xvGh8hdohXVfPzyzSzuuNv+yFz1oAvjUbUttW8tjL08gMN2QP7mew9qALFAHGDx1q9yZD4Y8JLqFvG7aeLqS6RPtlxAcN9mjKtwD0JYZoA6u2uXdA1zbSWrY3ywSlSbc+juhI49mNADre7glGbW4hmX7heNgQGA6Ej2oASXULZGCzXdukhx5cTMAZNx42IT/EaAKP9oXv2rYLKH7L5X2xr3zBu+1mbAT7NnONgJzjHbNAF5tQtlba93brIfuwFhubPome9AD57qGIZuZ4ol6F3IAyf9o+tAGVpXiH7VNcIkceyIxxwzqc/alubZXz+G7HegDQt9TtJTi1vrWZvvlI3BIUHqQD60AOuNQtocfa7u3hz9zzGA37f7uT2oAzvDniL7esjCONVWaXTYijZE0drIQGDf9NAM0ARXvimOC6Ed2beGHyX1ie9lcAQ+VPGuGJwAPmPOaANe2u4JlDWdxDPGfnimiYFZV9UdaAK1r4h0ydytjq+nTyjmS3ilUtGB/fjUk/pQBfoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5C/CNq1uLljhbea5sFPQXbSxglPfySfwoA66gDz7RPDEWsQvNqt9qK3Mjyx2k8ErL/Y8VpcOii0VCBlNmckEk9aAM46tcarYac17dXkTyzpaX8sTFGuBHDOD8yn/luVzxj1GOMAE8fhKGPUxAk+qDTTB/b32Fp3Ky6jFPs+aRmJwEYHG7GcZ6YoAbDqd9YWN4thezM8VydF0ieY7jZw3bwAbnbOfs5lOM56UAaGqeHbfSWtZNIuNQEnnR6PeebKzDU7e/kCk3YcnJRjuGMYPbGMAHX61qLWsEskcXmMkb3iR/89WhjJxgf3iKAOb8NeC7V4YJbu9vp7w7NYuNRjnfF1PMoJAUNjYwOMbQMduTQBDY6XDq9xdNrMlxJHFJ/Yen2SSsotY1gQs2IyvM7N1OSMYHSgDCutVvpdLuUk1C882G6Hh631Fj880MOoxAM8nchGwT3xznmgDV1HTYdJvLM6TLfKsrPpGowPKzC9jaIkNN5hb5o5Oc8E9OlAGVq1tFazz/APCc22uNbvJ9o0rxDbSybNLsyBtjeONvk8ls87cMfwoA0fFepNLfRxz6brWoWiQjV/senY/0i6uJXUG7YyJ8sSKcAHknn3AKNvq2rWFrqDQabq1jbIBd+GxfnL2z3EZDBTufiCUbgNx680AdZpHw50u0MbRNfPcp/r78zPu1Jtp/4/RuwQWOQCCB24zQAeD5nZ7zzJHbF28cYY/6tBbQ8LnsCaAOHXVLoaTbLFd6ldedcPpV1cWpBlu7P7VcE/ZXLAZmSPH3sYNAGvoEE0N7GdC8M+JNNs3EkOtwXmPLL7MrJGBK/wA7ONpOOQfXqAUrHwZY3kV9JqD3klwLi6awuRIwOl/ZZW2/Y8HjBHpz0PFAF6XU5dTi06K5vGEVwhvdbkjYqb37HbKTGjrg/vpW5wQcA8+oBrat4ZstMsrz+xFntlMEsq26u2y1kjt35tYiflLk84xnvQBV12fTZobaLUdJv9WuHQXlppkEhXzRDGuWvn3qNozj5iQTwAaAKfgO4MN7cww6Ve6dAEivY9MncMLGcghvspR2G2bjoe3QUAbfjSXzWtoHnaKKebyr9gcefaW0TMU3jn/SXVV4IJHHegDCt/Dun6dq8K6TaCKN4JW+z7mK2rh15tYyeC+Oex+tAHPWUsOqQvLqHhLxTqF47SyafqsAAXThHKwRbBvOUgQbRn5ck5znuAep+GJr97WE63E6XexVvlbqZ1GCXA7uRmgDlLrVZ7NtWkslYyp5c9uQM+XIumx4LKe0Z5PtQBU1vwjYaVaC406VxqEXl3cupiQk6xvdQyzMfvC6BIAwO2MdKAF8XaKqXjS+IfDF1rGnFEggmt2LNoUkZO4i0BBxLkElc4xmgDvNEubKWCM6PKZLYoospCWy0CrgbjJzkAd+fXmgDidft9M1C4kEPgO91ySMiwvrtpVVLeXywdtr5sg5VT821R2znigDJjNxdaTaLcXd/E7XUenmYufMto01N1H77PWBQMc8YoA6B/DljpV9af2BarapL51jqMSlsXapbFwXBPVHTr15OaAMbxLBp18JpNO8CXmoBd8I19ZUTZc2uctYhpASIHHULgkHGe4BqW93NMdHa6laSRla4nlbrLLJpLElv94mgCGw068u11VNP1ExzvK1vagk/uJDapgk9hMPlyORj2FAB4Mj0i3nVLvwrNomq7WO0Mxj1VUA3G1mDENt685ZfXrQAW2j3l5Y3iaW6LMbu4aIMxAmWK/yVd17ToCv488UAXfBc+kLM6Q+FZ9B1HYJLzTyPkuLeNgN1m6HawViAWCgk9aANrxheWSQBdS064vhK66da6fEcG/uWJYK8hZQAdhJywGMg56EA4/Qh9m1ONbbwrJoQkhk+2WYkjKXqwlNrJFAxAZCCCep/OgCl4W8Jadd2Fw99btJcLJcfYbwsd+lmCRiv9nv/DtkJbjGTy2aAL+uabaalb6W+tWcFzLI8EV3Kw5mjubJ2YMR2dwDQBe8WWkcUlnb2mk3M9g3m3FzpFrtH2tbFUKrK0roNis+SC3OAOaAIrDSby2kuvsXh680vTHga4+yyvDth1ZMg/ZbaCR8CaIjoQMjp0oA0vAPhPS4bW2kisIjdGFJXvm5d/tEKkhpfRBgAdFHAoA5mwkd9N02ImdYJpEs9RaNsebbKsjbGYc4nKjOO2RQB0Emj2el39sNBghs45/NsdSsoRhbn7LbllcRDjMRUjIGTnk+oBX8GeEtMma4kv7GG5nF7PNaTyjJsPs90SBbE9MPluMZPXPFAGZaW6alNeHXPCOq6qVnfRbKVWhxplpbouPsXnyxlWkzuyq85HJNAF2Tw5r0llbC/wBO/tCSJ3fU9Fu5V/4m1ohkCfaZwWUtEuxsElSep4oA3vBF1ozRyDQdKuNNIkMmp6XMpU2V5Ki9ISSAGUDG3C+goA6mgDkdNnSPUL5pm2oIrWWRv7qIk+eB6CgDgPEsKizefQPAMdmNya3p+vGVTMoaZW3zJy2Jk7eYevI70Ae20Acp4F+5cf8AX3df+lTUAchrbwLZas1rNELUzbIcd754YQ5BA/5aTnHU85oA39c8O2F9qsI1aziuY0tpL2OCQAq8ouI1/exnqAHP40AUvGFuY57SCx8ONe2OJb9tIidFS9kt9uBKshA22xbdgnBOOOKAGaZbappz3Ulj4Ql0q0Nu1+LASxMsur2g4+zQQs2PPj4OFAOB3oA2PC/gfRnt7eS50+1uLvEetS6ryXub6RAxZrngkM5JwTj2oAq6XoGmarc3j6/Z217Ikn9hWkEwBWwsY4UIMER6GZ2Yk9f7uOaAG65ZxQajpSWqFY0W6toEJJ2RR2SgAuxJOAO5J9aAF0Twzp2pvdv4jsLe+l8+TSIknGf7OsrUAKLZT90yL8+QFJyD70AY92HurCKO/uLi4jF8miQ3hY7r2xh1AqGE69wnGQc8ZzmgDZuNK0zTdTsxo+m29n50dxY3K2yhRcC2SNh56Lj7mG5xn1oA2PH9/LBYym2uGhY7LRrhTg20VzOisyt28tGJz260AYPiDwZo1lNYtpGk2to4uEsS0Ix50LW8p/f46kFRycnrzyaAM1hPeXl2b7wPFroR10u0LvCP7Ot44gcRw3DZHmlt2QOT0PGAAdf4D06/tbUJqlpLbbXeOwtpHVmg0/zDsEksZIJjQ460AVzOkeqSmZtqCzjlkb+6iXc2eB6CgDhPE0CvZPNpHw70u1iIXVrHWhKomh3uGEmwR56nOPN6flQB7TQBw8vgfVbGR38EazFCjsb660K8XMU1w55NvKvK7vbI/AAUAUNX8Qyapb2QltZoILif+ztbgV+1uJA0TSL2lkQ9CMgehoA0bnRrLT7+1/sKxtrIS+dY6lBbKFW6ghtywMsKYGYZAADjocemACHwv4d0zUopZNe0u1u7iSaaK++0JlrQW1wyrGjNyBDGq9MfnQBpRf8AIWf/AK9Iv/SyagDiND0y61TTi0fhiOW9l3ztrkkqiQalDKwVg5G4C2kXAAIwOBQB0kVtJdX8MfiSOKVo7RdUFo3KNqksu13weCYQMDjjOaAK+mtpmlNqZ+xrHaIY53tIhwVksUJWJO3mMcDoB7CgDO1iwvbZrJo/Bei6SBcQ27XNnMC1vDcy4KTRiFMibPOGYZ5680AdFp9jZXt/e/2pa2l0YxBpdvDMoYQWc1vvPyNn/XyMc9jgelAEnw5soYIZktIhHEl1c21vGP8AllFFcEAAn+6BQBDqmkWl1q0P2+1inCW0t3AkgBCzC5jGSp9FY0AVNPvLHSjqWbXFlG6Xn2GMcZubKMsIozx++c9OB+FAGXq+najC1o9x4T8PaYouYIbV7GX59PjuJQGSZViUETqcHDY9jQB6rQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBieIvCsV+EK3ElrdRn7TpWpRgFrGVuuEbgiUcEHg0AVdL8Kaksqya94outQdAYrO3ijEUaeYuCZ4EJ3E9stgdhmgCs/ga/iLroPiebT7SRmup7NYVZraS4Pzf2fckjbvOT91sH7uKANCfwdbFLZLJvs8NvIt7bxAZ85YIHUKzE9y+SeSfxzQBbbQkN0JvOfeIm0oQ44KSyo2SfUFaAKP/CE2rR3KXcsssVw7X1wBwbfzYkXEbD+6Uz0+ooApWfga+LxnxF4nm1OGIi6061MSr/pMQO172YEljEDx93nk0AdXLCjgiVQykGORT/ErDv8AUUAcrY+CtUtiq2Xi+7TT0YPbWBiQvHbxniP7cxJ2L0+5uxxuxQBNf+D73z3l0DxDJp8kgWPUYXiEiTtCuA0cbEYYJgZyRjqDQA9/AtqbTyEubgKWW+uLxuXu7pLlXLTsepnkHP6UAXNZ8MRXksDy3EkZhc30SKB+/ZkxhyaAMzUvBmp3JkV/F12LGQsLuyaFC6W83VLW84wpBI5RiB3zzQBNq3gsyPHJoupy6bdRodPhnC71nsmx8l1AxGQrAEfMDn9AC1D4ad4JI/EGpTan5mUu2dVUIjrjFpEg4CgZHzMc85zQBT0vwpq0DILnxddXFrH8tvZ+SitOFXAF7cr1EY9FXP8AFmgCK68FXyzSPoHiWXTklIn1K38lX3XCoButZGI2llAzkMO9ADbb4aWcdjHbNe3hWNvtllfoQHtroTswaMjIzGzY6UAaOk6Lq8T7tY8TyXwwYYrZIURfmI+aUAsSwx/eA9B1oAksfDEcEcyJcSMJXmvpHI/1TXzkkKP9jNAFGbwHGbaGODUJoJ4Np0nVEVd1tLCmMtEeCJE4IPB780ASp4XvZIJ01vxBNePMjWLSrGEWyikjYf6Nbgnk5ycucn0oAS98Gl2hfT9VubO4hQ2C3CKCLy0dRlbmJuo3KCPQ0AN0PwV9kuJJrnWL29uJFW2neUKAqxE/6tEAwOgwPxyTmgC/4g8OR6hGqvd3NtIjrqFjeQEbrS6iBwQGBBGCQQRyOKAM+18EOt0k9/rd5d3Cq9oqsqhFgmxgRRIONhBPcnPJ4FAEcPgi5t2k/sLxJe2MEj/bTaLGjCymdst9iMoOBMcnGCB2AoA6eKNlADyvIQArStjMpA6uFAGW9gB6CgDKi8L2we5M5MyXG0Xlu44EcduEwMdpFFAGPb/DqQbF1HxJqV7YxlZrLS5EjABtj8guZ1QFhDgcE8nGfSgDQ1Dw1qEkjtp3irUrRXAiktdqOtuyDGbRXHykjryQTye1AGlpGjW9jCkdiHESKIIdxySq93b1Y/8A1qAMK58DXQkkbRvFGpadHKftV/axJGwe4KAFoZJVJBdQOh/pQBJa+AIIraGFb+5dYphrMc78tPJHdF8Sk+rHGetAGrf6ElxNBI8zq0LPPFGBxMbiBl+c/wCyGzQBz8nw2fEiWnibVbaxkLzT6ZGsfytckkiK62bgpc9N3TjvQBp2/g6GMWmLqU/ZV8i3yB/pQNqU/e/8BOaAGReCYE+0+RqWpQtcOLyaeFgrWboo/wCPaQD1HcHjg+4A3T/B8yyrJrev32pyx7l04SKiLZmZcEiKFVyWXIyc4HSgB6eDVSKRLfVtRt2eZ9aW6t2CtBNcSlsdCCqk4wQQR1oANH8IyQTGXVNbvdSuin9nxTSqii2tWYEiOGJQMu6gknPtjnIBd13w+l8ig3U9tKjjULC7ixm0uogcEI4IIwSCCORQBmWHgVo7hJ9S17Ub+5RHsw8oRVMcpGNkMagDYAfck8nAAoAuaT4QtLOB4rWW6aNzJPK8hG5Wuyc7CFHTPHB96AK994Jikt4YrTULu2aAxy6XejaWhks49oMqEYO6MkH5ce1AE+p+FhdJGJdUvUuoj59lq0e0PHcbCCXjC7SJVJBGzBHFABp3hueNJBqmvajqDyDyJZZdqiCIKR/o1vGoAJBOTtye/QUAaOmaZHaRRx27SNHGi2ULPjLRwIAPMIA5IHoKAMdfAlkLRIBPdhIwDY3qtiS1uIjkPE6gcoT6Y7GgBdJ8HtDN5uraxeandBTZ208yqos7dyCRBbxAAFyOTjJHFAGjpGhQ2YcW8kr75JNUlL4+WW7kJITAHCk0AZd94KYyvJomuX2lPJj+00gVGW9ZB97ZKrYbHGRjPfmgCe88LTPHGtl4j1u1kjGyK7Dhjd5AH/EwSRSG6dxmgCo/g6WG1ultL+6ur6dHMt/OVBmvGttq7fLVQBHgYwOKANrRtMNrBGjSM5RFt5JWOTK6KMlnP9889BQBEnhy1EszsZnaZUs7yJj8oitlcDysAH5g5z8x9sUAc1N8KI5YfJvfE+vTaeAIbTT8xjyFTGPMuBHlhCQMA5A464oA7mgDjm+GMO6TyPE/imCOSRtTubOCZVUy3EmSIyseQGPo/TvQBpy+CNMNoba3he2tSv2UiEjcqk9Q7A8sepIOe9AF1tDgNwJi83miNtLVMjaYZZVYkrjOQyjvj2oAh1vwzb32wyXF3bTRt9osL62YB7R2GDsLBhiVeCCpBFAC6X4fNuXNxrGrX7PgP9rdSsSqOkFvGqKN2ecJk96AM/T/AAHFa7RZa7r0dqj/AGy30sSLsjwThfMCb9ik/dMpU9wRQBNe+DIpJnksdX1bTppFFvfm0ZMXojGAZEljf5o14BGDjvQA4eCrTzLZ2utQeS2Dw2TSPn7SLqIKTeOwJJwMjBX8uKAI7rwRE8jvYavrGnNJgahFZuoW7kX+IrIjYYqAMqVJoAmbwZp3kwxW6SwQQvHfWccZ/wCWlpJuHmMwOQ7de59aAJ7/AMM21xcQTTS3Alg8z7IikbZPtkYU+epBPyqOMEe+aALeo6Zb3cbx38QkhdTbzxn+JHHY+o/MdqAOfi+HduGhN1rmv3ZhYXOnrcSKRHtVhiQKgzkHqct2DYyCAWdT8EwTymS11XV9OnYLDeS2TqPtqQ52+ejqwzGCcHANAGtp+nJbIFimuZQMt5s7lmkaRiSZJW9Sfw6DigCA+H7YztK5kaRohpEsLY2NbxyMeUx1Yuc84x2oA5m4+EGnyxGK51vxHJaY2W2nmYbLIKePJATJ8ntuLD1BODQB3FAHIN8MbQFvsGv+JbKFyZp9Ptp8RlpHJPlqykjzSTnay0Aa9x4P0qS3EP2FI7dcG0SIkGykjPDW8o5DI3Oc59c5NAEGleDYLaTzLjUdU1G4ANvb3N84Y2kLnkW6oqgeYQMnbk9M4oAq3fw5spJJGg1PWrNZT52p2drLtS/kxgmRcEgyDrtZc96ANhNCt1nMqtN5pjXS2BPBgikZhwRnO5j3oAx5Ph1aFm+zarrlrbuWluNKtptsUjzfe2jbkeYTkhXUe3WgDQ1vwnb3rI32y/srhMpBf2bBXEMnVXLKwKucHBU88jFAFa38AaVGk6Mt1Mk+DqXnSEmZljAyJDzlsZ69enHFAFZPhvZExnUtW17UGidNQ043c+fsk0B4wqBc5x1YMfQ8nIBc1LwVbXE3mxahqtlMVFndNZybRfQoTgXAweUJOCMMOmcUAXdD8N2WnRlNKieOIs11sZidrzNk7WPYfWgCRtGtzOJSr+eEOmoc8eRJIrHK+u5RQBWn8J6fJ5/2iBpFuMLqSMeHCQhR5fphAPx5oAyovhpYZQ3up67fGN1vtOW6nLCzkhcEeWoAztIxk7mxxmgDrKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAM6XxBZpcJDJI4uHRr23XBw8cRGcv6jNAGjQBSGsWxmMQdvPCDUXTHAt5JGAO/3ZTQBdoAKACgCndaxbQyRJO7CSUtBZqB99oYmY7m9lU0AXKACgAoAKACgAoAhu7yKBGe5cJGqm5nc/wRxqSST7AUAM0/UYbqJHtSxjdVvICwwTFMgI3L9DQBZoAp6VrFtexLJYOzQuPNgcjG5M91PrQBcoAKAM1vEFqLkQkXHnmP+0gQh2iDeR80o4B3DvQBo0ALQAUAFABQAUAFAFHVtZt7KMvfFxGCsLFRk7p5VUcf77CgC9QAUAFABQAUAJQAtAGZqGvx28sKSWd/K0paKKaFMramJc/6W+eAw6cH8hQBpUALQAlAC0AFACUAUG1uAXAhKy+cY21NWx8qwwyIvzNnqzOO31oA0KACgAoAz7PW4J5ZUhWXzIisN0WHDNPEGHlnPZSOwoAv0ALQBmnxNp3nLEl9A9ywaQW6MCYlh6+coPHPHNAGlQBk654osdPCm+aZnc/Z7O0gUtJeSelvAvJ2jk+n5UAN0LxZY6hvFl9pjljIhvbO4Qo9qzjI82F+cSDp60AZV98TdPikZLTTde1HYTbahc2Fuzpp06dVuJRjlR1xux3oA2pvFGmpb+e19GbTaLlblc/vEfGNi9cuxAAxnPHWgDI034kWM8wjudM13TZGJjsDqEBQag0fa2cnrj1wfxoA6qgAoASgDIk8UQp9oN1YanBHAv2m4uZY8LexCMsTYSZ+bywCD0waAI7fxfayC1xBcg3S+fYjA/cAWxf/AEg5/uDHGeaANygAoAKACgAoAKACgDPs9bhnlmjhSQPCUhuWPRnniDDy/ohFAF+gBaAEoAKACgAoAKAFoAKAMy98Q20Mscfzy3Enzx28fJhtlPLz+ioePc8DvgAhsvF1hPdTQRNIt1CEmnR8YninRTm3weRHuAPAwTQBYttcglnlijSYSRCOe4dgNrrdh8eUQe2w54HtmgDRoAzbvXYop4omikLyiSeKQYxEtoEzv/3t4xQBpUAFABQBg6J4207UZp49LeWQwFYbq4wNkzzbv+PdgefLKkHgD0yOaALOjeIYrzePInt7iMiDULKUfNbSMMjDDgrIOQQcGgDVoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOP8U/b5bu1isdZvLCKRbiS9e327pRbiLGxnBAIJPO00AZ/irWTpgtoLjxPdWschkkvteuCplWC2KnbCwQDdKzhQdnA7E0AV/DfjeETzRWHiJ9dt1gbXYLmUjfbSQuAY5plVQQ+QR8uRyD2oAp6mNdXTPtUXi7UY7loxq88AVDGIbpVIS2iK5XyQRg7ieucg8AHYyahcDUkQTv5BtpLxoOzTpdRAE+4UkUAc1o2tSTXGzW/EmsabqQlaT+ypVURahZLKQFsVZSCJIQOQ5bOSD0oAsnQpH1hj/bmrpiCK/8pGQK6C6kHluNn3Dt9d3J+agCSKz1O/vbxJPE2q2drG0CWUNoUBSSSzUtud424YkHGetAFnxRf2DTBJPFXiW0mVPtMljpcRfZCzH57ny4JCM8DlgPQc8gGPZeMtSbTybTUGmujcf8IxpWpSRgFxJdBVkuoHxyIznlRz94daALV5odxa31h5mu6jeoWmRo7raSsyafJ80TqBjzB1HI9MUAWrGG/wBWe4Z9e1OwhSR9D022tCo2m0bBknZg2TJJkAcADtk8AGr4J8QTX9qrXrxtcAvYXzIMB57aQjIH/TUANxwM4oAp6frF22qXEcly7W6wxXMNucYildjkqf8Aa+tAGRqXiHUUs9SaO/mWSKZ7fT5R1tIkghIEf0LGgCxqFrq+nfZXn8TX13M00Wl6xDIF8u9F84UmGJVG3yScjH40Ad5QB5Zc2+pahptxcT+ItQQuk+oW9goXyk0xEcCOSEj/AJbQjk7gwJyORyAB8R+Xb6bB/atxYRyW6Xeo3kAO9ILe1TCwOFbHnueT1GMd6ANDwzq5uJprez1jXLi1MYvNP1WZXEthLv2sguZ0G7aSrKSD3HPYAreDrltK0jz2vr66xD9rhs5yNlrJHuwtsFUECViM5LUAY7eMRDFHLY+KPEl5f5jm1KweCXyr+KSQb1ghaIKvlqTggg4GOc0AdXLaajfX9zG2v6ja2SRQsbe1YK32m534Mc+CQFCtnBGTjPSgCzDe3seqrEbu6e0Fl9pVJORNeR3gBZnxy2wjNAGPY2Oo6hbNdHxPrFtO2/UNLtYX/c2lrCW2LNZHhvMUZbPPPbFABf69qGpNpv2HULqxguBJcas1scESQ2wbYkh55YOM/iKANbWYrq2W2t9N1fUg00jQy6pM4aWG0hR3YJM6nkqNoJU4HXnmgBsFvdaXeQIms6leWk4kg8i8fe1re2ybgYrlucSRhhgnA/HgA0PHt/cW9hcNYzyQyqheGZDgxNkco1AGPdadf6ZLat/wkWrXbyzDTNXhuHzHc+dbyEm3t8AL5brwFwPXNAGXqniyyuLu4TV9f1+xhiKWdhDpyyjzJRGSz3MsCNk72wASBgZwc0AQaxdXOoaUTqF7elknSyiuVDRnVLdL+NVe4gOMGRCG7YPNAHU+J5b2zhij0rULrzp5k0dNQmO5rFJwxZkzjJjjQ496AKkljdaRc25h1vWLy1mc6PfW15JvMdy8TMr27t05UggcY6CgDofFtxLHZXLW8skUiwSzQyoSDDIkDYMbjupoA5Ga01DT4YLl/Emr3km6Fdbgmf8Ad3lreuin7NZjAVomZSCMdDknJoAveTLq93cLLrWp21tblLG2gsJWjM880SszXUyHJKMdoHAH1NAGTqetav8A2dcqNVmW7huE0O21RThpYvtUG1piuOTFIA3AB569wDutH8Pi03E6pqt2z4aVrqUsEdc/8e0R4UOT0AA6elAGdr15Ol5ZCG4mRGeZLmJWIFwqWMhAmUddrAHnvQBiaZot5qMl79p8R63CqztZaWsEzL/Z7iCM5AUjI5HyklRzgAkmgDIhn1P7BDeT+IdVkvC0Mk8O8iG5inu1Qq9guF5jbkgA55GDQB0Go2V1d6mUbW9Ut7RbaO8nsraQr9qmN3KOZUII4HO0qT0JxxQBRXxDqGmW9+v2yS+e1IOm3V0SWkjuoFYC7fPPkF8ZyMj0oAl1fSL7R40nt/Ees3sivHDqsF3KTHqEN3Oqt5NryFIZgVxjb05HBAJJNLu7/UblJte1i3tUjgdbW1mZP9In38o6njAU5xjPGegoAg1XwtHcapGG1bXIR9leQvb3DqW8m4iGC6no+cn1OCaAJtY1VJ72SPULrxDFbxRxyRQaYk5N1c3m/LXU1mpIESqMAkAnJ56AA1PA9/eOkqXyauyRyGDTL2/jdXv7BlBUyeaqkmM5BJUZ4J5zQAzVTPeXywm+vLe2SH+2bxbZ2Rr2WWYqqtcRkHagViQCvOOvYAwLO8fSBqjC6urtovLlt5rg5aRvsCbRO/GfLJAyeSBk5NAFQXk8MMMml6h44vL8GO5v4pYLsx6pHOy+YPs7R7AEQsV2gYxwTxQB6tQByGqWcEep2hgt4Y2ZLp5nRQDM2IeZCOvJNAHX0Accdj6z++kJZbMS2cJ6IZrxgzIMdSFUdelAEl4qx6rCbUEvJbzQ6kozhbe3ljKMwHcOzDJz1wKAOa0GXxKkU3/CDW2lXOnl3n0Oe+Yh7hpHO77OE4K+bnaWKHHXIoAguJrIaPEtrDerdCVbOwtnCh08TrdE7ZIzgYM+7I7L0A7AFzWp/EW+0bxpY6Wlis0d1dyaczE2uojhDd+YBhPOYZwW9CemQD02gDxLTLS6OjC7HiDXjqS77yG8kuHYBYbll2NbyEqVdVycqTnvjigDrbnQG0ia0aw1XVJZJJRo2tC4lZl1YSwSHfLE5OGjZMjbgDOOlAD7+6eQast7d3BhVBHGpJItIZNKUnyIz0ySTx1NAGRZsfO0Lk48iUkepGlx9R7UAa+n6L/bT3Ems3uooEmk0bR4LWd0Gnx2LkeYqxkZeSTJydw6DpxQBm6hquqXViiTavdW90LxfC15qdqxVpRHeFNyFcffTBPQE9hQBqjShpV9bLpU+oG2nE1pqFvPO7j7TDCHV0SUt8zhSDgjj9QDmhq8WoPO+r2fjZ5llkstGNlFNs0WO1bA2pCQC5cZbOew7UAaFw+uXlpZvrWka5PCA6eKdMgLRzTzJgK5t1KkgMpbAYZyCB2AB2PhKXTHgB0G+u7iDcVAuJHZrN142MJiSPJxjB6fjmgDL1q1/tG+WC9kuBZpB/bFxDDIyG9up5iq+bJGQcQqrHAYckZzQBi2Uv8AYy6obF7mcxeXLZmclyGGnptErEglYiQOudooAyJrySNI5dG0zx++qgxzX0skM5TWFZl3rPE52hWTJGAoGBjFAHrd7deTG7bN21Wn2Z+/5ak4z7/SgDxu31CSe2E0dh45OtFTqVtfxwztE87EkLFD9zy5FIX7p4PegDubaW5bVIzNLNGr2RkmsTnENxHdpyUJ6gOR0yKAKGoXUwGsYnlG2MG3wT+4P9kqf3Xp83NAF3TtJt9MtGuN95d3i2xubq5nlkIuzFAG/wBQz4GSoAwAQOM9aAMe68NPb2H2mLVr1tVWIa5NqLTyFbqVFDFTbbtu2RflA2AYx0oAk8WQzPOsusaPrN9pJiVUhsZZFfSbksSXu7SJ1J3KcEgnAHT1AO18Oz2UlvGdIvZrq3Kj7LdSsS00Y/56O/OR055HegDF8JIslzfSStum88aZ/wBc7S0to9oQe5Zj7mgDmb/QbuS9vJ9CQG/gkhuLeL/oJ2zadHuikI7TDp1welAGp4d8R29xcXk2nHzIzBbX0AbvtjuDiQDupGDzQBTGhBdMFzDf3yal5P8AwlR1DzGO+5MG8q0LNjYy/LjbjHbNAE2u6Dp+oX1k17bTjzYZpp0SaRf9UkJG1o2X7u49MZ79BgAveLE065lWNvDOo65cIgnltY5dsdnDMxx9tMkirulKkjIZuM8cUASfDa6kaGZXXUUjjuHsrKC9OZLS28qNgs75b/Vs5x8x470AM8f+LY7fy4I9Wh06afcsupy4C6ZYRqSzBm/ilA2qMjk9RxkAw/BXiPw/FqEsWhX1iLZoYLbTdrf66W0D5WMnqW3knuTzQB02pfu9UtjDIQ0kM9reJx+9htnjZdwx/C7N3+nfIB1tABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBiahoc8t3byxvCI4lnguEYnc7XYjx5QA7bDnke2aAI/EXh+6neKXR7iCO8hL/Zlnz5d3BcqAyXG3kb8AggHBHQ0AP0601uUOPEsmkrGy/Zo7Sy3nywQclrmTH3wemzj1oA828UW+vWlibVtZ8PTH5NJ0uJCxuNTtmlUBWtTwDHGQSRu4HvmgD0t9DnN8sweHyRA+lsmTuM0txGwIXGMBVPfPtQBgal4X8SX+2PW5vDUlsJEuzqESOJTFBKGxb27ZCtJjGfMbjsaANS70PVFvlm01tOaFo10rUYpywaGKGdm3Wu0EEsHI5K4x37AF3TNCe3uLmR5kZZmjnijA5hFvbKvzn/AGiuaAMqfw/rlvdTSeH5NGkSfy3vI7zeDaSW0W3MDRg5BQA4OOe4oAhh+H9z9kliudWV7hpm1y11NEwYbwzhwxi7YkGDg9OhFADo/D/iO4ubaXXLnRY1hMjSWVpvIl8+2ddyzSKDkMRxgADJyTigAk8O+ILOWU+FbnRfs8zf2hPFeh86deyABmthEORMBnBK89+TQBveH9Ai0+BY4ZWlxmSadgAbm4mclmZR/fcnjt0oAyNT8Oaol35/h19MLtGNN1C2u9wEixSZDRSRg8qCRyMHigDPh8Aam9ndxanqlnJc3Ej3zXMaELAZUjGPL/2NlAHReIdCkvViEUyR7JodVcsPvpaSgkLju4FAGxQBwA8D6/HDNb2Gp6MmmuJY7OZ42Mmn294WzGsKkAhNxAbfkf3egABoSeCbuOK0Ol3tql/bRjT4pZVJjvoTCqss6qQcPtBB5IPagDb0eLWAWOvXOnHO0W1raq2LTavzbp3OT5jH+6uMe9AGP4b8I3sNm1tr0ljNb7G0u3mttwa4tJVYEzhuhIPYke9ACaXpniyDZHLqGgNbJtiXUNkhlu7WHHElsSAGlAwT5hx1Az0ANWx0KSK6nlaZGWVYYI4gOYjZiTO4/wC3voAH0KQ3izecmwQvpRhxyXlnRsg+gC0Ac+ng3XII3g0fVNMi01t4tZZEYy6XFcsSyQKpCkKWO0kgr0IPYA2H8Iqr2f2KUJDbbokifJMsLWjIAG9VyDQBN4j8OyXgRrG8+y3cTfbtMuSMhZdpBW4Tus6Eg4IPpQBS0/w7qUtys3iWfTy8ataaVZ2m7ba/aCNzySyYJaRVA6AAep5oAv8AinQn1C1lihmSJnXyElYcRkkfeAoANd0J7toDHMieVMuqyBh/rUjikGFx3JegDOu/DWrQTyS+F7/TIjNsbUbW9jZl8+BcBrdo3XBdMAjB6ZoAl1rw3qF7ZmK41K1a6JS4N55ZCGW3uVcDyAxOMKF+9nvQAupeGbrULZV1i7tI71XXUbW+tUO2zvbeQlWhhkYnheDluecEdgCC08N6vPPHJ4pvtKlWLM2nWlnGwU3Uikb7gys3MSE4xjrnqBQBe8af8eF1/wBcJv8A0nagDD03wxrdykC69qenSWcfl6hHFFEyy3clsoKresXIwj4JwgyR2BNAGle+HdTineXw3fWMZlATU7S7QlZZ4UwrwshBBReCM4I9DzQBXm8At9jaKO+V7iSVdY1HUHXH2y7F2jsTEvTcF2gZ4GKAOuoAyNS0Frie3kWdUELSTvGR/r/tFuy4U/7O7NABomgtaNOWnWQSzNqseBjyVkhjGG+hQ0AZC+A5RpyW326PevlFrnacO1rcI/CZ/i246+/tQBQ1Oz1V9VY6FfW0Ei2sYeO4jLR3SyXc3E20qQVxkYb68ZoA2LfwTG8E6azcefNcbpdXuYhja8kYUCzDbsC2VRtyW9T1xQBU/wCET1u52J4j1yxurNGW5ZYYWWTVntzlft7lyMK4DHaoyR2oA2bLQTDczy/aAwlWGAQ4/wBQbMSdWzzv3+goAp6v4f1FrmObRbyyjkVG0y8huUYia0lkRv3OwjDKV9SP6gDdU8N6iJzN4b1C0t52QWWoW10jNHexxMSrEIykNDlh1IIPSgDX0m1voo8avqMd5NkyPMkYRUVjwsUYJ4jHqxJ70AZOueGr55km8PX1rbXaqdOnFwhZL2yZ87ZVUg5jcZBDeo70AN0zwXIv2r+29RW++04S82Js2xC2CEIFY9V6c5Hck80AM03QfEkBRH8R2DWaFfLlEH768t4iMJcyF9vK8EhMnqME5AB1NAHGal4L1+e4WWHxhawmPzV0+H7GD5Nvd4ysr+aM7Qq84FAGxr2k6vcRxjR9eFjMrpPd3YjB+0wRg5AiJ/jOD17YPFADNf8ADM1yySaTfLZ30e5LS5ZdyzwS4yl5FkZVyB3yp5HuAR6F4XuYpXm1y/jvL5wLQPEpVNPs1OdlnGSThn5JJJNAGPD4J8R2XyeGPFVnBY7mlt7e4twzaYkzZK27ggEIxJGQMdKALk3w2tmtVij1G8WZJBrkGrNgv/awkLeZIp4O5iePT86AIR4M126df+Eq8SWtzaI630VnbQBft0kDZX7YzE8KQCQM59eKAO0oA420+HHlaYbT+1d3yvB9v8vp507NnyN/8OcffoA3da0H7Y0B+0+V5Uy6tjbn7R5cTrtzkYzvznn6UAUbnwZ5gvf9P2/al8j7n/HhizEefvc9M/w+nvQBBD4C2PYt/aWfscb2O3y/+Qj51qqZzu+Xbtz/ABenvQA+TwlqMUsreH9fjs45T9qvLaaDzPLvCoBe0feuC6KOCHX2oAVvAsIt4IrW7kRYpY9WMrjJu5LefefMwRzcOTz29KALupeGRc3NtMbt08jzStuBxdG8h2/M2ePLHsaAM9fB+pW8kp8P+IktYpWN9NazweZ9kupD8zWT+YuPOPJBVxnnFAF++0nVm8o6b4iELoDFeGeEOuq7gvM8SNHghlz8pA5IxigB3hzw69ij/aL9rueSRtTv7naFElxIqj91CCcBUVR1PrmgCtrXha4mnjm0fVEsbpFaymZ4t639lIwOyeLcp+VwCCGB/oAQaX4HaMXI1nVX1H7Thb9tmzCfZwhEewngr07gcEk8kAZpXhHWbXYq+MZZLKMhYbZrdPMktojwk95nkbRgkRqSPSgDqmUH7wBHRge4PqPegDkLLwPqtooj0XxfLa2Kkm2tjbo8lrEzk7YruQnhScDMbEDigDQ1vwvczypLpGr/AGC6VWsTK0e9bi1mZTiSEsv3WUEEMPfNAFK2+H8iR3i3GtyTvdApNcvGB9lkkttpKopGQDyBxgcEk8kA6O309EiVJcSqEFpISP8AWqqY5X/aHvQByTfDa7ZBFN4nuH0kEFNJMY3vaRnIil1DdkoOn3QccZoA2dV0XWZJN2jeJzZggRSWs0CyINhPMI3IQWzz8xzQBb0DQItPgSO3lllC5ZppOs8srlmLf77sT7UAZ02iXltd+dpJ82KXZba9YsR/yyXCy2rMRzCMBhn5l6DcACAaVhoSW808iTOzTMk8sZHEJt4FX5D/ALQXNAGfo3gWxsZrl7TcVuCst3asBtjdN+fLHpKXJINAGW/w1mZBCfEl3/ZQIKaX5Y3tCjZ8uS/zkpnjG3djgse4Br654WnuZYJNM1b7BLDviX90HWe2ulUFdhIwRtGDnj0NAEWp+E7tpml0HXG06Z1W11ENEJFuo4CdpSNiMNHuIzkj1FAFrw34XGnLIP7QurtpJDqdxcT43NNJGgOduOu3PQAdBxQBpXGnWs3/AB92dtMRwpkUHaPYkUAY9l4Isbe7ee3SNXZFtFt1RQLfy88xEDq4PNAEeiaFemZ59eaNbll/s+zsojldL08SZ2h8DLTMAWOB2A4FAFzw14fuLCMrea5qGpsXa5W5ujlo43xhVOTwgH55IAHAANigAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCumnWquWjs7ZZjzLcBRulIUD55MZ4UAdelAFigAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEZQfvAEdGB7g+o96AFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBGoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOZ8V+I9TtGgTQtPtLqeZngRJ3KhRBCWPzj/AGQaAItH8Y3xmEPijQ/7OuWBm06aNw8epiIZYQyADDRjnBHTnPSgDYvvFejWrbdS17SbWT75hnmRWCt3KMw60AXpbmFFLTTxJGB5jzMQAqerOe1AHP8A/CZ28tzAmkXmnXkEizSXFxC4bynsxHgI6HHzb+c5oA05PFOjpJ5c2u6UlxnyzZtMgcOw6eSTnJHtQBpUAYmieIHuTc/a1giSGZtNiccfuIoI2zMxPXLH0GPzoAs2HinR7ptuma7pV1JjzDDBMjEIO+xCeBmgC7cSFVYq0SkAurSHCqVH/LVvQd6AMzTtb228T+IL7SIZHUO8sUg8qWR0Lf6LI55GwE9TxkjigB48X6IULr4h0cwA/Z3uhOm1JiM7Wl3YyR2zmgC2dVshH5jX9oLfHn/bC42eUe/nZxg/WgCK38Q6ZNIUtNX06acZMtpHKpeMKed8QOflJ9KADUfEOmWeP7W1fTrMnJhFxKq+aF67A5H3c0ATXOp2kMe+7vrWGDh2upHAQLIRgmUnHzkjHNAGNqXjrS0tp5dM1fSbvykNwyxzKQJip2rKyE4+0OMDuT0oAl8MeKra/tkk+3ae8nlpcaosDgiwuHiBYSjJxsOeCcjvQBNpnjHRbxymla3p91KvzvFE4JKeqY6ge2QO9AEt54p0e2JGoa7pVswPlyRzTIpRyoOGViOSpB+nNAFz7XBs3faIfJx9o+0bht8nGd3mdMbec5xQBTsvEem3e4aNrGl3cgG9kglVvLz0MoQngmgCnpHiFhaJL4lv9EgYjdcXMEo8n5nIHk3Dt/EMfxHnpQBb0jxTpOoA/wBjatZ3eP8AWrEwJiB/56J1G76UAXLzULa3QtqF3b28Qx5txMwVY9xAG+RiB8zEDrQBV0vxNpd8W/sfVbO7KYW58hgfKL5xlh/ewaAIdP8AGOi3chTTdb0+4mH34I3BJA/uDvt74zjvQBX0jxM9xd3UMkSKIDD5Ug/5apeW+75znqrA9hx60ASWfjrQLiXy7DxBpk855jhjkB83j/lkwOCQPQk/kaAKF349s4b8QXWpaVDH5RupjK4DR3xlQKm4sBmWNicY3HqOKANFtWmjmm+23ujrZRxrdyKrHzbMkMSb1OgVlU44ycGgDSm1C2jTfcXdvHCB5zXLsAqxnuZCcYP1oAoax4v0bT8DWdYsrVj80cUjDc6nPIj64yDzjFAF6x1G2uUV9PuYp4WHmQzRnIkX2Psf/r0ARarrljYpv1a+gtosiPzZDgF27L7mgDG0Dxel/dXC2V5aXFtGkElrLCc7pLpZCd0gPoF+n1oAvWnjLRZ5jFZ6zZS3Iyr2qtyGi6ge6UAR6frVxLeXEcnl+VGkEttgcl7oS53t/wABFAGlqOrWdnGX1O7ht4R/rJpDgKWPr7mgCtpfinSb1WbStWs7iNf+Ph0Yf6OMH/Wg9MgHrQBUsfH/AIeuZBHp+v6fPMcpHCj580p/zybvwOxPtQAun61cS3lxHJ5flRpBLbYHJe6Eud7f8BFAGN4u+KOmWlvOdK1exkvEBihh6/6SHUEAcZMRYZGTjvxQB0ur+JdL09QdZ1O1tFPyRGVseaR/zzXvt+lAE+n6raXaB9MvILmE8xzRMCGx7jup/Ed6ADUNUtLRC+o3UUEQwrSueAzHAA92NAGBpPjSG+vGTS76zubVYVvS8RyUvHncESnPG1FHBAPrQBpf8Jho/m+X/a1r5+77D5Wf+XrbnZv6bsds57daAKJ8R3X9p+RiEW/2U6yTj5muTdheXz0VR6fXtQB0UsyICZpERADJLIxwI0Ucl2PZRQBl6X4w0e9bbpmrWs0mBceSDhmhb+JEbGR7jIoAgvfH/h+3Zhe65ZxOpMVxGTzAybf9YAOOWX29KAF8RancCFRomoWUM0zLZadeyEFUMwJ3QrghiIwSB0Pc4oAddeKdKsNqaxr1uJgoklaUgNIi4G+4RAABI3sq+lAE7+K9JWISyaraJalvsyXjNhTKHK4Mh9HBHpQBHZ+MtFuI3ez1mykgj4vLkN8tvx/G59aADTvGWjXbhdP1a2llK/aY4QcGWA/xRKwGR9M0Ac3a+PBeai0On+INPhhTaq2nlFn1efEhdUmLDb9mCD+E0AdJqPjTRbRiuo6vawuu151Y/wDHuJjx57Dpv9yKANdWB+6QR1UjuD6H3oA4bVviPLbrfskVq0Vt5dpYkhszahOnP2kZ+6srIOMd+ehoA27nXLuK5topEtSJUmnvnUH5JrRYv+Pck9CXPUE/SgBl/wDEbw9bMy3eroJEOy7iRHY2px1mEanAA7nA96ANZtasgsbG8h2SlYtPkB4vHlQkeUR/fQE0ASS6jbo6pLOiyuGktoT1mWDGdv8AubhQBkXXxB0CCTZdaxCkm77JIdrbILj+7PcgbQRnoWFAFrWfFmlaft/tjUI7cvn7KhBJuTHjIhjUEkjI4Az6UAQXHjnRookkuL9kikylmpjffcFCc+XaBd3yY5+TjvQBDqXiSKe0aTQNasoDuW2ivp0JWCczKCs0RAOWJ29OCaAL2teJ9N08A6verCGPlW6BWZrh/wDpjDGCTt74U470ALbeKNMmgaW2v43tlDSXU2D/AKMIBlhNERkGMdQVB9qAKdp8QdAnkVLTWIZJG4tSqtsuWHaG5xtJHoGJoAtaz4r0zT9v9q3vls2fIhRGZpQvUpDErHC564xQAHxZpP2czHU7f7GPme7zwnzYww6538YxnPGM0AN0bxdpd+WGl3jO64eWGRHRlRj1EUqqcEjrjFAF++1G2tkZ9QuYoIVHmTTSHAjX3Puf/rUAZ+j+MNKvyRpl6XkUebJBIjowjJ6iGVVOM8ZAxmgCi3xQ8NA4OtRnkxSuEcrbPG5B+1ShcL8wP3iMjkcEGgDpVYH7pBHVSO4PofegDF1jxvo1g23VL8pJjzzDHG7mOL1lSJWwDg9cUAPvfGejW8Ucl1qkK20hFvZXIBInkkUkAFQeoU9ceh5oAoxfEzw9J/qdSld9wt1tBDL5skjKT+7stm4gqDyEI96ANO38UabLbma3vVe0CtdS3AVv3cUAO7dFjOY8Hjbn2oAp2vxB0KaREttT3O+Usn8twl4yDOLe6KhTgejn060ALqfj3RLOQpf6gyzjDyW0ccjMEkBwfLjVuOOvQdDyRQBY1TxZplm6rfXMvnMDPFbQxO7tDH1YwwqxAHqQBQAjeL9JFuJjqMf2U8RTgNmVy2NqQgZ3b8jG3dnjFAEmleJrC9ZxYS3HmJt+1QzRSI0IlzjMcyqfm2ntQBl2nxM0SZ0WKa9VZCLfT76WCRYr24bosFw6gEuOnY9j0oA0NS8W6baNtu57hpAv2uWGCGSQwW4P3p1gRsAnucZ7UAaNpewzor2kokidRc28g/5axSqCCAf7wNAGTq3jbTLN9t0907gCe68iJ3Gnwt0a9aMHaGx3oAz/AA14yjewFxrl/GI90rSXO3jyUvHVQiIOcqFAwCT7mgDR0fxnp97I0cAvYLhR9peyu4njd7YnG+OOQDKluPbv2oAj8Gavc3lqr38oeQvNGzAAYSG8kUAKP7iKB6+vNAG/QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAI1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQByXiSdBf6epb5y9xKi+qR2L559iwoAj8WtBLdWKRFGuhMdT8sdYbCG3k3M/oGfaB6ngUAVprvUNRklOieGvDUsKO2lT3OpMd17PbHDbI443+VGGBlsn0oA5jR74XGnaWt1BugedbO7VzlZUs2l2rKD/z0dFOOnGDkUAdbqOnWcWqWhtbS2ilaO5F08agGZY1i2+aR/dycUAc5rN1c6nY3M2m+H/DiWjLNJHLOGE0kNsrgyNtT7+9MgE/U0AelaOxMEW4kny0LE9yYx1PvQBxllrkNhFqMl1bGdBdNF9m4/0h54LdQrM3GHdgCTwBQBV1ey1ZJ7BtT0zw9bqJxBE9kW327zwykooZQNrgZPPJ7d6AO81r/US/9c3/APRZoA4K4tIZrHSFu4I5YzJa+ZE4yJANOk++p96ANSLRrP8AtmRhaQ7/ALKkznA/eTS3MilmHqY1C5644oA5++gWLTdUSAbYknljtYR0to5EhbESjoA7HigDoPFmk2Vs1kdNtbe3mS4isbARKARZzbg6LgfdMRYn/OQCTwtFBPc3xvQk1wJhp5WQZMOmrbJtVEPRXLP9eSaAOXvbeN9LukQI9kLsWWmBOAbBtRhysRB6Ryl1GMcDj1oA7jxhp9slhdCK0t0H2eRAqqOFgt22gAD/AJZdvTtQBkWV7a2GjxP/AGVb3AaCCCW0wAL+W8jjUC5JHR2fnIPGetAFHW7TU47iwbUbTQYcTC0iksmfdCJreTciKyj5HA56duOTQBreH9Otm1DUGktonkLQWbuwzm3NjGdvPZiefXv0FAHMRuv9mWq3JQWjXn2DUlbGBYJqM2FYEj5S6op7Be2KAPUI9MtEbdFY2qShfsizqgDLbgj5RIB0yBxnFAHnWh6xJDptjHZadZXdxNi0tI7r/VwiNWYtP6+Wo6Dk9qAL2lW2pLqwOtx6P5xtJM3FkrD7Qq3cX+uWTJ+QcD5j+FAGn8TIEksJFmXcheCKRf7yPfRZ5HqKAE+IiyW+m3B0m2RHEYtQIwB5doGAO3HaGIsQPyoAxrzwv4lultxBZeDbWOF477T57aSUmCCIj5bf90OJk4Izg96AJtN1eO0vdWeaDcsa2+oS7PvTJFYMcAk9gvHTrzQBleJhrz2cb6jb+GYoRJb3llFbBxJpbyXCY+zSkkEjODhV4zg+oB1cqj+1k4GfskgJ9QLyHqfagBmmwRyahfLPGro0VrFLG3SRHSfIYe4oA53ThJcLBZ3Pm7oJmTU8/wDLbSdH2tGXUHpc+ZB+vHFAG9da9q9zeSxeHLXR4mgWP7bf3yuTIb0EhbeOMrxgZJ3deMUAV/hesqx3QuDp+5bqSIpZZ8qI+TESLRWJwAxPHY5oAv3sqnVIBcsm0W801irY5u2miB8r1Pk59cDPvQByd1FJby60dFEAfyoJo0gODbMbWXcflxhhhm9c4PWgCxb+GvEN3a2y2tl4Rt4E8nUtNuoJZd1sI2Vt0IEWMzJkHnBzQB0ujf8AISvf+udp/wCgz0AW/Ffh+S9SP7JqEVrcRyrqmmySKGWW6gR/lliJGQyFuhBHUdKAMKDx7dWyXQ1/RbeO/t0XULo2ZymqxOp2tG7AEYIwQxyByM9AAZviUeIJPsja1J4YaE3VtJEtsr74WkmGPIuHYg8cEhRkc8dKANqGSRbzUTAWDiC3eIr1DiK4xtH1oA5XxNFZ/wDCNp5C2zARW8kRXB2XbSx7th/vbi4PfqD3oA6mOMNrLfbhCSLZX0cN1jVp2DmEHuTwcc4xnigCx4bRVvr8WoxDmCWQKPlGovA2/acdWTyyevPXnNAB4k8tr6wF2qmLM88QYcG/igXZn3VS5Hv05xQBVAVdUuP7LS38/wCyIzqmPmvDPLj7R7su3r2x2oA57QtA1C+0hI4bnw8kDJ89yQ+62uvMyTLkD545Ovv3oA2raORdaUTyeY408JLJ/wA9XW/5P/AjQBa+KXmfYTslgjjMkKX8k33UtWuU/wCPjgnbuxnAJx7ZoAmn8OarczW8lxJosXksZkmtg+6W1kjIKKTxiTIP4cUAReEI7RpNQEyWrMblkvEYDL2pto8CcH+EnfjPHX3oA5/TA4stM3s5X7WBaM3VrLZdbPzg2+/rzQB0fhdoWub/AO2ujXIlWGYPjMWl/ZUKZ/2W+c/mTzQBydrbW0ul2i7Inga9WHYv3Xt31eQYTb2K+lAHfeLfEUunwbrSGCSZnj06zEzYRJrmQAG5cdFQHJ/yaAOb1BNTTUrH+177RJiTOIxbRMjgfY3yG3yvlQcenPWgDY0b/kJXv/XO0/8AQZ6AOV8M2mvTxXKxyeGTmeeLW47+NmaVi/ScRuowE6dRjGOKAO98MaTLZ2sMdxdJcMiLbeevSRYxxs9guKANegDlNZ/5CVl/1zuv/QYKAIvBdlB5t+3kp5jXTW0z/wDPWGK3jIDeyl2/OgDH0fR5bjRwLHd58by3ukdTsudO1CQoqj0OwL9OlAGp4YvYdUupLm2dHt1jj0jTWGPvzIJH5z1UuingYIIPINAHK+GNJ8R3WmFBqnhxYHE9tqT3MUnm2080r7/tMm8DdExPO30PNAHRtppiutMW7kiuZEgnjNxjiSaKG3G6PP8Af5oA1PFGhzXEkLaPrNvZajH5kmnRzAFb63lCBxND1wPk5H3fxFAHNavr1zeadP8A2lp1vaXMVzDpl8kLZWeeO8tzuibA4kDDrk+tAG680Y1cC5kAJtQNNVz96QXTb/IB7lNme5A9BQBh6g0R/tj7FsMXkCOVkHynUFspd/I/iVSmf15zQBL4vt4otMtvIPk7HtHsgg+7Irr9xh0wpJz/AI0AEsGsrqtx/ZV3occjQwvaLfxuS9mm8MLPy3XhZRlvqPxAHReA5ZYLhdb1+wjeW4XVLW5shtGn6opUfu1djku6gYLE+nNAGv4e13WFuGt/Egsp5RH/AGla6na8C5gWQDF3bn7rZIPHB7dKAKnxPluEitza/ZQBdQmeS5BMcCNvAa8AI+WOUqeooAdD4e16W9gl1vVdA/dLKPs1mjq11DdRgfvPMduI3CntQBU8H2tv/Zc21Y33G7a9Q4O5zNIMSL7xhaAOm8GsTY2u4knyISxPcm3XqfegDj9Li8RC/vhpV1oaOXimcXsbs0lqYfk8lo3X5UGR3wc0AQR6CLa3sEl1Gyv1+3C8imtv9WhZbhsW5yeI5PfrQB0ktvH/AGuh8td/2ORC/sl5Fj8txoAxVjVbPV/LRVHmXTkAdWbToyTj/aJzQBY8QTW0thaCzkieVpLSPRZIzkRXMUqEspXtFEr54OKANXRlH9pXvAz5dqAfQET9D70AZUMep/2rdC21HSrZ2jgfT1uoGc3FnGr7vsxWWPiOYnONw5HTFAEi+GLM28i3/iuxDyXX9q2N/bBUWy1WNlOy1ieRwSJI2JBYkknIzzQBJbeLdVtDcx659ivpoIP7ct7u2BX7fCA/FzbZO1iV7EjB4oA5zxTLqjWcT6l4u064SV4LhdPWFAJmaeM402YMT+5HJzuyM9OlAHUazolz9okl8K+JrO1vQqJq2nXW1ormGEEr9sVfmXAYnIPToOtAG74a13+0LaKXyPJMiidoc58pj2Dex9qAMLwxfW8dxqH2+WOKcTLdXEspAxpxtYwhZz2Xa30oA4x9zaVZtZ3y2kK3pvZr/blLK3F/cbWniyuVWUp3FAHYW3hnUHvIJNW8Z2V28QkMNjDAENxFeRYO8iVuAQp+6elAFz4c/wDHkn/XS4/9L5qAOqoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAwfEngfTdV2HU/tSvHua1mgcq0fnAA4df7wAoAfofgvStOJOmWbCVgIp7uV2Z5lXs0shPBPOBge1AFaf4faZJIzh9SiDt9rvrGKdxFfznGTdWoOD5gAB4we9AEqeAtGFqLf7CWsxlooizZidpC2UmznKuSev6UAR6d4A022lWVJNRnulDQC7upmdpIpQOHdyeExx0xk+tAEFz8MdGl3CQaiIH3PLpqzyCHzZs5ZLUNgEkk8DAPIFAHTQwJGoEK7UAEUa/3UQccn0FAGZL4S0x0mSeyDwzsbvUomY/v5nRRlTnjhB0IweRQBn2fw30qJ0eaTVryaM+ZYS3dzK/2Mgf8skLY/Q0AdHNAkikTLuQgxSL/AHkcc8j1FAGe3hmwKQKIGWOArPpsQY/uWt4WVdzE5OxGPU/WgCyNKtRKZRD/AKQUFg82TzbRuSBszjhmPbNAGB4p8J+ZZ3SaHaDz583MiFv+Pi7kCjJZzx8qj0FAFnS/AOlWkivbLeuUBj02KeZ2XSkkXBFjC7EDevHrjgcUAGr+AtLvJPMlF7bzlfst1PaSuhvbcfw3RjIyPrzQBdbwvphgEP2CNbRdvlWqEgKYJAw+ZSDxIAevPfPNAF+4tYpVZbmJJI2BgniYcSxuMEOPRhQBi2vgbS47doZEvLm1YeQ9vczO3lwqOFgLN8ojAGMYxQBDZ/DvSImRpVv7ueMiWzu7ueR2tigPERZuByeMYPGc4GADattJtonke3h2yyFZb2TJ/fPDGFHyk8bUAHAHvQBWXwvpggMP2CNrRt3m2rkkMZ5Cx+ZiTzISevHbHFAEGjeDrCxYtbNfTSY+yxz3Uzuba1yDstzIThcgHjr3zgUANuPA+kS26wtZMtumJLAI7BrGWLOGt585BjJPOfrxQAuleCtMs5PMtormS6Km0m1C4ld3uIWKnE0jsc4KrjjjtjmgDS1HSbW7QpqEPmxErK0eSMvDIGHzKR911B6/WgCeWFHBE0aOhBjljYZEiMOQ6nswoAw7HwFo9sUNpbXY2c2UL3EzJa5P/LG2eQqOf9mgC6nhvTleZ1s18ycLFqrMSReJBGVAaMnA2oSOAM96AMlPhf4dVVB02eRFwLWKWeZhZ+W4I+yo8h2kMO2DjI6EggGnqXhXTruRXvbeYzIDDDNHLIhETMCRJ5TLkFgODkUAWodJtY5Hkhh2zSBIruXJ/epbbtvyk4+TcegGe9AEcOhWUczyw2qrcuFt7q4yf3scPQbScfL7Ae9AFHVvA+j3r79QspDLgRPNFLIhlRenmmF1zszxnOO1AFzR/DmnaerLo1jFaxsxu5Yo84MzKoyqk8ZVR0wKAE1fwzp1/s/tO1MhRvtNnMjsr2so7wzxFSM+zUARaT4R0mw3/wBladFAXCpeMCSboRA4MxYnJ+Y5J5PcmgClbfDfw/C6tb6VtZSLi3jMkhS3lU5BhtS5UbDyMKMdqANmHSrWOR5IYds0gSK7lyf3qW27b8pOPk3HoB70AQ6x4b06/UDVrNZgp82BskNA+OsUqEEZHoRQBBp3g7SLRHSz05BHJlb8SMzm8VkxieWUsSAvGCcDtQBRtfhl4chKmHSAWVlubRpJJG+xyW7gj7Lvc7QGA4GARwQRQBtw6TbRyPJDDtmkCRXcuT+9S23bflJx8m49AM96AMN/hf4ZYt5mg27BsvJCWbYjt3gt92FPuqqaANTWfDGm6gFGrWfm7T5tvIrMrQMwwfLmjKkbx15we9AE2laHY2MYTSrOK3iHzbE/jcjrK55JbHJJJPc0AM1jw9YX6bdWtFnjBFxGMkGGZM4aKRCCCuTyCDQBX0nwdpFixbStOSGQr9nmm3MWnjDE/v3cnJBPUkntnFAFRvhz4fMhc6QgkLfbJEDuEluAc7pLQNtJyAeUPPNAGt/Ytn53m/Zl+1bP7N+05Ofsnmbtu3OPv89M0AWLm0hmVlu4I5Y2BimhcZEqMOjqfUUAYuleANDsnD6dpgWRQY7aSR3f7IrDB+yiVm27l4+XHHHSgDJtfhnYSyTtr+nwys8zXlq6OwMlk8UY23RjK5G5WODuHPuaAOpm0ezcRiS0i2xsLmwQDAtZY0IBjUf3EYj0oA5/xV4VgnYPb+FrXULgjyJZJJzGpjU8C8C53DBPBVvSgC14f8GwWtrFFfR285jb+0BtGFhvDOz/AOjr6QyNx7daANjUdLtLuNk1K1iuIWwJoJBkSbWBGR/ssAaAMvTfAeiWjhrHS0WYEvHdSMzOpZCP9dIzHG0kYzj0oA1otOt0dnigRZXCx3Mw6zLBnG7/AHNxoAytV8B6Jevv1LS0kkIEczBmUXSp0+1IjANsHTcDjtQBtRQogAhjREAEcUajAjRRwEUdlFAD6AK8unW7urywI0qBo7aY9YVnxnb/AL+0UAFrp1vCW+ywJGXY3l0V/wCW07KBlvcqooALLTre2QLYwJFGCZFjXoGlck/99OSaAG6dpNnaJt020ht48mXyoxgF5Dkk/U0AZt74G0K4cvfaJZTSMVkuGdeLlounnp0O0eoNAGm+mWzOjPbRmRA0VpJ/z7pMBkJ/vhRQBX1Tw5p17t/tTT4JyhMlrIw5t2Yc+VIORuwM880ARjwlpAhMSaVarbEiaW2UYEsqsDlyO+4A5zmgCxqWh2N4ANTs4pwD58O7rDIB1jYdDg+tADLfw9p0UJittPt47Uhrd7RBhXjmByGA/v5OaAJLrRbKeMJd2cMsI2vFCw4jaEjBT/cIoAh1jwxpeoADWtMtrpVPmQiQf6piP4G/2hQAz/hEtG8nyv7F0/7L1+x+WNu7HXbjr79e+aAF0fwppOn5/sXSrS13czNGvMuP779cL9cUAaFxawyqVuoIpoyPLmhkAIlRuzoexoAy9I8G6LYEnR9GsrZz8ryovJX03nnH40AXbfR7KFGS1soIomLSTQoMCRpyc7gP75NAE1raQwoq2sSxxqBbwRL0iijXAC/7oFAGbrHg/RtQIOs6PZ3TD5IpJF5RM9A47Z98UAWxolgFRV0+1WOMi4sYkUAWcqA4MCDpgE9KAJDp1uZA5gTzwps1n7rA7AkD2LAGgDP1vQFltrlNNgt4pZkkRmxgTXdxBt3TEDvgZOCaAIdI8DaRaMr2+k2KXYUW8l4i4LkIASv++B9fXvQBrx2Fujs0VvGsr7UuZgOZlhBwHb/YycUAVdX8NaXqCgazplrdqPniEq58on/nm3bd9aABvDOktF5T6Pp7Wo+7ZmNdikdxHjqPXrQAaV4Z0uxUrpGlWdqh/wBcsagef1/1zd8ZPUmgCpa+AvD0JY2vhzSY2bHm4iXBCMCNqkcYYA8AcgHsKAJNT8GaHeOG1XQtOuZRgiaSMEsF6CRscgehyKANWKFEAEMaIgAjijUYEaKOAijsooAoah4X0m7dW1TR7C6kX5YJZkBMa88ZYdATn68jmgCwNKshGUFhaCA5ElpsGyQSsSd0WMfvGJJ4570AV9K8L6TY5/sfR7C0J+WR4UAMik5w7gZwD78dqALttZwQri0t4YU5dYo1AAaRiSQo/vsST70AS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACNQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlABQAtABQBmarqd5A0QsdHlvFeQWt5Krgf2bA3V3B6hPTj69MgGhJMiY82REyRGhY/edjwFz3Y0AOoAy9R14W80Ef2cuZme3EmcfZxb27Nkrjndtx29fagDSa4iUgPLGrnPkxkjMuwc7F/2RQA6gBaAEZgPvEAdWJ7Aep9qAESRWAMbqyn50dTw6kdVI9RQBm6zrwtDCDbmTzZV0pTnHkGSNzuPB6BPagC/NdQx4+0TxRgny0LkDc57KT3NAEtADIriJ8+TLG+CYZNpB8uReofHdaAEhuoZM/Z54pAD5blCDscdmI7igBZbiJMedLGmSIY9xA8yRugTPdqAH0AMlmRATNIiKOXdjgKP9pjQBR1fWFtreSWNFnVI31FEVsC5WGMnCyAH74HXBoAmt9QR4leYpCpVbl9x4iDqD8znHTNAFiKZHAMMiOp5R1OQw/wBlhQA+gCKW8gjIE9xDGzfJCjsAZmyOIwevJFAGdrmviyEX+jtM0k0ekQxg42m4bluh/wBTGGb8Oo60AN0rxE11PcRraKscLJapdh8/bJpYQzDy8DHkZA+8fwoA1jIucF13HLqmeWVSMkD/AGSRQAhkXOC67jl1TPLKpGSB/skigDL8Qa81ksZjgWQvNDpRyceUt3MAT/wEGgDQuNQtocfa7u3hz9zzGA37f7uT2oAmVgfukEdVI7g+h96AGT3UMQzczxRL0LuQBk/7R9aAEa6hC7mniEePM84kY2Hvv9DQA5pkBAeRFY8RKTzIVH8A9hQBl6Jql7Osh1awgtNsj21tskVhPaRYw0jKTgnkEHBGOcUAaEGoW0oJtru3lUf6x0YEJx/EQfSgDJ8LeKYtShDg26Pukja3RwTFHDcOoLf76qD0HtQBrf2hbb9v2u383/n33Dd0z/q85+7z0oAWa+t48+fdQR4AkfewGxGOAWz2ZuKAHxzI4BhkR1PKOpyGH+ywoAji1C2disN3bvIM+ZErAmPaed6A/wAJoAp6PqN5P5v2+xit9sr2dmUkVvtdrERh329C5zweR3oAt2+o2s3/AB6XltMRywjYHaPcA0AWKAOf8R+MbayiZoJ7OeYMlr9k8wZ3T3CqcqMn90GJ6dqANe81O0thnUL61tk+4JJnCgsT0DMR1NAE6SKwBjdWU/OjqeHUjqpHqKAI7q+t4FLXt1BBGOZJpWACAf3nagBba8gmUNZ3EM8Z+eKaJgVlX1R1oAgtNb0+4Yiw1OxuHX/XRQyKxh/66KpOOtAGZoPi+3vXmUS2imOVtOtUVwTdxRwodyj3LHp6UAWNI1id4mbWlsbUh3hzHICohSTALy56yDHGcjvzQBYi8Q6ZJu8jV9OkCc3hSVT9lH/Tcg8fjigCxZ6hbXChrC7t7iM/cmhYMr4/uupPSgCvD4h0ySQx2+r6dJcDl7NJVLoAP4oQc8D2oAlvtVsrVd2pX9pax9PNncKMk/3mI70AVb/VLjER0cWFwjyJDPI8gA+xODlrVh1ZQOB3oAsahren2gB1XU7G0U/JE9xIqiRgOiFyOgoAne8gVd0lxCsfDiYsNpVuh3/7WaAK1lr+m3LMunatp9zIv/HxFBIrGDn/AJaopOOaAFv9d061x/aeq2FqW4hE8ir5x/6ZhyKAJbrUbWBN17eW0EXVriVgFUH1kY45+tACWOp2l0u7Tb61uo/uCaBwyll7B1J6UAF9qdparu1K+tbWP7hmncKoZuxdiOtAGdqmvn7M0nh+40q7IwYJZJgInBkAO+5Bx8qk9+tAF671a1tUDave2VmvEbSTSAKJWHRZXx79h9KAHQavYyhja6hZyquHuGjdSIFdMgykHjcnPPbmgCCDxLpMrhLbWtMlnI8xbWOVSzIVzkRA5wU56dOaAKw1O9W7dbiTSFsxEL1Tv/fJKZCMzRE8JgHnHXv1wAY3hvxxPqL3BhvvDv2eMyW9nDHIS7LbvgSXUgONk4BPC/QmgDe0vVZDbJJrU2nRNsF1eTwuPKVSM7opiT8pHOdx+tAFiw13TroE6ZqthdIvE0kEisITj/loyE9qAIrPxTo9w+3T9d0q5l5P2eGZGbC9f3akn5fpQBk23juyN7NDd6lpUWwQxWKtIA93d3JfcoUtyUIQYAyM89RQBbtNbuFkuf7ZutEhtYigtZUk+aCOSPJ/tTccAnIx04/AkA1rvULaAZvru3gQkQrJKwAaRzwAzEcsaAKGp+L9FsmC6trmnWshwEhlkAOHzgshPAODycD3oAt3Os2EMYe81KyhgODHdySKEcSDjbKxx846c80ALYavY3S50vULO7T7jS27qwVvQshNAEWreINOsE3axqNtax58tHlbHmOe0Y7nHoKAJbLVbO5QPp97bXEJyVuImBU7evzj+6fy70AVdK8V6PfFhpGs2F065EscLglQpHO0Hpk9enoaAMZviHY289ymv6jp1nHE8dvYlzhrhZ7VGO5STnazHoowOtAHRXOs2EMYe81KyhgODHdySKEcSDjbKxx846c80AV9N8U6TeIzabq1nPEmVupkYYt9q5/eMewHOelADNJ8X6Nflho+sWV06/NLHEwJVc9dvpnv0oA1qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA47xDFDe3sMGokG18qXVri1J41OVGRVWRQRxEGZu/04oAyNJ0O2sZ9STTxKsPkwyQwsxItleK4+WDPRQegzx2oA0/h/4P02G2t5Vtd920EbPfSMxbZLCvyqWJwI1wABgADigDE8NTb/DrEqQfs90rZJO5lMwyWP8AeIz/ACoAi1GKK/l0dbtZRBLDNLd2yuQJo/sMTbZSuMgkc9iOtAGpYRRaRe3EWiwSR2xtR4iiteTHaXkUjqfLGePPVQSO+Cc0AZ6eFrL+zPtIaQ6p5J8TjWlP7xb8wl8b+m3dlSuNuOMUAej6fctLEjSBQzKs7hegZ0B+UH3oA85l1Z9Ktry3tEEcqP5Ph2NB/wAsNdc7PJyP+XaVnHfp9KAPQ9H0mKyhjjtsbI0W1QgY3+WoGSPVzzQB57rdjpWpTTm3+Hl9rBUnTL3UzMq/6RbrgiyWWQf6np8qj5s9+SAJDa6rf6dZOtmmrhALnVdKncD+2IkjYDzGYEEwthsN1I55oAdeeI7K10u6bwjpd7psyHy7vTnVlfSrq52AlIznASM7htwvfg5NAFrX/B+n6RHHN4die2uklhjmkViW1qG4nVGS8yefOD5zjORkUAWo9HtdTv7oeIIYLyOARWmlWEoytsl3b7mcxE4Jmc4B25GODQBL4h0q3tBYJYJIsS3aJCjuzFFNvOceZISeM+vHQcUAQax/ZWoXEiweDV1uaIfZ7+eVkC28si8Jb+afvMvcKAOPmzQBzul3V0NLSK7ae2U3Y8L3Kbzvs7B74BkE4P8AAmV6kY4oA2b7wVpFjqVi+j6dDaMTNZSpCMLLGljIQXQdx69T3zQBn+IoNP1IXT6b4Fi1NPms7zW3mRW+0WkYGdMV8nFuQM4ZA3bdk0AWZbK91GxsZbfT49YWNFl1LR7h8DVHNuAWw2QWhcEjdxye+KAOj8DXGjGOQaBpVzppEhfUtMnVlayu5EX/AJZMSAHUDG35fSgCDxjc2cskUL+GV1q5O7UrazkIEdrFDwXupWBGMkD7rZ6d+QCh4AjlhubyM6P/AGXGPIvY9KWRWS2nuVk3NasnQTbBxhceg6UAavjP79l/19p/6Sz0AY+trZ39xMLTwBba00YGm6lf3Dqu1imdlg8gPzRK3YpgnqOtAHM3Ss2iW4n85cXAswpb5oYodQkUL5qn/lkgAyD9KAO08XadaabYzHQ7aDTy5itria3AUhbi4RCwZcfMqMefXk0AZ3iDwRollPYvpGkWtpILhNO3wjHmwNbyn98B1OVHJyfegC1pmg6dqlzeN4hsbS8kST+xbSCdc/YbFIEIMKNnBmdmORg56GgDS8AzN9ndPOeWOKafSbKR2JLWltcMF3yHrsTA+lAGbfaDa3mrsNSiSeEWkbNZSDKXEpvZMGaPOD5WDgEEc56igDHEItY9YgsoWiso4zc6fFztt5L7TmZ1gz0AfnA4GelAGvqc9rKlrF/wi9rrV15X9owWtwQEtYEjQFpndWHzFgB8rHPp1oAi8CWhjub2OTRY9OixBdf2Urq6QyXSS7jAVH3Zto4wPoKAItB8OaTfXhm0nRdMtbK3LWWmzW0Sr/a2o/xOWRRlLf7q9QTkg0AWdA8O6dqb3b+IdOtL6b7RJpKi4jB+w2dpgIttuHG+MhsjGSc0AXPh/I93Zx/2tG1y8UklvZ3VyAWk+yzOqujkdUT5cjnrzyaAOshs4I932e3hiLH7RcFFA8+YgDdKR1JAAyeaAOY8br5HkXC7QbeUSXbkdNMvBskx/uKwb8KAI/D8Iur66ncZVNvhXTm9I7b5pOR13Ttj2xj2ABN47+5b/wDX3a/+lS0AZ2uPBeXUi2fgPStZmiWO1v7u+ZFEHmqWVbbfG+cK2T0696AJ/hbJc/Yyt8rI0csunrATn7GkMx+RX9ITwPbpxQBmeKTNPqSpL4efW4Utxfw6UzxBIbma4dTJLFOQCQigDrjPAzzQBZ8MeG7llvI9c8PrpumSbW07S2kRhbLLERJ5ZiYhQZAGGNuCeKAMj4ZXIvJ2OqXpuZoIxpfh9nQj7TpJkYefCH6m5CqpIHGOT81AF600CfULK8js5bdJGu7h4jMCUdoL/dtnC9pduD14PQ0AXvCv9nedJFeeCLTRb0x7riCJUMWqaeHxmGSMAEbmGQUBGQDmgCDwHpVnb2Jk0/S7GO6/0mMXKRrulSK8lwrSAZIXavGccCgDnbbQ76601DpPhTz75wuqwa39oj806lIQTJ55IP3u2/IHBFAG5LpUdzrUf9sWUErLYi42EZVLtbwg7VPXZuOM5x164oAr3VxLp0GqJoebdIiLjTY4/wDlwN5Zxs32ZR0CsSRjAB5oA7DTPBehQCI2Gl2RMY32V4FBZjImCzTDqZR1POetAHL6ZrNpb2d8by1N3GLu50+5s1I/0hry7ChWJ/56eYO/SgCjqEN5aXtgV8MaPpG5zZPJYyhvPgljOY7iMQx8Ief4gDyvNAHf+JbyeC1nazJEqxS3FswH3Zo4WIwPZhQBwniLwno8emQvbaXZiVPss1teKo37prmIEtMOT5oYk5JBPPWgCzqbXsupy+V4dsNXMcUX2GK6mVBYJcF9zW6NG+TKwAJ4x070AbXgLRNRskmXUNOtbKFpTe6XYwybxZQzKMqr4HAcEj5R1NAGP4rlv5NThSDRLXU4kgfUraznmCKbxpgpZgVbJhjxjK9yQeDQAmmeDdXkF4k9jBottOgFlb2s24WF7sIZo0VUwLjjcABnHWgCbw1ILSeGLxD4SsrK92NYaRq9mFMeoxwRgsEYAFSUXOGHY4PagCx4H0DTUmu2h0nT0lW6kt7adY1DW8JtoflhkA4BJPAOOaAOVbTv+JPcpdD/AJezZzhT/wBRWMHa1AHR694T0lL2w8nSrONSZbKWJEAWeCC1ZlEyAc+TIoIz0NABYahZabe3+2B4oFhi16WCEfKvkRSbzFFkDdKoXoBnHNAGB4ggv5LZJj4Q0LTYvMgvrGW3lIn0xp7pPmlCRqD9o3cgPxnJyRQB1YsYLvVJP7WgjlEMEZ0eCVcgC8eTe8aNxklVXOOnFAEPimwsLD7CthZQWsP22MLDCoAEtzFMOEHqzfhQBNptha3d/e/2pb290yeRYWccyg/ZrKW2DERoR0mlLZPfGO1AHI6xFFFpd+kxb7JHdi1to1/5drFru3YrAPSJnYCgDrPEWj2VnLYtpVlbWri4GmKYkAzaT2kuVbA6EKKAMK2l1Ca+vdnhGw1WRXSyL3cyr9lshCCqwwPE/EmWYnPzZ9qAJ7fwDrj2MMc50xbmG4/taytLol4zapv2xySKM4QPxwcYwO2ADpPCOpwSNMj+H4tKvUKPq1tGFInEiEK8UyAZEiqccAjHIoAj8YeGb65aGTSE02eeHftsL0Ex3sVyoB+YdGUL8pxjnnigDnNZ1i1uNKvRBoSaTOm6HVtNUL+5u22nIkjABEqkc45oA3LyCK51VU1GCOWNLVr6whkTINxNdBWYE8ZjQKPXBoApaXYW9vJqi2NtDBGNjpDGAAhk05SdqD+8xJoAzLjRrKHR7Z7SxtoZ1FnfQXMagMlzNPDlt47yB2z9aAOnjUHVZNwBH2SIMD3BvJuo96AMzw1ZwJa3pht4UPn3kO5VA/dpK+BkdloApBI5LfSEv+bRxELyJvu3M8enExrP67pQODwT24oA67W5dO02GeY6Zbn5N94iKAb9YQcLK2P9ojkHGaAOJ8TWWsxtYm70vw7aRrdwxKLJjutUnkYbELIoKyKecY57Y5oA39KtbM6pd+bbWzSeXbXMG5RlWXzcshx1BK0AJY6VBeXGpx3iBo3aK2lB7LJp0fI9160AZOl3supvZw34LS25e/8AEPtf6UfLT5h/z2lbePUDp6AGq93qd9NcDQ9J8OCJG/se/lv1Ytq08USnDeWOFUOAM7/pQBgeFvDl/e6VZnTr+0F3BI95Zeflorp4LiVQJgnYL0IyR2oA6/wprjTvMmoaFFpt+hSXVY4ypW889DtdJ1Az5ioevIxg0AHifw/qU0sE2gy2H2iHzEW2ugdt3FdqoOJU5BG3g4Pv7gHM61rkFzYOJNN/siJbmPSvFVupXFtHJcxmQpKmMiYOMnbzk5HWgDZ8X2cMUlkdPit4rkXEdlaqi4L6ayMHRCpGFji+b04AxzQAnhrT7YahqBMaPLvhiaV+WEEtmh27j/CW7dOPagDmIoIpLCFQPNs/7QWy01X5EmljUiAAT2xkc/SgDpvipLMtkfJUMhkhhvEYkLJbPOuRPIBwshwCfwoAifw94ouLm2kv4fDNskLMztavIWltpoyCqh4hwR7igDuqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5nxhpMDqsr6rqGnyw5e3vrWPeY0uMBhJahH3B+P4eMZ6CgDH8H+H7x2u31CXVik4jsoLi/ULJcCGN9zfZQF2qWkwq7RwMnrQB2WkaWtpDHHHIzrGiWKSN1kWCMDLAf3gKAOXufhizpJHb+J9Wg0+QvNNpaLGRE1ySSLe4ZCQu85xnHUHqaAMzxB4MujcabHpc+pxRQpPaPqsI5sfLtIwpnfGP3zLjBGG5FAHV6H4WNo7yXupXGoXcm2Ke+mVQVt4QcLDFGAAASTwOTyaAMn/hWce3y/7e1T+y87/7C+Tbs352fatu7Zntv6cZoA7KgDh9T8OPdatC7W04hhh+0zXA4W4uHlYIjMOpi+ZsdB368gHcUAcofABWSQ2HiHVrW2ldr/U9Oi2YnnmHzeRcFNy+aRzhs+hFAEqeBjDBDHpPiDV7Iwgx29xEVP2jd/z+QOpBA7cDFAD7LwPbrFMurXU+ovP/AMhe6mABuR5YUBI4wAPKQDGBnPNAFWz+Hzq8Z1bxHqupQwkT6XZ3GwCGaP7rXMkags0I6Fj15oAs6t4MaabztI1q+0y6Ki0upYQrLewIePPt5QRmM9DgEc0AWG8IwskCzX2ozeRINTiuJn3Pdzqjj/SZWHQ7z0Ax0GBxQBUvPA8hld9G1/UNM83D6tDbrGRdvGuN0TSo21ivUjr1xnqAEXw50xLV4FkvjA7Neeaz5e2neQMDBMR1iYDBOT6k0ANsvAbLNFLq3iHVtQuYtxs2k2KiJNEykfZ41A+ZTnOckgc44oAZ/wAK9Cu/2XXtUgspGa9v9Ij2hZpZ87vKuQNyiUnkBh7EcYAJh4F8qGGPR9f1mx8kGK1njZT56v8A8/sDLtbHb5Rjt3oAvaD4Zjsd5a9u7u4kYXWo305GbmVVAG1FAACKMAAcDigCDXfCTXciSWOr3unXSBreO6gCnzreUglbiKQEEblBHvQA7QfB8Ng8jrqGo3c8oRb64uWB8xrbdgoqqMcNjA4wBgDuAXdT0OC7MRuHmUxSDVLfYR880cbjEuQeMOemD70AZF34F3TO+m69q2nLLhtWtbYpi7lRcBoi6ttZgBkrgn2PNACH4cab9lSAT34t0k/tCF9w3GQTs+HcqeNzEdM4755oA3NU0i1vYnj1GASwuPJnjP8AEp9CO6nmgDz+20K7u7q38u48WTQwObi4u9WAUKIUYBbSJUTcbhmHzENgDg9QQDq77wVFLK8llq+r6dLIotdQazZMXioMAusqPho14BG1gO9AGnpGi2tjEsenRlIlGyNSclixJJdj3kYkn3oA4/V/CF1earvE2qWcC2gto9TtWClLw3jHaCwIO6MnIKkDg8HBoA6CHwZZpbyxNcXsvnB49SvpGBkumuI9pZpNuMomAPlwMdKAEvvBdvMYWgv9Rs54VNra3tsV3SW7KAVuVkRgQ2AeU4PIxQBBYeALS3E/lanrDyXCC0vrySQF1MaOA0DhRhsOe2BxgCgBmi/D5bDYLTxP4jaFMLDYyPHsZFHR0WIHH4g0ASaj4DtppHe11bWdPeTH9opZyALfsi4BmR1bkJxxtz3oA2tN0m1s41j023WGFB5UEIz8i/7xz1PqST3oAt0AY/ikn7JPssprsmJ4ks4wSbppIyNqqoP3yfQ0AQ+DfDx060ijkA8xV33hBzuu5Tlvn7/OTQBe1bQ4LwILp5lCSR6pF5ZHzTWkgID5B4JHPQ+hoAzdQ8DwTTNJbarrFhI+1dQFnIFGoeSMDz9ytyq8ZBU4/CgC74f8MWWmRGPSxMItzXQWRslGmfOA57J0Gcn1JPNAEet+ErW9ZGa5vbS5TKW2oWjBXijk6qSwYEP7qfbBoAgXwXCIJI31fWpPN4vr2SXMkoIAIQsuBvQbeEHHTnBoAsHwlYCaGS3je3khQ6fbJDgLJZumNkyY+7EcEdMGgCJfBtmI3RbjUFV5W1p5EkKtFdTS7v3UkeOEfoDn3zQA3RvBsFpIZJdT1a/uCv2Rbm9kBNvbFgSsKIqgB2AJ+XPvQA/RPCMNgzmz1DU2iYtNHp8rgx2LTyFj9ljCjGWJ6saAM5PhpZJxaatr1taZM39j2822JS75Ii2qGAZ+cLIPagDdbRIDcCYtL5wjOmKufl8mSRWOVx13KO9AEUXhmzV52kV5hcbf7QglwVZY4AmEXHR0HOSaAM7SPh/a2TIbfVtdkijydP0+abMdluUj5FABIVSQNzMBQBKngLTBFPGwuWinlbWbzL4Md3KynNu64x5bqCOtAEEHw7tBIj6hqut6hNGwubGa7lB+zEKeI4kVRh88/Lk4HOBQB0zxqwIkRWU/I6MOHUjowPqKAOPj+FGlhQs+oa5cW6ES6fYyzkppzROCPIUAfdxgbi2BwMUAauteDLS8kWQXV/ZXaqbWLULNwr/Z2Odsm4MCM+qnHUc0AXdH0SKyTbDc305J86a4upGdp5WAyWZjxux0AVfQUAQa54Wtr/YZp7y2mQmWxv7V9sloXHIjfB4lHUEEHuKAK9t4Ks0ikS4vNWuvNx9uup523zFOmx0K42j+6Fz3zQAmm+Cba3kV7jUNWv5U3JYSX0u77AkoAPkDA5ZRjJyxHU0APtPB1tDcPLbXmpIXP2m4sRJiJ7jytu5oQBksvqxGecZAoAP+EK0/yXjYXDRPJ/a1wS3L3RnD53+8gFAF+70a3mkiedXMkRaa0IPAaaIqd4/3CaAK/wDwi1gZpJHhZ5JUGnXisfllt0zxs9waAMVPhVpWxUnvdangQibT7SWclbAo4I8lBj/V4wN24gEgUAbOq+FbO7dHke6t7hMxw3ts5VzC3VZHXqpPOCCM9KAKx8CaaY4kf7ZIsUw123kkkYtLfozHdcStknczHNAE2p+EbO6kEhlvbW4Cm1N3aSFGmgb+Gcr1CnkZzg8igCO48DaTJa/Z2tCtmdoeFCQZDHIGy8nXLuMk5yaANHUNGt7kxm6DkxyDUrXacYnRGHze21jQBQ1HwdZXEhkSa/tJ2X7Nc3NnKyG6iUHHn7TyY88HGR2NABf+DbG5jRLibUx5Z8+yvFuJPNglwRn7VuySykjknjp2oAm0TwvZ2G82r3c0rkPd3lzIzvceWMASTOScRDoOgoATWvCtpfFTcTahBKm5La6tJnRo0mK7hujI4k2r1B6cUAVIfAGlJbyQhbp4pSZtRnkkJkvJZMZMs7ZOcAUAHirRbWUJI+n6vPcRnFnJpzhZYlmIBwWdQVbjIJPHbrQBl+DfB00AuW1G1ntRcMALB5jI0EMcOC09zubL3DFieT257AA35vC1i9ssEiy/Z1EcMShuQtkylcv7FB9aALK6NbicyhX88oNNY548iORmGF9dzGgBtloNpbrIsMbFJHkvrpHOd8t2xLY9mJoArXPg/S5rZYLy0822RUt7dWJ3Qi3UBSkowQVA6gigCG08C6XEkizpd3vmqLW/mvZXdriBc4XzHJwE3HGMc89aAKtv8M9GRka4GpXbxstzpzXVxI39nvAwI+zqzcBSB2Oe9AGlceFLKS4WZTdQ3AHkyPBIVF7Ep4F5GpwwQ9Mj+lAFy20q1heR7eHbLIVlvZMn988MYUfKTxtQAcAe9AENn4e0+3lkks7KOOeXa9/MM/6QYlwPlJ4wPQDPU80AZl/8PdKuJWeT+0ImfH9pQwTuqal5a4H2uFGAOF4/nQBJL4A0VokjispIIoy1zpzQSOrafPMzEm2mVsj5mPfHbGOKALujeGrKwDfYkmZ3PnXl3O5aS8kUYBuJ3JJ2jpzgdqAIdZ8I2F8ytc/bIZ1Bhtr61ldHgjc8hZIyOH9waAJbLwvpsEJigsYzA243UcmW+2PN943TvkkydySTQBU0nwLpNk4a0guHkA8i0kuJXf8As+Bh92z81jgH25Pc4oAjvvh1odxK8lzZXIuJAIL2aKeZPtMQQLiRIpFGCgA6c96ANFvDWnGONPsMawxsl1YwISBbzWrZUjaR9xuecg980AXbm0hmVlu4I5Y2BimhcZEqMOjqfUUAZOmeC9Ks2DWMF0HUfZ4DLPK4gi54hSV2A6noBQBt0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAI1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBRudZt4pY45S/nSB5LZQONlsBuLt7bh7/AK0AXaAFoAKAM+91uCCWJJllMkzNBa7RwrQQsxMpJ6bV9+aALssmwElXbALlVGS20fwKO5oApaJrUd9CkkFreW6tlkguV2vGFYj95Hk9cZ6nIoA0KAMfX/Ef2IIIdPub2eRxZ2VnDjMjYJJkduAsSjJNAFjUtbgtTELlZSZZBpltsHSeRGP7zJHAVT60AaFABQAUAZ2l67FdmQQ217EY5G0+bz0KiZ4+9ux6q3Y5/pQBo0AFABQBn6PrcF9GHs1lEZZ4F8wYJa2mZScAnhmU49uuKANCgAoAKACgAoAKAM7TNcguzKLdJlMUh0u43gfPNHGhzFgnjDj0PtQBQbxtbLbtNcafqkMayDTmhlQB2ka4VMohbpvPr07Z4oA0P7aX7R5X2K+3eX/aX2zZ+62+bt2+dn72ecY6c5oA0KAEoAKAKF7rcEEsKTLKZJmaC12jhWghZiZST02r780AX6ACgBaACgBKACgBaAM3R9djvRIYIpECSyaU+7HzyWkhBK47MRxQBo0AFAC0AFAEN3eRwIzXDEIoM0hA52qP4VHc0AZMXiO4S0efV9IlsyqPqL2G4F1t4VJHmcDDOo6c46E0AatpdCZFZVKhlE6qf4Q6g8/SgCagBaAM2x12OeaaOOKRWhKQTO2MStcQhv3eP7qsKANKgBKAFoAKACgBKAFoAwE8Wl1uTaaTez/Z2az8qPBbUZ4olYi3jz2DD3PYE8UAa9lctNGjPbTQFlWdreUYa3LqDtlX1ToaAJ6AFoAKAM3Qtdjv4hJbxSRoWkgVHxn/AEad1ycf3iuaANKgAoAKACgAoAKACgAoAKACgBKAM3XtdSwhMk0LyqGSAxqeSbmdV6n+6WzQBpUALQAUAZWo68LeaCP7OXMzPAJM4+zi3t2bJXHO7bjt60AalABQBmWGurcTTxrAymEpBJKT/r2uIQ3yr/shgOtAGpQAUAee2HxhaePzR4N8Q/YeX/tCJVYJHG5BLRKc4jIOcZxQB1Nx4kDQJJoNo2qI5RYhA2P3Er4LZI/5YjORgHPBxQBs0AFACUALQAUAZ32+8+0bP7Kb7L5f2v8AtTeMfa/Nx5fkYz9z5s5x2oEV9T1e7WaKPS7WOR2zdX08udtnYREAlWHVncgAZ9zgc0DNmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5XWf+QlZf8AXO7/APQYKAOY8V39izTtZ614+kkTdG0mneaYNKuoF5VjGoX92eWyWx0JHQAFrWb/AFm4tLGQyau1qyJeeKG0vImZprZSptwmDtWUktt5x0FAHTeDbjTpIM6Pr99qcRYyGS7k3vZMwHySlgCNnXDZIz6YoAzPGli891YrFe3FqTJLuuIThljWzckRsenmKCM9RnI5oAfoEVxZ3ssJ1XUby3MMer2v2yQu1nI8sikLM3JEm0Hk8dqAOeiv9Un0/TvI12/t55Zo7a8vwdzyxNDMTvL5zu2jrmgDetLSfTb6KODV9Vu7eaOV5Yb2VnNtcWJQhoJXyRvVyCOnegDN8O6dc65bm4m8R67aSys7aZFbysqaTDbzMqg2qthiduWznPTjrQBU1SV9XttMkvbm9gkeZIrg20hXMkttJlk24wdycd1BIHU0Aafii+NvLa241TXo4GWS4v7i1WV57mK2VQo8+JWb53bJIGeOSM5oAqaDrF2ZLmLw3qOs3qeQb/SLrUkkzYaqNy7HnuVBIZtjYOR1x3oAl8EXtiZQt3rPimLUwn+maPqkzHziV5aCJsqQSCRtOQOwHFADLXUdbvLbUf7GnuDdLdS6fp6mTmO3txECtpIwO0yIG28YBP40AaPgu/0yWRvsWpeJUuAgjvtF1SWQtakEfOYZ8nJJxkNt9qANXxpq11bW/wDxK5PLuZHj0exnwCLaa8mC7mB/55gk/WgCXTPCSWrhodZ1+bC+TLDdXDOt0396RZc4I/2So9RQBzfhy+tYdLzqF/dWqGSe3Wa2z5hll1GUAWiqCd0h4GFJoAo2GsPbajax2D+K0hmSWK/g1VpCJWtoNytatOW+bIO7BGOMgUAXT4lvLGC9jmnmnuonKaM8hJNxHq7fuQzk5PlysV6jgduwBDrN/NbSWdte6jrRj8s3msXdp5zy6lLbBcATQhnAlkyWIwcYGQKANLwlPdLczJFJ4gn08qt9YT6lFMGtLl2IaOGe5UMwACkZ6fmSAaHi28nje0+z3E0Qa6S3uAjEefCbaY7ZQOoJAODxQAateTrf2ix3Eyxsly9xCrHbO0QhwZUHXy8nHp2oAxPAHhqKCa6aPUNXfZcyWgilnYrODbxHdcRk8sSep5oAoXN3PNo267uJpn88I0sjEkrHroABY/3FAA9qAN37fc/21s+13HkfYvtf2Tcdn2j7djd5WcZ28ZxnFAGNq/h5prtYdF8ReKRLn+0tcuFvJNuk2O77qx7uGuzwo5wMnBAoA1vFkulzTKl1a+JNRlVfNuNO02RwttFI3DXwSRBkkHHzFvQYoA5XTvGl4umT+ReahvW6bwxpV3cZ823tJpEwbgnB3wxOfcHFAG3ceFILC+sPsV7qboWmjlhuJWcSTCxk+cGQnDSd8YU9gKAGeJJdJuZZf+JZ431N0/0aWXTXcJpNxGgyLNfMQFuhICvz1HYgFWaXWr7TLN0j1C+X5J/EFrbSFJdTtERh8soIJ5wSAQW9R1oA6jwPdaNJG/8Awj11qJQNi40+8dy+kTFR8pjmJIDkE9SCc4NAGd8Qdb8uS2il/tTyJmkmv4rBXMl7BZxg+XH5RziUsC2MHAPOKAMzQ724iluE0qx8U22nfZ2v7Q6iko+walGSCtnPNziVSGxvPOSMUAVG0aS10uO6TV9Wl1BIotWF1LPIRNEdp8qS33bdrISv3cnqcnNAHrFAHmkeqXVrY3jadMIpvtk1rFNjPkfatTVSVU90ViR2z1oAu6j4fi0Y276HeakrNNDpGpJPM7rqkF3IFJnjkYgMhOQVC4OeMHFAGV4it44LqZ/G1rrzWJ2to2s2ksuzSIxGoInt7d/lxIeCUO40Ael2UsTxobWfzoyqyQT5z58TKMHzO+8c570AcVYaBFrTXD61c6iCs0uj6VHbzug0yGyO3dEkZA3TSAsSQ3YdBQBP4uk0x3iiv7TxHqcyobz7DYSEEwEhfMvtskY+8MD5vXAxmgDA069kNlqkfk6rDDGkv2G11AkyWMU9hnY7F2+VW5X5jwck0AbeoB7k2MElxcRW0sbXmoCFirXKWMUWE85eQJGfnBBOMZoATxXoMGm6bdDSbi/RSv2iNJJXb7K2FH+jyOSQGxn7x5oA1PGEzq9n5cjrm7SOQKf9YhtpuGx2JFAGWupSWsmrSQKpeMJexK3Rnh0pCN31IoAy9W8OCxsftVtqeqNqSKmsT3rzPt1CZiCyz2m7bskzjAUYGOfUAt+LrcvOkuq6Xrd7pJiVCllJIG0u8MpJe5s4nUkNERkjcRjpQB1/hy4sZbeM6Pfy3dttxa3UjEtMikj96785UjBzyOhoA5R/C9pqOpXP9qyXrxxxwC3to5pEAe4EmSfKZeQE9cUAVtZvIpr8w39nrNxZwwpcQWVmWPmXMpPzXJQgnZHgDLHuepoAdoepeTa3K6s/ia2sVcQ6NPcLKtw8Fyq4jtSfmJjlO1cEnFAEFk4tb+0XTdG8S6VHIJYbyG7kDR38Mds7L5mJZfnicdyrY4PFAEsd062+seWwUq9xOjq3zKzaen8I6Y28HPP4UAbGtwaQbGOTxJ9paOONZkEc0iGaaSNcAeUy5MrYAzmgCjo+lw6Rp8reIZb2FpczXVtFI7NYfahhYrCRiTujBAzkndznGMAGIJWs7yz/ALP8Oa9pSu7WFx9qm3pf2k0bYEwEz/OhG7BAI7k4FAG/o1hBq812+pXF3J5c50HT1ikdBp6WUaZMGxh8zSsST1444oAwdMe4j0y0ihv54/Num0W8vAxDtbfbbgt5co/inCY/GgDen0a20a6tjoIeGGZ20nU7DzGb7WWhZhIEcnmB15PU5560AYdzYWdncyP430i/j3TG40vxVFK5W2t3n+RJ2UjYIgQORtNAHq9AHlekeDbK9sHl1OW+luQbiaxu/NcNphtrmbb9kwcDawJ6c5weAMAF2LUZdWj05NTacRTRvqWrIrFTfSWUKYDshHyyyPu684FAGjo2mR6bqBi0qSWOykgOq/YGJK2d1bzxrm0z0EityPWgCh8MvB9h9lt57uOS5vsNdpfyOxMXnhhhQWPAjOMdM84zQBt/EZpBYv5FxNCxeCMTRHDRh76IfI30NAGTf+GbPSbm1k0JZIWkm/sbVQzs39qQzwSHN07scmJkyD1/DigDK8TQaZfG4fT/AATqOpOm+CbWxOqi1urVOtgry5/cEfwoOR0NADbsS6la6U17c3I3SR2t8VchrtmtnyXlGP8AXBGz3wSM0AanjrwZo9vp5Wz0uGKMSw3EcSE4WSe7iUkrn+OM4/8Ar0AP8dhLKG3h0yx1EW0k4gvIbE/PNCd7lIpWIwbmTn74JGeaAIfDNm8N4v8AYXhjXdJsWjeLUrW6AEf2kMpVreNJX+ZuQeBxQB0Hjq4lECpDLJF500GjzSoSDHb3VwobYw/vpkde9AGDc+DdM06/sf7FtntULzxy2qMdkjCwk+ZomJ+bHGepHXtQBhx3VrqM90dd8I6/qzpcSaRp9zaYK6ZbWgUAWxaVNrFssSB1IOfQA7/wPJqzWUX/AAkscq3gBiuxJ94+XIwBl93jAJ9aAMqx1C1trjU31KQJArRTXLntEunR5wB3I/E9qAOTvLKOCa1l0vwNfaMWuYYxqhljzdW17JgreW6ux/0hG5yOD39QD2KgDjvhdaiHT4lViwVp4FY/xBL6Uc/WgDjb5gmm/wChORb/AG9hpZQ8GzXUmx5TegYGgDpdT8M6fqGqsNYtvtES2kci2zE7XkN5NzIg6lBnHpk0AR69Gs1+kNzod7qlnHbrqNvpUPlbFuXmdd12k7oDsRQFBJxycd6AKMr6rplpeCDTbvSbPdGPDxmlRm02O+ZVkKCKR8C1kJcfOBzxigDsdJ8A6JYsjaZpqQyoptxcqSGuVfqbwgjcT6sDjtigDmfC3hLTNXgM/iTTftF3LJI8skjHOnLbXTqqWUqEFRCqjo2Se5oA2YFxqr4z/wAekQGfa8m6k0Ac1o/hawu9N8+7jUak6PrTa43+str1QxBjlyMCDgAAgYH40AT3tjb6tNpZ1+zjn3QS6pPbuPle5MNuf3sfoGPTGPUUAa/hTT4LS8vItOjEFqBBqEFmn3ba4ull3GBOwk2LwOPSgDs6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoARqAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDHvtCeW6glWZFWJZoJIiOZTeCPG0/7GygDCj8Ha9CkkWma5pUVg7SywtJAzS6fFeOxKwt5gB2MxwWBPrnpQBeXQNct4LZNC1mwieGNbC8huIiyal5cKjJZSrDyyCRhuc80AWPDfhy5tDM+p3sE91M4u7swJtSHy4woECEk8KOpbJoAn1PQnuLi2kSZFWFpJ5YyOZhcWzL8h/2S2aABNCcXjTecmwwppQhxyHindsk+hDUAcdrHhe7tbXT4YNR8udLiOFL6Nc7HS2nORE3UAdc0AdLpnh/VGnEviW906aVEay06CzjZVt1nZSzMZHYlpNoHYAD3oAoJ4M1m2Dx6BrdjBp7lpEilhJk0lLg5YWMwcA5csRuQ4z3xQBa1TwSfs8CeHp4bZ7d0vdN88FlkMCMMXIBB+dXPQg5oAn1bw3e3AheHUbeDUYcvBciM+VcGZAHSa3LZ2zYH8eRwQcigCeysNcKSf2prVmJ2XybM2kOE0uQBvmRZWYsSSCcnbxgDqSAZ1t4X1mW4hk8Qatpcqwb2sVtYWVrtrmEqTds8jYwpzhRjP0oAfZeEtSt0uBZa+sM81w+tw3XlBvs0MuzCPEx5wq4zkH0waAF0zwxqTXAn8RX2nPOiNp9nDYxFVEUrAk3MkjMScjgZCjqOSaANbXdAt9QhaO8Miq2HSVD81vNEwIaI+sbgH09eKAKWj2PiRXH9u61pcsSgxiO1gKm+kIHzXUju2NmM4UAEn0FAGdL8Os2scUeojzoZj4g068ZOEu/tLuBNAG5ADlT8w9fagBYfB+rT3ME/iHWrF5IfMFtZWkJCFLuEqcyO7HJO0+nGAOc0AW9V8EQ3V3DPJcsojGy4s9uRfGJiULPkY+yykt0OT6dwCbxB4amuXjk0q9jtb2Ld9kmkTck8MwG5LqIEcS4HIOR1FAFjRLPWE3HxBqlpcuxBhgtotqWKrniNmJJ39eTx2oAi8UeGn1CNRbXz2lxHIuqabdgZEF1Dn/Wx5GQ6kgjPegDLsfCGrtdpca9rdlK6I1jHp9rCypGJT1WR5GOW4z8vtQBc0jw3qFpcTMuqWr2crtqj2vlHel1Iirjz9+MKqA/dyaAIP+EC/wBC+z/2l/y0+3fa/L/6f/Nx5W7/AID9739qAL3/AAi3+n/aftn/ACw/sL7Ht/6eN27zs/hjb75oAwdM8CeI7QyG28bWbPI5vryeSxBaaV/VvO6RjgDoBwKANS/8MaoLh5fD+s2dsZUSy1CG5hLgfZ9+HtyrrygbGD8p6mgCrbfDdVtriK71m7ujNIdWF9IAHtrnEe0naQD5MkYboo7YxQA5fBWqyzwSa34pFz5BaWGCC3EYuGkiZSZWEjctkf7OMjHOaAEj8HavbvKNF8RxQWk0jalPHJDuk0+edst9gm3AfvmJ+8jbewPNAE9j4R1C0toI9I8QiF4fklleAMmpR4PE8G4EYz2lHvnjABc0Pw3PbSTSajqS3dzLsWZ449iQQWwbasMO5j8u5uS5JoAk1/w4155bWl61pdRMbnTrzbuELyIVIlgJGRIhI6g+hoAhstH1hklGva5bztIpghgt4QqacGUg+Xlix3Z7v9BQBDd+DPN08W32/b+5TSftuzr5KKN3k7v4sdN340AdJQBzS+BLdreeK+uZJY5pZdSd0ABtjdTbh5RO7mBsYOOvOKAIrfwfqMjxHxF4jGoRREXFtbJAE+0XkZ+V75w7ZMPYAIM4OKAF1TwtrkzSfYfGJgt5MhrWa2Vzah0wRbT71wCOmVOPegDf03TYrWJI7beY40WygLHkxQoAN59cD0oA52fwXqEckjeHvEh06KVvtl/bGAPi7ZQC9pKzDBkUDqGGRnHagCbUfCN60qyaN4ge1uBGuk3Us8KyC8t4nJBZAUw29jyDg+lAFe0+H0qRXa3WvT3Ul0pjmu5UGbaSS22EqikZCnkD5cDC5OM0AXNS8HCZITa6hJbXkA2abqKrnbujAYTW5OCs6gZGQfQigBD4Subi3mj8Ra3LfGUGF5Y4wgtE24H2aEFuQeeWbJ9uKAKMfgbVpHhOs+LmvEhdb22iFuq+e0cbDN1JvJJKnqMDrkHIwAa0HhaISXTXUizx3BUT2rLgRxR2yoVZs8+YBnoPSgDGHw8vHVYtQ8TS3OlqVA0xoVD3FvAcql1ehuVUgZ+QEgYJ60Aa2p6LrEkm7SfE5tEIEUtnLArqNhPMJ3KQXzzkt/KgC5oGgx6fAscM8swXdI80mMzSzyMzEhQPvOx7cUANs9BENxNL9oLGVYoDDj/UCzD9Gzzv3+goAo6x4VuZZhLomsf2ddbfsNzIYldb22DZAmiYrzG3IIYe+RQAl14SuLm3Mera7czz71v4NSSNFNjcQuCv2SFB0jI/iLn1JoAgt/BupNPDLrfidrx4S8lvbxQKiMtxAyncoZjkbuu/HYAcmgCSPwJEBeBr6Qi73GTCj/Qllg2/Ic845Pb096AF1bwU1z9n8rVpoBb/AL2GMoGW6nRAFaeJu8GCR6E0ASaj4TlvYHj1fVnmJK3FrdJGqmymgYEFF5HDD8RxQBQ/4QXU55oZNe8Vvd+S/wBrtrWGBURnK4zINzHOD/ex6Ac5AJrrwXerNI+heJJ9OjlIm1O1ESvvuAoG+0dz8rOgAPysD6UAFt8OrNLNbeS6uXVGa8sb5Th7O5M7OrRP/egZuvfv1oAm07wndiZZNf1xtRlQGLTVWIItp5owWaNScu68ZyABnAGaAK2peCdSvNyal4tuZ9Pcg3OnmCMPJGrZ2reRhflbgH5N3vQB1tAHmvhbwXqUtqR/wkOpWUMkkz6hYmNdyxNdSD/QJyAV+0IATnf1yuM0AdTrPgyK4SIaXdy6bNBg6NdQjItFVANskJPKugAIyM+tAC6J4Sa3leXU9Sk1C+dRZvdsgUW1rGSdlnCM4DNyfmOTyaAL3h/Qk0+3jihmeVUXyElYcyAH+ICgDI+Ium3FzYyJYpctIzQhPIBLIBeREmNV/wCeSgn260AT2XhKcSxvrGu3WoPEGWwDIiiOSZcFpQg5JTgcgDnjJoApr8PpE81bLxDfW9lK7Xc+nxJGDH9oJLLb3O3IEpP1A+6RQBPbfD+1jitUF1K32ZxdW0xAzPtRhhx6Nuz+FAGn4i0BdRgaOS5lg3FJVnjAJhkt5VYEKwI+8o7UAVdS8JfbYBHqup3Ukyt9uttTiCo9rco5KtAFGB5Snb0OR155oAm0zRb+KQtqPiO9vfl8iO2KIqRcj5tiLksSO7Y5PHoAS694ettRhaO93qpxJFMn3raeNgQ0LesbD+h4oAx7bwJP9oim1bxNqN/NEX+zq6oqCOeEqR5MSgZ+bOep4HQUAOu/BFwJJG0DxHfaUJT9o1C3iRGWe6xjeglU4Mi4zgjOAetAHQ2doYUVWubicgbDcTEFpyO8rADk/QUAZE/gu0l+1fa5JXS52rdxjA8gRW6p+5b1wuenWgDN/wCFeXT+V/aXi7VruOKSK/sYHWMAG0cEC5MagtuAAyScdetAHY0Aef2fwhkiTy5PGviNrP5t9kjKvmrK5JEkwGcSsTnpnNAHQ6p4IsLm3SGIPawRtHcWyQ4+QWrg4+bP3h+PegC4uhILozec+8xLpRhxwEildsg+pLUAVda8KC5dZLHUbrT7xAbWK/gCnfbSHlLiGQEEE8jI4PIoAdB4WQwSRazf3mpiTd9umuCMuJVAxAiABQgHAUDB560AQaP4SurV1Nx4q1q9iQeRZ2k+zARhj/S3RAWK4GCTx+NAFWX4fkO/9l+I9Z063kY3V9YWxXBnfqbSdlJXzG5O0j2xQBtx6DAtwZlkn80xrpRQn5fJhkZgeRnJZj/FQBgTfDOBlaOHWtWh05i09xokZUKWlbJWKfbuCyNklQ+OTjAoA3pvD9s80Un7xHhWS2tIkwF8u6CZ3pj+AIMYIoAW20OCKeWWN5jJKI4LhGI2otoHx5QA77znk+2KAKPgrQLjT7SKPUJmluADJeSFi26aRiT+8P8AczigDfoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAp6VrNnfRLJpdys8DZ8mYAjfscg4DAdGBHSgCQ6jbiQIZ088qbxYO7QIwBI9gxAoAsUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBV07VrW7Tdp9ws0eWt/MAP+sgkKkYOPusD9eo4oAtUAFAFW41S2ieNbicLJITDZR4P794oyxwQP4UUnnA/GgC1QAUAFAFU6taiURGb/SChv0hwebaNwCd+McMw75oAtUAFABQAUAFABQAUAFABQAUAFABQBTv9YtrYxi7dlMjjTrUAZ33Dqxwcf7KmgBl3rtpBLFHcSOJpt4sVCnEhtkydzgYGF9Tz2oAbrevQWMe+6jnl5W3gtoRl7yeVsBbaMkZLH36cnigC8jEgbkZD94o2MoSOjYJ6fU0APoAKACgCnp2sW10HNm7MEd9OmJGMXFs2GAz/dagC5QAUAFABQAUAU59Yto5Y45XYTSB5bVAPvJbBd25v9ncKALlABQAUAFABQAUAFAEc86RqTM21ADLI391EHPA9BQBFp+ow3USPaljG6reQFhgmKZARuX6GgCxQAtABQAUAFABQBR1LWbe0CG7LgPImmw7RnM9y4A3exY0AMg1yCSd4kjuhKgWeZ2QhWWUceTMRg49s4oATQfENpqUKy6Y0jQtuWFnGC4hkZc7T6lTQBpUAFAGRrniJbPYEsrm7nkcWlnZw4zKepLM3AESZJJIFAGvQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA16AHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBzHiTWbzzobfRryO1uJd91NfMoY2Vna4z5MLcFpicDOQOT6UAN1C/1TSbSV7/UotVlBWPT2eIJ+8uHVVFz5ZwR5jA8KvFAFO6n17SvLk1TXo9TtmdLHVIXhVP7PF1IFD2ckYziKRhkNuyO+aAC4m1+7vp4tO19LC1jSG43rCjP51yH4jMgIw20k5BPTHegClD401hrC5aJRPf28z6HcXEcWRc/Zp1BkjtVP8MDZIz1B7UAbXhC5lnBePxmmt25GyL9yim2mBOd7RBeo7FM980AYWm+JNSfT7MWE1vHe3JFoLkRri0j2uzyR2ygDMSKcDGM9aALGmWGowaoo1TWTqH+iyPDO8aoyA3cOQ6x4BAPT5QfWgDHj8fTXUbzQ/ELRNPIMjadobiE+ZDbuwX7Z5h3ZudueGHBGBQBqz+KdVv2sP7D1BLBLiKa81FtiubZoYoj+5Eg6xSMV9D1IPFAGtrc81lbKNS8cJYybts2rzRRbrxSW+WG3xtyMjoh4B47gAzvA/jR7u4mi/t2PWI0VL201RUVSRLwUlSMAfu2HHyj3oAxYdf8AFKaYt3L4ginlCi8m0wwoI7u38zH72RQG3bDu4YDPAHcgG/FLr1jd26al4gGpQT+ZbTRvEiGxuIIC4Nu0ajIYKRyfzoAS1uNd1SWc6fr7aVbRSto1pCkKObyW1+89w0oPDOcAAjp+NAFO/wDG2sGwDxW/lXCznRfENzAm/wDsqG3mZXltoDnOAAcYYDPcDNAHQ+FLvz1d4PFq61btg2bFIw1lgHIneELndx1jUj37ACeLtdubYQppk0MVzPKumQTyDP2SIglnWPuY1HAPGSM8UAZkcuvWl/BHe+ITfWciTTKskUauJrYJ/rXjQDA3DGAO+c8UAW9H1y9lt7pp7jdJHNdWto+0fuYbSRgowBzsAHUEnvQBj33jm4S3sBca1a2E1yi3N9rEwUC1jitVZzGrjaDOxCjIwM8A0AW/DviwNeNCvimy1qFozqVndq0W+1likAMcxtwoO5SGHyg9c8UAaXjnWL+0gVtNM8a+YkWqXkMYdtN09s7nhgbOSpAH3WwDnBxQBDpmurHbTzp4nbXbVVa+tjsjVrdbaIkrI8SqMvx1RSO9AHGv8Ukt4o5X8d2l9PlJNT0RYkCGGcgMtm6puBtck5LtnHIoA9blRiCI5CjEFUkA/wBWxHUA/wB00AedfCPT71YXabWZpYfNmgFiY0AE4mHz+aozlsHjOOelAFz4fxa7eQQz674ovJmbdMdPWOJY2gfcAJNiAkjCtncMdMdaAMbxL4pWHz3tPiRe/aI/MlsrOK3UwwsgOIbmURkFi2FyZAw64oA0fE9rfXlzp7WmtXFiX3vGsaIwtJvsTsWTepz5i/KQSRjoM0Aa/ii/gtliXUfGV/YEgxym2jQy6uVUfNGixPjYeTtjA57CgCLwFr0lybhDrEupRRSLDY6hKoDyQywqdtwAq8wPkE7QT3AoAteKtXuRLbQWF41rJcNIk12gy0FnaQFm+zbgQGbgAkHHoewBi6VY3ttq4S91S7v4xZvLZ3NwqhlD3seVklQAEpgHOAeeaAOXk+I4mgadfH62t+N13ZeHwqmJYYycRXEZTJadByd4wTxwBQB69pWpJdwxyRIVWREvY1P8CzoDyfYGgDA0fXb2W3umuLjdJHNdWto+0fuYbSRgowBzsAHUEnvQBhal4h1iSHTPsusSW0tx5f8AaV0iITKZbQEkRsuOSSRxgHtxQBtaQ99Z3vkXGrXmoQNCdXgmu9pktpoZ1UjzI1XIkDg8jIxQBy/inxPb2/nvZfELXDdJvltLWKANBHLGTiKVkhI4+6SZcjq1AHp1hdGaNGZQpZVnZR/CXUHj6UAcdbwapq7ztF4i1LTIo5X0fSoLXZ80lpwz3odTu8yXoNy4A9STQBp3t/eRXlpGbxmR47g3wwALuW3WHDFe2CT09aAKsniOe3nvzPJJLDBBDqVvbf3D5U5bZ/102DvQBxFz8SI7WFZ4/Hxv775Jr/QQF8qaOV13JaR7AQbdTw28k456mgDo/EmqzpeldZ8R6zotlsQaPeQKgimvGJ3C9unRhkfLgEgdeR3AJfG+jzS/YA+u6iG89LR7mDYPPke2k/eBdhG75eMfKATxQBc1K/vrS90+GLU7qWFxcx6g020tf/ZbYFTOyqOUb0Az3oAq29nqWtPOz67f6bHFNJpWiwWyxkeZZ8GS6LqxJeTIxlMAcdc0AZmo+NNWns7NrLU0tbqS7Tw7qVxEgIyHlU/uXzw5UNjIoA3bWK/0+9hjfX9S1C3mjmkaO92FrW4szHzFMiLw6vjGPf6AGx4t12awtZJLSJZJgBDZxt0a6uJAq7/YSMM8j6igCvo3hfU7d1a98X6petg/2hbSrH5dxKw62yKgKhG5+8fSgDH0K5iitrs3GqHT1+1XKNfjGbYveEDYGBGWJwODzQBlaL4njS+t49K8Va7qUUolhvbbUomUwmCEsGtnaGPoVwevWgDdj8VzWQvRrMplaAtq9mT/AMt9Ou1LIqdP9XIGTr2HbFAGbq2tX1nFZQaprd1b3M+6TV9WVQXgW3i3MLYbcAvIyqDtOB2oAn8Ia9K128dn4guNZsTEb6C9nA32N5DKqskkyooPmBs9MjGMdyAbXjLUbyJIU065Nu88yaO92uN1nBIjsxgBBG4qhAyOM5oAw30e7ttUtvO1q8vIDHcG0huNpaykURbsTqASJAVxnOMe9AGRB4okvI55JfFGq6fdb5I9JsoVylqlo2F/d+Wd3nMDnJ56DFAHoXhvVZby2ikuoHilZFluYmGPLnxzhfTdnHtQBzMFhqF9fXok8SarbQR+VaafbW7AC3lntEYscg9GP065oArt4l1JtJWR71vtQkSwlu0ABnEWqLGSV/6bIDn60AbviLWJbe6slW5eOKSSS2ukHS4/0V9ocD0kxQBx934vs7y4uBqniPxBp6xSHSdMt9PSbCvbAbnunhjYMXlJwCcADkHOSAOk8Ua9c6fA8yartEhtfFF1Zx7ZXsomPz2kYAIEowThQRzjAoA3LRLO5sZ/7I8W6nfQlWaKdnBk03y4h8ju65y5HO4ZwfxIBlQR3en6IZLPWtTeU20V3bGVlI01jCvFntUcDPct9aAOl0jSjYwmXVvEOssxiWTUXvJMrZuiZLQwMuFK89seoJoA44eIYraa3bS9Z8ZyCSaPTHTU0l8rW7a8ON1q0iAAxjDDAXPp6AHq7yKoJkdVUfO7seEUDqxPoKAPJdQ8QQQqJdC1/wAa3D+ZF5NzdpL9m1WGa4UFVzGqgBCeQEJxwSTyAdkt9fHVSguX+yC0F01tnj7ZJeMAwHrsUigDO1DxZeWn9psJDL5PltpsL9IHksUPT0MhyeaAM3X/AApd2i2rT+I9XunN1a/2nDcPuS5ma4Xm2RgNoR842gDHBHTAB09jc3E17eRy3dwIhHbi2VT/AMerXCzZMHoWwPyoA5b4azfYtHE3m3U22Oe8+yM3yr9mmlP7pMcb8etAE1zpGsW9l9qTxNq76gsY1y8geTMNwoj3NGLI/KAEyAQARjI5oA0NQ86/vYki1fVrO2e1fVJYbaTaZm8+MDcwzgqH6gg9s4zQBfikmi1CKJby7eAWjvskcnz5o7mEBpyerbc8nnk+poA5Pxdr1rtmk0fV/HDSoHa3vLUSG2iubcn5XwuwqrjaSQeO9AHpmm3DyxI0uNzIs0mP7zoDwPrQBaoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGtQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOa8R6HetNDPosNrNcReZbyWkzbRf2t0o4FwFbBiYAjjHWgCK80nVtVtZU1u3tNMkYq+nCB/M+zNbsjBrhyqg/vlzgAccUAU5tK1/VDEniTStMsraN11G8eGUudUuLc8CFCq7VZ+TksccepoA2dO0a4ivLmSUJ5UiQQ2xB5LWolzuX23CgDL03QdYsEujpFvYSTSXT61aQ3DnbPbTrHuBdRwzkNjggcZ4oATQPDl99sa4vtF0zSsxHTHtLaTeb6VpVbfcSKiD5FXaOCfUgYoApQeCtVisbQWgthqFsy3ccbOQtyoDBkMyg8TxsR069eKANDS9N12W9E+tWGnWkQgfTIrWGUu0UjzxnM8hVR+8CnGBx3oAy7Pwtq+nh49N8LeGr+33vNpV9M+02MNzISFvYfLYn7Ox/hYZGMYNAHRXOhXLXVq6JbiOKOa2uwnAR7hYseRH6ZQ/SgCLxLpWpGaCbRrW2u3i82GSwlk2ect4ijdHPtbBi2/3eQTyKAK+g6JrP2ySfW7fTIA8SWcNvbMSYTHKxxPKVGSikZOAOw4GaAKa+DNQOj/ZiIBdeV9iILfKsm/u4HQD2oA39W0See5tZIWi8uJ5JroMeWWe1dR5Yx2YjuKAMb+y/EWnSz/8ACPWOm31tM51OBbiUodKvplG7zFCnckjjdgFT1z6kAs2Oh6zptuo0g6dfXJd9R1prlmX+0JrlmZvsrqGwS5AGVIx155oAi8MeGryO5mnvtK0/TDIqWo0+1fd5jxMxL3MgVRl8gcD680AaHi3QLu7SM6RJbLdwyLqtiJ87Z3jVgVmZeQJEY9O+KAOf83WZNStG1yzsrRTHcpa2UMhcxMoiy00+xf8AW5XAAOMdeeACWTQfEcAuItJtdMeCd5r631WWUg6c9/kkS2uw5KOTjBA6Zzg0AWJfBV6kNkbKSzbULRFghVyfLvA1sEdfMxkeYo4O3g4yKANrR7nXZWY63p+m2UWAtvaxSF380Hkyz7VGCOgC59TQBPrL6uqg6BDp0zg77i3uSw+0wj+GCZc4ZuxKsPUUAc7pfg2eVrltXsLLTluI/wCzJNLs3yNuHBku5QqgvLuxwowOpJ6AEujReLrdY4rm10OWNNsM2sGV83VjGwGFsgnEjR/9NCufWgDr6AOS8F6DqenebHeW9o1t5j39pqCSHdcm5kzhrTZxsGcnzDz0BHIANPwjoc9haQxXjwvIi+RK8RJVmBP3CwH8hQByEHhLxRDaSWlnb6EICslvDrLu2Zre4DcT2qp99y3Lbsd8E8EA3tW8PaiBaPpkdpcT25xJaSOVW7Wa2KHZPtOPLzn7hzQBHq2h6ul4lxpFnpl0/lDRr6xmcqYVEhbdaXew/wATc5TkDpnoAWvDGg6pbyXEmuTae8kzJcqtruxCIbdVwd4H3MYz364GcAAd4n8N3dy8EujSWa3kDNLbLc52XEFzEVZZGQEjeMYODjHSgCtpuga4b7z9an0tY/JfS4LG2LH7IXuEYZndV3b1Xk7Vx0A70AV9J0PxPp8Ri0s+HprdWK6Td3DSBrazY5C3FoicmInGfOXI680AdpQBw/8AwjHiGAXMekzaM9vNJJfwXdwzh9P+3D5h9mSPB2uSR+8Hv6UASN4GvSunA3FoDa7P7QOT++MVsF/0b5e7jvt4/KgDZfQ5zfLMHh8kQPpbJk7jNLcRsCFxjAVT3z7UAcpb+C/FMNm9rb3Phz7Nsk0+0vm8ze8MwbHn24XAL5wSGOOuGPBAO90+2aKJFkKllVYHK9CyIB8pPvQBzLaF4hs5Jf8AhGZdElglc6mY74uDp93KBu8oRA5WRhux8hznk5zQBY1rQNWke3l06401r2EPBPDMGWK8F5GobaV3kbHUEfe9Ce9AFXR/B+pNJdt4nuLGVblI7NoLUti1jijkVlUuo4w/B785AoAdpOl+K7NY4oZfDclrGFsor5/N8x7OEADfaAAbtgx/rcZ59qALOs23idncadF4YurRgFit77zAYTt5EoRWDB25/h9PegChdeB9RitLSPR7yyluLaSO9V7rcEuxDE6kEoGIyH44NAGldeG7q4ubOa8a1V4FlF5FGTg3V7Cg/wBHJHIQhuuD0oAot4f8QWTzf8IvPo0kErtqZS+Lg6bdzgbvJEYIKuw3Y+XnPJzmgCO7+HTeRaR2F3GfIuY9fvZ5Rg3zRu5cqqg8yu5wOg6ZoA29Q0OeW7t5Y3hEcSzwXCMTudrsR48oAdthzyPbNAE/iDQYtQt5IrhyiuvlrKBkwSA5DKPWJwD1oAoaLD4pDKNfuNCaFQUkktt+/UHxw0isAF9SBuHpjFAGbJ4FvTA6xXdos/2tvFViWBKEi73qtxjB+ZeDjp2zQA5NA8SXF1by61NokUcLSO1nalz5gntnXd50iDkMw4wABk5JwAATeJPA8l9cQvFcxxwjEGuQN/zEbSCVXRVGP+Wdwo/iGAT7ggFnxR4YurpoZdGureG+gZp7EzjKXEdwmGSfHIEq9xkjtQBb0ZNeJY+IJNIVcBLe1sw58tlJyz3Em37+emzj1oAi8VeH7m9jT+zbuK3uopF1XT5ZVypniDDE6DtIjEccjqKAM+08Pa7NdRTa9eaUojWW1j0+0DERi5CfN9okwSXK8/KAOMdyQCC38OeJNP3p4ZutFktGdr21N8ZN2k/aWyyxIgIYK5JGWU88k9aAOwhSQKPPkWR8BZZFGBI4HJVMnG4+5oAy9M0J7e4uZHmRlmaOeKMDmEW9sq/Of9ormgDDi+Hs5sJLe51MBmd72zuox/x6M1zvX5T/AHJOTzQBDP4U8S3txbSa5faHFHAxumtbQOftUhGM+ZJ0yO3OPU0AXm8O6zZzSt4Yn0kwTML68tLzePsl4VAZ7aSPOfNABIIHPRgOKANC8tfEAjT+z9R0p7lfmvRPEwS/yOiFWJXae/ze4PSgCnpHhO7X7S+rT2K3NwBFOlop2WqRREDbvOWPzHJO3PHAoApR+D9Xl01rbVJ9LSQRrpVncW+8gwwqADOHA5YDnHFAHReINCTULeSKaZ4lkUwGVRzET32n0NAHO3fhjxLfGH+29S0SNIpotTEdrG2b/wCyyZJleQ/KSOABn3bHFAHV6npsd1FJHOzBJEaylZeqpMhB2/QGgDjrvwd4kuLdIb3WtI8pDG0s8cTbtQW0mQgSAnA+VcnAOTjoM0AbOq+HL03KT6Jc2kc4jOk3kNypK3Nm0m4bShBDRv8AUYJoAzdK8BXbJdjxPfW1y10d87W4YC3XytoEQcn/AFQAxyelAETeD/Ek6wLquuaVJFDJFfs8UTB9RFnKCPPZmIBKjsOT7dQDobHQniup5WmRllWGCOIDmI2YkzuP+3voAyvC3gq5sbZrfULiyubICS2ttqHfNBdSOT9qYnH3Wxwv/wBcApyeBdZmgW3vtdtG09SIJJUjPnXumw4xHM+cAkAAsACfTrkA6A6A32xZkljEawtpIgA53STo2VPooXFACvoLG8WYTrtEL6U0GOS0s8bAhvYKR0oA5ceAdfitpLbT9d0iOwKyWtrI0DGWKC5LHY7+ZjA3Fc7Scc9egB0F1omr/wCijS9aitooiBq8JTP9qQoijCMenG78we1AHQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEbWsLMGeCJpFBjhmIGYkkxkRv6PtGfXAzQBJQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACNQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADXoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAjUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACNQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAySTAyB+FAGKfEv/UPu/yoAX/hKP8ApxuPyoAd/wAJJ/05T/lQAf8ACSf9OU/5UAN/4Sj/AKcbj8qAD/hIh/z4Xf5UAH/CSH/oHz/lQAf8JGf+gbdUAH/CSH/oHz/lQAn/AAkZ/wCgbdUAL/wkZ/6Bt1QAf8JGf+gbdUAH/CRn/oG3VAB/wkZ/6Bt1QAn/AAlDf9A+4/KgBv8Awk0n/QMuqAD/AISaT/oF3VAC/wDCRSf9Ay6oAX/hIz/0DbqgA/4SJ/8AoG3VADv+Ejk/6B89ADf+Eif/AKBt1QAv/CQv/wBAy5oAT/hIn/6Bl1QAv/CQv/0DbqgBP+Ejl/6BVzQAf8JHL/0CrmgA/wCEjl/6BVzQA/8At2f/AKBVxQA3/hIZ/wDoE3FACf8ACQ3H/QJuaAHf27P/ANAq4oAT/hIZ/wDoE3FAC/29P/0CrigA/t6f/oFXFAB/b0//AECrigA/t2f/AKBVxQAf27P/ANAq4oAP7en/AOgVcUAN/ty6/wCgVcUAL/bl1/0CrigA/t6f/oFXFACf8JDd/wDQGnoAP7cuv+gTcUAL/b13/wBAef8AOgA/t27/AOgPP+dAB/bt3/0B5/zoAT/hIrj/AKBc1AB/b15/0CZKAHf25df9AqegA/t27/6A8/50AH9u3f8A0B5/zoAP7dvP+gVJQAf27d/9Aef86AD+3bv/AKA8/wCdACf27d/9Aef86AD+3bv/AKA8/wCdAC/25ff9Aab86AG/25ff9Aef86AF/ty+/wCgPN+dAB/bl9/0CpKAD+3L/wD6BT0AIdcvj9zR5vfmgQ8axff9At/zoGH9sX3/AEC3oEH9sX3/AEC3/OgYf2xff9At/wA6AE/ti+/6Bb0CD+19R/6BbfnQMT+19S/6BDfnQIUatqOOdLb86AAavqP/AEC2/OgYf2vqP/QLagBv9r6l/wBAhvzoAX+2NR/6BbUARnWdW7aQfbmgB39rat/0CD+dAC/2tqv/AECD+dAC/wBr6l30tvfmgA/tTVe2kn86AF/tPVP+gV+tAC/2nqPfSz+dAg/tLU/+gYfzoAT+0tU/6Bh/OgBP7S1T/oGH86Bi/wBpap/0DD+dADTqer9tK/WgBf7S1Xvph/OgB39pap/0DD+dACf2jqn/AED1oAPt2rdrBKAGHUNY/wCgbH+dADv7Q1f/AKB6UAL9t1b/AJ8I6AF+26t/z4R0AH23Vv8AnwjoAPturf8APhHQAfbdW/58I6AD7bq3/PhHQAfbdW/58I6AD7bq3/PhHQAfbdW/58I6ANO2MpH+kKAf4l/uk/4UATgUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZ+o+IbC0aNdRu1heVvsVgpB/wBIuD23AHG73IoAdqWu2Vn5f9o3HleZIulWfyk+ddz5wvyg43YPJwPU0AXqACgAoAKAM7WfEFnYIH1GR1Qstom0ElpZ2wOB70AaNABQAUAFABQAUAFABQAUAFACUAFABQAUAFAC0AJQAtACUAFAC0AFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBwnj/QbbUJ7OK/DmN3mDFSQY3SycgowI5jcA+nrxQBzGqa/dzJZw66Auowaha2eoc/8AH7EVfbKh9LlffrnIHFAHX2GtTnV54pbyYxiCO7trQk7Yyr8lF6ZJYZ7n8KAOdXx1qNrZ6nJ50880V1LZac8vItYpZY1UREg8WxbOPz60AZ2meJbm2mtf7J8R+JtVklkSz8QWd/FJ5drFcFQWtmeNdvkt6MQe/HUAu+Lb25S9k/4SbXfFekadhF0G/wBObEXmeWu4ahsViS0pwMgd+1AE/wATrFrmztXh1+eZBJCGuItuNUafA8w7RgFTkjA2jJ46YANHxyup2UFomk+IdSWZ7uLTm1KYqXkS58z/AI+AqgEIccbcEDnNAGje2Nno9nMdV8WeImib521CeUNLbu4AC2DbONx6DafWgDltB1qa31C2j0++8Yy28yyxXseuK/zNaQblaweUDlj97HHt0wAes0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBkaloLXE9vIs6oIWkneMj/X/aLdlwp/2d2aAMfxV8OodQuLaaGSKC4hkS6lkK/wDH7axSA7XYd1I4645oATXvBepSXa3HhrVrSxuPLOk3/nRbhc23mAggAjlSP5c0AR6R8NVjtbmHXdQGoC4lk1O4uQgUiS4Cc+WDjKSLu4wM9qALOgeHvEtvIv8AbPi6K9t0UwRwrAA1/uXg3kpJ5jx2JJ7mgCPxD4Z8S3JkGneKbFLaT9y1ncWyn7HEy4Pkyg85PPI/GgCPUvhyz6fHb6fqWx4vLmtruVciSa2fP7yMdnOe5x70AXdU8JXd9HbDU9Ui8+GaLXLqaOPi9ktd3yom4YD7uvP0oAteLfCw1SAxi9a1fct3bXQXd5E0DggmIkZ/OgDEsfAutSXUE/iTxNBcyQ+YsFlDAFTZdQ7flk3Zznk5B7AYoA7egAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCtb6nazM62t1DK6EQ3aIc/Z5GHSTHfFAFmgAoAKACgAoAKAM3WPE+maeAda1GC1Vj5cLSf8tGA7Y9BQBV0nx3oN8+zSdbs7iXBlEKHkovoD6ZoA3KACgAoAKAKuo6ta2ibtRuFhjysRcg8vK4AAUZ+8xHagC1QAUAFAFHStdsr5C2l3HnRhmtXfaRiaE4Iw4H3T7Y9KAGQeIbWS4eGDznmjVbi8cKdtuZeivL/edecenNAGjQAUAFABQAUAFABQAUAFABQBV0/VLa6TdYTiWPLQrIARl4JCpwCB911I9D24oAtUAFAGbq/iK1stn2oTySSOLKytoVy1xMQT8qDsigkk4A7mgDSoAKACgAoAKACgAoAKACgAoAKAKd1rFtDJEk7sJJS0FmoH32hiZjub2VTQBcoAKACgAoAKACgAoAKACgAoAKACgCm2sWwmERdvPKNqKpjgW8Uigkv7swoAZpGuW16haxMu0M1o4dSCstu5B4PowoAv0AQXt9Fbxu9yWEaK11OVBJEcSknao9hQBHperW95EklkzmJ1FxAWBBKOP4lNAFugAoAp3WsW0MkSTuwklLQWagffaGJmO5vZVNAFygAoAKACgClqWr21qFN47KHdNOgwM77i6kAA49zQBdoAKACgAoAKACgDEn8YWSRzOI7yVYX/ALPvUijJbzgE/wBVGOoUOD+dAFyTW7VJI0dpBLKHntEKkbo7cLnzMjjbuHXBoAv0AJQAUAZGieIhfGQ29jcR26N9ktb2TpqTRkhjbp1xG4xnoe1AGxQBma74itdPj33/AJu0stpGsYyZJZ3AGBx6+ooA06ACgAoAKAM3XdeisIjJcWl9cKCsfk2qFmcyuB8qD0z6j25wKANKgAoAKAM/S9bgvA5tVlASR9Ml3j701q+DswTxuFAGhQBmafr8dxLMkdnfxNEVilmmTC3RlXP+iPnkKOvA/I0AP1XW4LMIbpZSHkj0yEIP+W93IFG7JHCk5Pt0zQBoUAFABQAUAJQAUAULPW4J5ZY4Vl8yIpDdFhwzTxBh5Zz2UjsKANCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4vxjrWtR3VnD4fvbS2M5mFzPNHu8tLSNGyiZHIXd3GT1IoApeKvFmp6PDbxS6zp9xqEzNbHWbtBHHBFGwJeeJSQPLVlH3uevtQAnhLxrObs21/4l07Xcx/2pZaxaqgwwfBjnjhJGVA3DkcdeooAz/Bvi3XdQlze+KtKtrgOYL/wlNb4a1hiY5+zTFgxOwZ6MAevHFAGjqeqeJrrUZINC1mz0+3SJb2a6eEO0bS/88o2IB3N6nAFAEMXjvV0sLs35tv7StWazmnRfkuiuNrqn/TRT04+g6UAa/iHxTfW0Vk1s0Qaa4t9Nvsr96C7QlvLHYkigDD8R+N7yS+kt7LxXpPh6KJFmuNQulRmvLidVIWBJiBhUI75/oANtPiXqs2nXT2iWN3qFu5sDJbKTHeRI6jzYQDyPLLN1xxnAHFAG14D1W5ul3S+OrDW025aJLdY3tJWx/rdjdAMjBjH1oAw/h5pusJeXn2nxBFOizbNSj+zgHUZTCcNG6t8u0kcYbOKAHeLfHD2bTGz+IOlrPHukt9EMCkSMi/6u4myST1AwU54agDv9D1Q3lvFI0QjMkaXzRA58ozxg4Df7OfSgC/QAUAFABQBwnxAuWinsimkSakRJLjT0Azc5s36BuP3fX8KANrwvdeeGaXwlJo7j9yqyKgNwjD+Fk7AigDmNMuvFV3aNMnieOFkM7Wtr5EZW9js53AF6+M/NtK/Lt4weTkkA7rR9TF3BFIqFBIiXyof4BPGDg/TNAHJq/iG9vbtLTxI1haxGGO0EcMbNvmtVYgmRTxk55yfQ4oAZq3jJXvZIX8XWWhwwojzyuYg9/d3SkgRNcgjbAm0nC5yeooA57XfEct/p/8ApN3bXckV5HpUmoQY2amsUqkPEqEgeZGy5GTznFAHZ+J9UjilQS+NW0kbWlNnFFGz3IH8TNKj4EZ/2Rnnn0AMbSviHdfYJ5TcW2pyxSnRrK8QbV1RpXjCPKgxjJlXdjHQ4oA6fTNF1mF1N94qlvEwRe2skEYDyN0NrJEFIEfvvz7UAc/ZeLr5NPRwIpbuSd9HtHZQFSe41F0DTIm3iNeT0LHqeSaAJhDqWkTweZq63trPIbDUI3giRk1GWJ2EkLQImfM2YbduPcE9gCPTf+Eh1Ca72eKJbKCOVtO01YoIiUdYkP75pFOVQN0wCf73agDoPCOuT31rG99HEsx3290I/ume2mZSYs9nZSRQBnXl/qV5eNDpmoS6fBEiXmpXkaIz3U12W2pCJVYABVJJ2E5447gCazf6tYW8aLqMd5fSyro1rqMkaqIPtBY75bdTgm2hU9MAkdO1ADWuNW064gGoa5LqNrMx0uVp441axvhCzKYTAi5FwVIwVOODu9QCrph1/UJbsL4nnsoYpW07TVhhiJDiFD/pBlRsrFkcDaTk5bpgA2/Bms3V7aRvqPlmf57a7ZBxLNazMpKD/poVz0H0FAHM+KvGUIu/JvPFL6HbIguruePb5mpTzk4W3d1bAgC5Jxk5x05oAqW/j3VZrK4OmXq39xDItr/bFrGD9o0+UqTJHaYwWijLZGAuRn2oA6HwjKk6u2keObjVrYqEgE6oZNNuTnmSRVU/MMfK0fFAGd8LdKvo7cNPr1zcQlp0XT3RAsMy3rgskqjPz7ScZ28nigDB13xvDaKZtN+IV9eyqwdbKSIeRqNsZMGO3dIgNwXPIkJ45x1AB67QB5T4p8Q2cTTSWvj68N9CJTpsSQIYrQnGYZZvJIzKyheZgc4OOBQBu65q+qTXFimnasdPSdJp9RKBCzLFDE2LbzAfmXJA4OOSQcUAHirWZNJigjPiGeESSG3utevNrPa2yKzHGFA3Pwq/Jgd/WgCj4V8ZQG98mw8Uza3bPG15FPMFL6fcwsMh5kC5Eqkn7uRxjvQBm+JvF9vbrJLonj3Wbi4jIlS1kjU292qygFFlSBVOQSARITnvkUAes0AZPii9mgtLh7SUxypDLc28g/5ZSxQsQQD/AHSKAOHjm1u2soLqXxTqFxMwt5r2wlWPyri3vpIxiOMICCquDkMeQeOaAOmXXLj+1DC0rmH7KNUji4wk4u2Uk+7KV79qAKF34vurQ6k0jmZYPLk063YcRvJYxnBIxw0pyefXFAHLw/EK3tzA8HjybVJneO31nS5Am1YrnhjZxIgINuxB++c9DQBpatrc/wBslTWvFWr6Cdyjw3Kqp5F5CY1/1skiHLCTOQXA7CgC/wCMtEmnvbHbreqWwJlt/wDRygMTpaSHdExQ8yD5TwRjoAeaADXH1Rr62t7XxFqFtC0LyXtwgTzLpoSvO8pgM+OoXHXAGaALmsnUI3tbax1e+Uy+ZLfaw+0ypa2QUkRHaBumZ1XOw4HOCaAF0q8u7G9Fvfatc38Ukbapp9zc48y3lhdQySOigEODuB2rjpzxQBheENXmmlRdc8W65a6qCW1LQLxY1S6Xniwj8sZDAZBVycc+9AHoeqzOkMhiYqwR5I2H8LKh6fQ0AedyTa3a6fFd/wDCT6lcyiOHUr7T5BH5V3aSBNyqu3IbYc7t5JPYZ4ANrVItRu9RMUGv6hY2otkvpUtdu57hrqQfI8iNjIHOBk8DpmgB+oi9nuY7a01rUraNIf7U1LUoynm3p37EBkZSB5hV2YhDnGOKAKC+LrnTDex6hfS3/wBniXWNMubgDdcJNGfkumjUD5ZQOdvQ89KANXQNB1QrDJe+KtRmlI+16hAVTyrpJ0+7HABx5RIwQc+o54AOXuPGlndTXA1Dx3Po7xyNo2l2MAA8trZgPMulZW3GaTIwCBt9+gBdt/F2qahaWQt7mayvLh2sdQuwi7rZLBZPMMSNwGkMZx8vGexxQBdsNLmttWAk1S8u0NrJJALjBa2/0uHIEqgZBPTIyPX0AKUuv6mdIMkWpSpdeabaO8IyUU6xs5X0EfH0oAnvtO1iC8gih8V6m1vOkj3skm0yQy2Gwk2cm3A+0bwD8pAGcdsAFvTdS1CFr6K6vprgQqt/pl5JjeILyFyFlYdfIkQgHGcUAZd/4xnS205LjVJ7Z7lFutS1NFy6wW1orP5ICn5rhyBnacZPHoAaPhvxCxuzHa6rfahZPF/aFvNdIQ1jdpIAUMhReJUbOG5GKAOc0OfXLnSDczeLNTF0qS39uAF2bLCR/luIsfN52w5JOenpyAbPimykvrjTzFqeo2JcyMPs7Lm3zZO2Y2ZTyw+XOMY7UAaWrLdTXENtBquoW8Xktqd/fROBLfJAyIF87bxvZskjB9MUARWtzqtrLcwWt5NfyCAa1oEl2wJjll3rsuZMLkCVBjJzjqaAMzwXqEMssYufE3iKLUdpk1nQtRJxdy+Wc/ZoXUACJ8kbMZA5FAHYeKNbawtZpY03MiNNCvrKBxuHpuxmgDhPEnh68sYraTU/EurXTi4tpdYimIKXDrOD/osOPl8o/wB3Gf4snmgC14o8TRNfGLU9e1XTrSONbhorBJfM1G6uGPL3ECsQsCgf3ck9xQBteANfnukmWee+uUjkMFhqF0hV7+zdQQZUKryhyPujNAD/ABle2IMa3er+IopDumi07SQ3magileZPKQsBD14dAec56UAc9pPiC6W11EWuqanOsCvJpN1eKwmtS1lu2z+aAc20mQMjP1GKAN/xJq13FpyvbXUiTH7NunHU+fcxBv8AvtWIoAjv4LjUr14jqupWdrDHHcTJZyFHu729aTG+ZOdsUadMjk854oA5uKW+srDUzHqlxJcJPJs1DADMfs8GCdgAyF9APWgDd8T6P5+pWf8AxMNRgzHcj9xJjHlCP7owfv7ufXA9KALOqR3F5eC3/tTULS3SFdVuHtXKyX0sszKBJcryBFsJ4xuJ54FAGc+pahaxajEdSupvIh/tDSL6RsyRRXVrIQJpuMmCRDg8nGMk0AXtG0W6t7XzbzXtXurtrffOZZSY45miBzb22AAUIwDtye/JNAFK21+CbTLU6tqetwyyJHEhsGZp9TngTkRlVLHzgpJPBH97vQBX8G67IL+SGGXxM9sYBrCJrO/zLa5ScKfs/nDOyVSO5GQcUAaHxXgd7MeXMsTCaEq5xkEzgfu1PUqTnFACf2bc6Ze2otde1m5hmMtnqFveymQMYbZmDQFvukMvOBgj0oAz/EOpabPLL9l1vx3LIpNrMNKEpi0e5iQcMIlAJU8kFm5yDjpQAk2s6le2OnEard2s00sVpqN1AcNPE1tNu6cZl256cHBA4FAGxpEE9jfGFNV1K7tngOrKt7IXa1uYJ0U+VO/OJVccdiMjrQBe8d3s8FozWdxLDIJIFWWM4IV76IEZHZ1JB9RwaAMjVtPvb3UzH/bmq2lmLZL2e3tJShmuWupACGXpwOcEE4AORQBXXxHfaZb36m5mvXtju0y4um3MYrq3RlFw5GT5DMepyRxnvQBvaP4LktnR7jxL4hupgCbyOWcmK7kkXn/RSMAKxyNu3HTpQByF3e3UGnXjabcmCYXsghm3EbC+rIP3jrg4YHB9qAOv8W3k8b2n2e4miDXSW9wEYjz4TbTHbKB1BIBweKAMi78T3FmdTdpZpRD5b2EDElYHawQ4RCeA0hycfXrQBn+IvCMlstm9zrutXE4urYX4lndo72aW5GSLVjgeW33dqqAO1AG3cRT6jfSRz6hf29rBHFMbe1ldDfXV6z8zTRFTiNExjd70AWvCdxcJJcw3V7c3awyLHZ3U5y5trq2Rgsz9zCSRkkk96AOnoA8u17Vre7v549Xi8UXFvCsdvDYaWspUz3Ue4yXrW5ByAQFyccHigCjqut62+msJpte0+QXY0qwvZt6TXWmSSja0xwpzsbB9cc85oA6VdGGlXtqNMvtSeObzbPVIrmZ3+2TQ25cSEyE4bcpzgAHPbuAR+GPDlut/et9p1R2WSFo91xLgh7RTiZA+GCFsDcGwMAUAP8O6FFeXFy+pXN/N5V0V02DznCWbRQxNkRIwB3sehBHtycgGPe6pbXlzcf27Y+LLpIpP7M0yHTEn2WgijUlnktyMvIzd84GKAOt8CX2oTWi/21DqCTqXti14hV7iGOQ7WlQgctHjJxyeaAOmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOZ1rw7d3F9ZyweV5MP2g3pY8/6XAqr5a/730oAj8a+DpdQET6eLM3cD/bLJLkEpdI4G5J8dpQBzg9KAJ/DNlqA3Nreg6FYycLbCz5O3nPmvtHXjGCfegDldY8JeJ9TkjGsaV4XgKSJeHXLZm3hIWBIt42GfnHGC2M9+hoAbdya0mr3B8OW+nzuIIhNa3LEecjP1ilXoU9+D9aANTT/h5dSWl0us3cS3l0z3t7JDkrYSSAbUjyeRBj2J6Z6GgDLfwx4yu1s11a20OKK2mhvrqWORi+oi0YDdEmzAxGWJGRk9MdKANHXfCGqw3bz+HdP0jUBMqw6pY3+P3c1smFa0k28DZwRn8+wBvR2GsxWv8AxL4PDcOon53Co4gZt/Q7SG4j4z69gOKAOf8ADng7VDe/aNX0zRdMIRrL7JY8nUJJWyXu3AA+Xt1J79BQBc0LQdcs764Jg099Pmf+0Dc7jvhdYsYEXu2KAMCPwF4pghuLfTo/DRtpjLcHVJS+5kusjbLCo+8B35AHTJGKAPQvD+mS2ltDHcNG0kcUdlMyZw0kEQB8skDgkegoA0aACgAoAKAOU8YaZrDyW0nh6ztLiWF5JnhnfaGWe3Zfve26gCTRNQ8VySY1/Q9JtrfBLTQTFmDjphCO9ABoPh67t7ForlYxMftG0A8f6VcSlfm91YUAavh3TZbW1gjuShkjijspyp4MkMSg7D6ZHpQBV0jRbiC5unm8vy5Wintdp52wWqKfMH+8poAz7/R9UtLl5vDtjZ3vnKlvqtjK/lkS2gO14bgK38JIIK56YNAEPiLw9repWiLdrpkd0Jo76SOJm2RW0U2cCRhyY068AHsO1ABcaPrdneTTaLYWWoJOsULxzzlDpklorD92PLbKyAg8EHOaAKen/Dq+Npdxate2aTzzvrsNxbbitpNIY2Hytg/upk6ZPHegDc0W58UOyjXNO0a3jUFby5hlZjqM2ODaRbV2jPJ3Fj2AoAzU8CXn2AQi8torxJG1fTrtclYLpb5pE3qQMjBAPynvgHigCW30zXb6WFvEtlp1nDC325ILeQudR1ARsobcVXasYYkD5iT1NAGr4f0Oe0a4Nw8LCWdtUt9hPyQyQxjEuQOcoemR70AJ4S0SextljvGiMgeWYmM5BW4upGGCQP4WHagDP1TRtYt7oz+HYbK6V0Wy1XTJ3KGd7dm2vbXG1hlAxBBUDHTk0ALqnh7Vr+3X7bPYW+oxyDWdM8nd5dvcwE7VuWPJDoSrEAdeF9QBkOkaxfzxP4ks7KzhhJubSyt5Wc3t+VIDyybUAWJScDBOScnHUA0/D+hz2jXBuHhYSztqlvsJ+SGSGMYlyBzlD0yPegA8J6HPYW6x3bwu4aWdmjJwVuLp2GCQOisM8daAMvVNB1WC7Nx4et7G6LRjTtT06dyhm8pyVa2uNrDIzyCoGBxyaANHPiQwZVNBW93b1gbzPLS2yPleYc7sZ52Y/wBmgDP0PQNQa7a41XTdP05zF/ZYsrd95uiZQS93PtUZXAA+UnGcnpQBDofhvV4Ypbe+SzSzInSz1SF28yY6hKxH+j4GPIDtn5+uMdzQBi3/AIM8T3lh9keDQ7ONEjtF1ASM39pi1K42whBt3lQSSW9hzkAHptAHn58I+JY7J7WybQPJKyWEGpSPJvktJg3+vtRHjdJnkiQgdQp6UAbEvhCd7iykeaELbJLBOoJzLNcwIo8sbegAbup6UAW/Evh+4uhG+l3EUN5C/wBt055c7JSyEMlyF/hnQkZHI6j0IA+1i1qYONai0q2QqYYPskjuyu64JaR0Toc4+X8fUA5K68GeKpLD7Ks3huOMJ/Z8d8DJm8giI2h7fYApZB8x3Sc9B3oA6u9vNS+2QpZxOLTZLeatOyZWRhtCLHP2bcScdx+gBoaraSTQyLCsTOyPbxLIcKzyIQPNYA8Enn5T9KAOfu/CF5Jp0VuktqJ0W2glkJO1msJYi2xtufmCHHyj3xQA/WvDmpC6W48O/wBmNceUdEu4LxnCyWrShgYpIw3KOP7vIPXigCnp3ga+lW8Hie4s3N1gsbUt/oii3C4TzB/ywI4POcZIHSgC9pkHi5WRdTn8OmBfluLuPzDJfxIMcwEKFMvBJ3sAexFAFTxJovia8WWOJfDE1pJmKCe5D77KORQP9QFYFoDkg7h2zigCXVfCupqLQ6DNYzS22Yz9tZwLtHtCmWdFY55z/WgCzc+GbmS+hnaa3CRxPZXEQzl5piMeVx0698/0AJvEOg3c7RSaPcW8d3CWa2WcHZdw3CgMk5Xkb8AggHBHQ0AVtK8P6o07T+IJdNF1sOmabBahillAxBJkdwpJlcD+7gDA6mgDPm8L+IL14P8AhI/+EcMcMiakl/bh/Nmkt2BxHG64UTsBuw546D0AOo1r/US/9c3/APRZoA4HRPDev39jbxX99pX9mtHDNcXEYYTSWaxqwi8rG3sFLbuV5K5NAHZJoc4vmmLw+UYE0tUydwmiuJGJK4xgqw759qAKeu+HNSNwk/huexW6VDpl3b3e7ZqFk75AaRASDC+SMKc9DxQBFY+CpJVuG8TPbSXNwv2C8+yj5bKxVSAlo7jOVBJJIGT2wBQAujab4qgMaXd5oT2cf7lrxQ5lv7eIYUPCQACwxk7m9hQBEPD+v2Mkp8NTaPNbyudTeC+Lg6fdTfe8gxqciVucfLg/XNAFjWvDOp3EcDQahaf2lAwvILllZY7yQoQyzRqSQs6HnGT6ccUAR6Z4f1s3gn1y50rHktpa2dqG/wBGeSaNuJXHzBtp7LjgAHrQBGPAtx9g8hruASeZ9u88A42f2l5uMepTj60AbF9oTy3UEqzIqxLNBJERzKbwR42n/Y2UAVh4Zn867dpoQk8cVjbqM5ha3jlBMox3LjoTQBTn8FXS29qNOvLdb+1VY7GeQfu7lltwjLOuCdtwmeRyOooA1dGTXiWPiCTSFXAS3tbMOfLZScs9xJt++D02cetAGRo3gSe10s2sl5C8hjmsRdAHaGvGkwdv+xvoAl1jwxqLLbNo1xZfarc5jjuNwS7V4CjB3QEj5SSPlP8AWgCXWtA1N5IptGuLBL6NWsriKcN5eoW05UlXZckbHUFTzjuDQA3TPDurBppdUvtPTUJFFjavAjNHpVtDu2hFcgt87Fjnbk9gKAK6eG9cupoG8R3GiqsDG8glslffeStGRhzJ91WBJIBbPHIoA6LVtJhvIZI7sZjdWtZP9kSLjK57r1FAHHah4G8RXkEcWqa9phSNo7gTRxNu1B7aQY+0kk4/d56Dk98cUAbWpeGrwXIn0G5s4pig07UYLhCVvLdGJBV0wQ0ZOO4I6jgUAa+lxagqf8Ti6tJpSS+bdCqxRnoqhmYnb65GfSgDI1Pw9qP2pZ9FvLNG8v8Asu+tblSRcQo5ZTG6cgxux9QRQBDpHg66X7V/wkF9b3RucC68hNoij+zBCsaknhRwMknHXmgDKufAevy20cEutaWttEYxFIkbh72CykTatyN2B8i5OAcnGMUAbWo+HNSW587w/e2cTMn2HU7S5Vit4IiSjAoRgwliPcUAZ3/Cvr1rS7iutWhmmuJGvReFMCPzY4x88S/3dnY0AafiLQNSmmhl0O70+KaISwbLtGZZY7sJniNlOV2etABq/hy+a4SfQr62hnCf2dfQXCkpqFmHyASpGDCxYgj1544oArJ4LunguhqOoQzX1yjWl1couEtk8plRbeLJO2AMepJPJJoA3F0s/Z/LaUA+X9haUDofLxkL/wDXoA5iP4eXcEFoNO1K2F9ahltZpkYx3IuYyrCWFWB+6eDnP50AWtI8Jaqt79o1zU7GaQwHRjbW0ZVbdfPVh5W5mJ6EnJzk8cUAX/FvhdtThVI7pYCJI74uVzuWCQEjGR1FAE2p6E9xcW0iTIqwtJPLGRzMLi2ZfkP+yWzQBjp4U163aVdF1zTobWWR9SlllhYzWMl42WFq4cKdrcjKcd845AHWPgSaK3s45L2Im2kW+mkCnFyIopRiMf7RcUAaz6FIbxZvOTYIX0ow45Lyzo2QfQBaADxPoT39u0cMyRMWjnEjDgC2uUboP7wXFACpoLC8abz12mFdK8jHKtFO7Z3f7QfHSgCk/guOVrz+0JA8FzsUxpwYEitVT7x75XI4oANI0nxHCyDUte06a1QeWPKgIk1JRGQPtcjOQNpwflUZI9M0ARP4BiktbiG8ug6zyTah5gX/AI9Gu5iy4UnkwNg9s+1AFQ+DdeuZbd9f8R6e6wP9qjt7a3I/tB9mN1xI0hwSM9FwP5AGqfB0Dtd/bJjLFc7UngAwbeNLVUO2TJ5YDOcDFAGGPAWvSCBNS8VWj21vJHfQrHbYfU0tHBUXkpkwCgGOF9zk0AauseGNQNwJ/DeoWltcFPsF/Bcxlo9RgUkqZQjKQ0BJwQfY8UAQr4dv7O0uTBfS3mpyLJfPeIoBlvvIwgtk7CEKoUEn9aAN3Rra5igjXUJ5JpwireTP1luNoyTj1bPc0AZOpeGb9J2m8M39nbzuq2upW90haO+WDO1vkZSGhBI4OCOooAbq/gy6vrZI9R10yTLImoS33kgCUwyZ2pApGBjgfMx9SaANLUdB+0T28n2nZ5LPP5W3P2n7RbsuN+RjZuz0NAFS28M3sN1LLa6vAIJWSe8smhywa2gC4hufMGA+ATmM+2KALei6D9jac/afN82ZtWxtx9n8yJF25yc42Zzx9KAM+48J3sc0knh3WobHzfm1G2mg8xZblVwJIFEiYbb15IbgkeoBt2FtPEii8vpLuQcS3bqoM5z3jjAHHsKALVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARpawqxaOCJZGwJ5QBmYR9PMfvsBOPSgCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAjguoZRm2nilXJj8yMgjfGxBG4d0YEH0PBoAkoAKACgAoAKAI0uoWLCOeJnXAnjUjMBcZHmKOm4c0ASUAFABQAUAQy31ujKs11Akj5FrCzANcmNcnyUPXYvJx0oAmoAKACgCC31C2mLC0u7eYqfs9ysbA/Z5l/hmAPBHoeaAJ6ACgCK5vIIVLXlxDBGPnlmlYBYl9XdqAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoARlB+8AR0YHuD6j3oAFUD7oAHRQOwHoPagBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDn/EfiC7geKLRYLeS8mLfZnuM+XaW9sAWa4CYJ2ggAAjJPWgCDStf1Xzng1uLTxdiP+1LC7tw3l3cBfb88TkkGCTGfnOQQeKAMr4Xpq/2YfbpdLa13TiBIlcOtx9ukz5jsxGC27HAPTOaALfg7XPEmoxwy366DDauplmt4lkMjHDYMchbA3Ng4w3HfPQAgt/E3iS9RptAtNEayBcWNrNvMmqw2zEbopkOB9oKnaNjfU5oANT+IjFbM6VLYWqXWZRf34YpYhEU7HSNl+eQtgZkUcHk0AdVpP9peX/xPf7P8/JBa03bHjzwQsnIJHUZOPU0AXqAOM0u/itrnUnuSRGjRXc5HaOLTUJx+AoArSeLfElvCLjVbDR/sHF3c2EO/zrKxm6EzM20tECCRtXPIBoAvax4n1BbwQaZeaHasYV1KKS9VmN5NJK6hII1kToVHdj7UAdJYfbPLX+1FtRcY/wBKFuSUEn/TEuAcfUUAcnf+KNbmu5YdAm8OW8kao8UOoby2qNNFu3W6xsvyxZCnAbnOfSgC/qVx/ptmt1Y2LyFLi4FyQS1lLFHGD9kkyOJQ5Bypzx0oAgi13X7ySY6DFo6W0TnToVug5bVbmDG8LKjAKEbKg7JOeooApJ4/vTZ2UrxWSy3E0OmXUextojunYHyPn4KqMgksPagDf1HxBLDd20Si38uZZ5JGbO7zLNYyBAc9wzZ4P4UAYNp4ks7CK/lk02yhEU7pIIBtOpSiGIj7Q5J+aaR8Zxj2znIBNP4i8Q2Hkt4kTRHgkdNOvo7VWVtJnujhSZpJGDLG3DfKp7jgUASrrfiG5urmPSzotvDD5aQXNxG7G6luLZW2siSJjYScn0wAp5NAHOeK9evNV0WV4GtraQE2+sxjcR/oc2GFo/H+uYKecjaSDzQB1Wp6/qdhbqdS/sqe/kkXStNjhDLHNdXb4XzA5Y4QZJweg4oArReK9QtruKHXLvRLpZd0EE9mCjWN5Cmdt3BJK/Ew4BBBzwRzQBV0bxRreoyOdO1HQYdkhsbrw/cI/m2trFLgvNMGB3SDkDyynYnOcAHRy/219rXyvsP9m+WftG7Pmfb95+57bcfr7UAbFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcr4osL5J7efTrFrwQ+ZBe2MZG+a2vFQZtA2ATCVBwWGRx1oAZo0F9eXjXF5pt3p8Kxf2LYWdyF33DSShmeVUY4AKqoG455PFADfAwvbZGg1DRr+Eo80y6g23yrxJ7t2H2dw2csr55QdOeeKALngPTri2sYEvoHhlVBHPC3WNsn71AGFpkut6RCbe08O39+6b49C1KIp5csMrMV+3M7qVMBOCMNwODzQBZm0gWFpDBeeFZtctVjFvetDsJS6QDmO2lK8OSxyGyvH4AFXTri70TTp3exmijV2udC0u6fLWdjKUCRyuGblnJIG4kZx1oA72EyFR56Kr4BlVeiORztPsaAOUTw1cTSaitzG8UVwEt7Wfj95G2nqhKdfuPntQBkXja1fWotZ/DN7bzFV0zUNUYr5EMEWMvayBiT5ijgFByeTxQBpeMRHOWj1fwFe6rblQ1pe2uxmWY5yCGZSpTjBBOc/WgDW8GadqFtZxJrbyNcKCswdgxiQudqyTLwTDHgZHBxQBzvjK1+2F0v8AwDqF3IPl0HVrVo8pKV4MlwXQpsl7fMO59KANCHRNTE9gb4NO0UEtpq92Dn/TJYYRlmPJ811bnH1oAq6dNqulyTofD97exSTPq2mahEyCONL0gsL92bKi3fPO1iR0HqAZGn6Bd3Wk2J0+1aeeF4Negs9wX7aLeQ5XzH4G6NiRQBoTf2rqGoWUq+GtSs7SH7QLia6KBhJc2+OYUduCQMevPagCR/AVzc21/Fe5j8+d9Q06WRgcqY4ipbZ0CSpjBGcDkHuAN0vTLOR0WT4TWVpKCDfXbxW4jtWXvZzJkthunyr74oA6DRdJuobq8e4h2xSPFLZSZH75IbNFPyg8bXBHIHtQBx58H6ymkXMS2W26d5bi3gyp86CScH5SpIzJGDjnNAG54m0qbWbRSmhzJLHKur22k6gFH29rRjlJgrMALpCw5yOeRjmgBNB0+weUG2+GcGl7cu9/PFArQTgcC0EW4nPrlaAMbxNpN/qLL5Pgqew1UOr2viFJEKWdvHKMs90jKzZiBG0x5GePWgDs21PVReCNdGBsDH9obVNw+S6DfdMfuMfzoA2qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZJCjjE0aOvUqwyCVPofQ0APoAKACgAoAKACgAoAytX8L2F/j+1IrmVBx5AmkVJRn/lvBG4Bz7qfSgDSihRABDGiIAI4o1GBGijgIo7KKAH0AFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACGpv2AKfqAtMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAgluNuK83G4jl3HYdHKG6EV00K8ZL3JIGvIlrpEFABQAUAFABQBwNt8Y4JlDWfgnx1NGfnimitAVlX1R1koA7m3n8xVYRypkCURyDDR7x0lQ9CvegCWgDN0HX7fUYElsN3lPl4d2MgK5HzgZ5BHPPFAGlQAUAFAGbrOux2QQzRSPvlj0qMLj5ZLuUAFyeyZzQA221uSS4kjfSdQiVAssWouv7u+Mo5FvJ6x9D+P4gGnQAtAGZp+syzyzJJpN/brGVjiu5lwupCRc5tG7iM9f8eAAadABQBT1XU0tIZJJkd0jR76VF6ukCEkJnuQKAJbS5EyKyqVDKJ1U/wh1B5+lAE9ABQBm6/rsenwSS3EUkiIpnaNMZkx2BPqaANKgAoAzL/XUgmgjeF2aZngikB4hNvAzfOP8AaC4oA06AEoAWgAoAKACgBKAFoAKACgBKACgBaACgAoAKACgDK1nXhaGEG3MnmyrpSnOPIMkbnceD0Ce1AGrQBBeXQhRmZSwVTOyj+IIpPH1oAr6Lqn2yCKTyfK8yNL7yc58nz4wcb8DO3PoKAIV14G7MP2c5ES6qbjPUSzOu0Jjttz1oA1aACgDN1vVLq1j3WGkXGoPuWI2sJAPlu3JDNx+7XnqM+o60AaVAGZpOupdtMIoXTypTpTsx/wBc6RIxIA7ZfH60AadABQAUAFACUALQAUAQXl0IUZmUsFUzso/iCKTx9aAK+i6p9sgik8nyvMjS+8nOfJ8+MHG/Aztz6CgC5FMjgGGRHU8o6nIYf7LCgDN8R+IBp0DSNayXG0pEtuhAMr3EyqMM3H3mFAGQnj94pETxH4c1TSvMIt7S7kKPG8znhZbiFmwZD0yKANiTU70XIjXR5WtihupNV3jEM4fGww9ckc5z+HXABoNcRKQHljVznyYyRmXYOdi/7IoAJLqFCBLPEjNxCjEAykf881PpQA5mA+8QB1YnsB6n2oAbDPHIM28sciH7siEENg9mHoaACO6hckRTxOy8TIpBMRP/AD0UetAFPSr2/mD/ANqaR9hIdoLVfNV/tlquMPlOnm88Hkd6AK1lrF1cXEiwwW4tI8W73BPz3F8eSIox/DECBk9TwO+ADVmuoY8faJ4owT5aFyBvc9lJ7mgCSgCOe6hiGbmeKJehdyAMn/aPrQBnaPrwu2nC25j8qU6VuJz9oMcUbbsY4yXx36ZoAvxX1u5IhuoHccSxqwJiIP8AGo9DQAl7deTG7bN21Wn2Z+/5ak4z749KAKula0lzbxyzKlurxpqDozcW4njBw0hA+7nGcCgC7BdQyjNtPFKvQOhBGR/tD0oAyfE3iYadGGSxnvJncafptjF1vLyUHAMh6DAJJPAFAEGk69rUkuzWvCb2SEeZBewzrIjMvUTYCkHpj5TmgDblvrdCBNdQI54ijZgDKSf4FPqaAJGYD7xAHViewHqfagCnPqQaJ20pra7dVZoEDjbLOiZCvN23HH0oAZpmoTPAj6tFb2shUTXUauCsDMP4Zxxj8SPc0AXYLqGUZtp4pV6B0IIyP9oelAGN4m8Ux2EEzwG3nmjQ3Jsy4z2/1ijnHI7UAa9xfW8P/H3dQQg8KZGA3H2JoAfHMjgGGRHU8o6nIYf7LCgDE1rxXFbiP7C9rclp4dJnVWB+zreTbcnb3XmgDeoAq/2vY+Z5f9oWf2nHnfYt67/L9fJznH4UAJeazYW3/IQ1KytuPMJmkVcJnqdxHGaALENxFIoNvLHIh+eOVCCJFPdGHrQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKN/92vnOIZLl9/+tjfD+ZQg3qf3dfF4WtOMl9XT8jrnb7Rrwl/+WlfouAnUf8c89kuK9Cy7Ei1QBQAUAJQB5h4CPjH7Jbf2enhQWO1Q3nGYytBvOSNoAzt6dR6mgDZ8Xac11fWaPfXkELLcvfRQOVN7Eiw/K7qRwxPOOcZAxnNADvDVikFzd28V3fG1Cw3FpA8zlrP7YkgYWtwW3AEqDw2QeQaAOf8AhtBb2Gjm4trd3uBFPdSh5H2zfZJZSAIixAztHRQfWgDHTU5RbRTaPpfjq51jEV/NdtHOY9TMpXepUgpsaMsF2oMADFAHUTaUmoarPHqd1qDWyww3CWcczqrS7m5by2B+XJ7gc8g8UAQJrF5Y2N4LW/mLQ3B0TSrqZixtILloQvmPITn7MZeM9hQAeJfAtnY/ZW0281RSLu2W9Wad3Gp5nAzOjsRlWOeAB146YAOl0iZzqN4GkcqI7UxoTwhZZs7V/wBrFAHn8OiyJo63I1jVzqSx/b7a/wDOf90omPy+QW2kFSQcqc5OfSgDqLrw/HpM9o+n3d68kkv9jawZpXYamLmBzudJGYArIgb5QPTpQA298QXFkdVkhdmaPyns1bkQytp8eMIewc5PrQBgQXhRIH0TTPG76gGjkvbqeGcpq8czJ5n2p2JG0rkjjAxxQB0beHbfUdRuhqk188KR27xWkc0iL50ol+ZvKZeVAI645oAzPJebTNQj1MzyJbvc2eml5CWW2tYQ0fmSg5OxWHUnI4b0oAu6mBpOlj+wftELy+VAZy7sbWW+2KXjaRjjavTBABxxQBZ1PQrfSHtn0SW8i3TR6HfQNKzDULW7JH7xJCfmhfDZGDjOeKAOt1fUBawyOxUBEe8JYEgCGMn5lH0oA8q8R+ELafRxPcXeoteGJNbubsyt/pc1yqllmhzjbzgAKMcY75AOi8Tap5uoxwXltqc9qsB1yS1tM5urpp9o+0hcHbCuT97GSMigC74GW9R7hW0zWLOxzHPo9vf8tC8qtvEb73+UMAR83GaALPiL/j9sP+uk/wD6QSUAZWmeHrPWnuJPEAluCk8mjabEsjAaVb2TYzBsIw0zZYnk4wOlAFJo9avrBQgm1GSG4ey1SETFD4h0+ykkXCXCgZ3jYTnG7BzzxQBu+BJtEKyDQLG7sHVlXUtHuAQ2mzFeMQMTgSjJ44PXrmgA8fW5l+yJ9puoVe6S3uGgcqzwtbTZAkX+9j6+nNAFWx0i20nUI00cPHbTxSST2G8lbe7smTDxq2eZlYg889TzQBX+HvhPT3jW4uopp73zZ3hu5XYm2VZ5U2wrnGDH2weefTABU8P+F7XW7Vp9be8jvZWle3u97BtAWKd1VbNAwA8lVGeMt/ETQAQatcarDp8Wpzt5dwj3mtsrYOopYRL8hI7XTsC2McAgcGgDf1DTLbQrS5fw5ayxkI11DaBmKW80SH5ordiQBnlsAZxzQBwa6cywxyaD4Q8YR6quy7/tghP+Jo/BYXbmU5S4XP8AAcccYGKANnxboYju5JfFHh671nTWRI7Sa3YlvDIiU7sWqkHErfMWByuKANXU/sV69jDZ3Dy6ZIkl46I7f8TC3sYo9qzyE5Iy+SCckj5qAH6dpa6ffNDoUhtbWS2bUktRytlfQzou+3jY8b1fkdCRk0Ac/wCE9MsdOmhTxRoF5Z6nuMdtr6yMya9cOG4kulPWUfwsOw+lAHo/iDUpLW2mkgVS8cUl7ErdGeGIkbvqRQB5QLa4S3jfQ/B/it9YHl3f9tzBcai5kBcXLiYkpcIWGNpHT0zQBt+KtJMN3JN4k8PXer6cVjFnPbMS3htoFO4m0DA4kY7iw+6BQBc8UadpV0untbL9ohM0drazl2JksXtZTzIxz820ZJO71oAueKYdJHk2/wDwjF1qrhTNp+lwOFS3tbYKM3bO6jCggDO7npzigDE8KvJGdRjGkXemQpHHPb6XK4YWbz28mTbOpI2y7AeCRnP0ABSk8K2dppUNzZG4GoRwwatDqDuxYhQh8s5P3ChKhcYA7GgDsDLs1SU+XI+LOOTy0GTJtu5uI19WoA89gB1C081PCXieXWHU3lt4ihVcJd7yV+zyeaCEThcBOF7GgDsJ7U6rdxReJIT5SWqa1d6UTxPqFzKVP2kKcEWm046jJzQAzxvokFhYqukO8EQuIZxCXPCtcr8sGT0RsEDtjjpQBbvNKtNVv5Y9biW4toYomttPkPyyXV48hMm0Y5RFC98dsZNAGAbyXS7DUzo5uA6XDxWjZLNbiWG3GQ7ZP7hWzznAFAGlr3hHTNGhjm0KE291HJFE91u+bVorm5RXW/c/e85WJ6cHlcUAVPFGjeRdyTeJPDEmsaawR7a5gJZ/D5hjAO60yPldgWJUcd88CgD0TTrm2liRtOlEkBVZLWQE/PCVGOW55Hrz60Aee6D4W03Ubq//ALcsxeKs3lW8MxJW28yFcmGPPDOFUZHOAMGgCvFc3Bs4YJb+Ywm9bwjPdAkNeaVBJNgJKDx5qoE4PTigDavtDsdJurRvD9pBaCRzomoWUHAv7cwMQ0kY6m0Zc5xnnk80AR+F/Cek3FzeyahpVnczi5NtFLOgbyI4YIiPJVgcHcx5HNAHY61/qJf+ub/+izQBxUc9g9hYRX+hNqskkUMtlYcAA29smXndyBiFW9D16UAL4StmttQnSHRDpMLQx6gdOR1KSTmZ18y3jjOB5iqBjAPGSKANj4jf8eT/APXS3/8AS+GgBnxMZP7On34JKiO3Xu9yZV2+WPXfjHfNAD5f+Qsn/XpL/wClkNAGP8OPB2keQJZNMtpLppprr7Y6gtC8V1Io8mTqAFUcZxmgDmrBLvVY7hr3wKdYmeSW3t9VMsKmxWJsKtmZHDKLfHYjJyckk0AdBcWl5d/2fB4vTJZZL3WLXcP9Ou9ORNouGUkEEsWIzgn2GKAL3ivT7fRbC6fwrYLaSsBI6wEgROxVd8EXQGJDn5VGcc0AbWn+ANBtWjaw0a2hmjBSC6TIaTzEwftUgPzFh/e3c8jmgDibvULmCwuvsTTxs99Np0lzEcG0hudQwWVsdSpwPQmgDW1vw1pektayeHtPtLGbz4tGkaIY+22V6+1luOeTjDAnJBHB60AN07whpN5qN++r6Xa3jgwWkSzqGEMZsoyfLRh1Y9+vpjnIBseAZJBbukkryLDNPo9rI5JJtrW4YKHYk/cXA+lAFa/sLe91Ly9Wt4bq2S2W+gsp1DJ9quLlwXeJgeVRAB6ZPrQBxUdzNpNpqo0Hz41jlCWCITmzWdUUmNjn/Up+QHUdaANaDw7fRyW50P4fTaQ6SIt7qKzwE3OmuwDi+2OS25OecnIyPcA9D1r/AFEv/XN//RZoA4UXls1lp8U3hqLWZpIY7uxs5ioSM2lomWuJHB+6Hx905zQA/wAGxXEGoTpJ4etdGjaGK9/s62kVklkWRxvi2KuNw4I2jOMnPFAHXeI/DEGpRBZ57iB1YXtjeQnDWN3FnDRH/ZBI+lAGHp2reILK5ih8Sz2OoRS7otO1WBNjrcW0RYi+tskfvEBxt79evABV8PeHNL1Jrp9e0+01Cb7RNpayXChvsdpaSFVS23fdCrzxgknPpQBj2tzLeWlhHqV3LNbyXEljf3EnP2+DTnm2Jct3+0mNc+uPrQB2lx4Y0qzinbSdJsrRmjaOf7OgUSKkbY3IuBxn0oA4i6eaWHSIv7O+228kYubyzYgLeSWWnqVWdmGMZJbB4OOlAGtpFpqdtczzR+Fjo9u0BkubdpI2W71O2b5WWKBjjMZYHpnjvQBgat4T0mXQhJJZWstz5S602ogDe1/PgsZJl5OWJByT056DAB2Gt38NxeLFa+GdO1O5jQ38lzeuFTTI7hgAIz5ch3SlB0QYGOeTQBxy3t5ZaXqRsbBLCVbh4Es7ZsjTknjtw32Z1UcRqxPCjHbFAG/4v8GaNb/Y2sNJtbeSO5trS2liGD5DXC8SsOvrzk557nIB3OpzvHFI0LbXCNLG3910Q44PoaAPJLXQNXvdPjFj4N0rzWVNUttdN0PM+3PhvNYCLO5mJ438dM0AdSNGgudWDavaW8sqWUZEbAFYp5rqXJRWz0wQOehNAF7wdD5E97FEUECTLcWcKDAtlvLVGKxIOgDHtjnJ70AddQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFaa33V5WbYPnVkXGoLHCo+7RhcFCNtAcmT16iZAhpJ9xodVCCgAoAKAPPdN+HXiqzjWPTviX5UKDyreL7BEfLQf7TMT+tAHTv4dmea3kutQV5IUktZ9seBfS3ax5ZRuO3BTOPm69eKAC28LrHeSTi6ZjJGlibbb/qvIY878/wAeR2GP5AFHw14HawgaC51CG8sMPBbWhi2lILmRiRczbzuyGxwq0AR6f4P1u1CJaeM2WyTEVvbfZkMgs4+iNdsxHyrgZ8rOPegDStvC6x3ks4umYyRpYm22/wCq8hjzvz/Hkdhj+QBVPgaB4rqO8uDLHcu96+FwbPzoUUbMk5MRQMDgc9qAM+fwBq9yYf7a8YvcrDLFqlvEluq/aHtXz/pZDnJcdCNoBycHjAB0FnoPk3M0v2nd5qxQeRt/49/sYfnfnnzN/oMe9AGPH8Piumm0/tV2+RrRb9k5VXkJH7kN/ADj71AGxrGgi7aEtcGPypRqu0DP2gxxSLtznjJfPfpigCCHwpDvujdyCeK52rcWpGPLiS2VCC4PPmAZ6DFAFPT/AArrVuyLH4xmezQjy7V7dDJNbp0S4vWJyMcZEatjvnmgDTs9B8m5ml+07vNWKDyNv/Hv9jD8788+Zv8AQY96AKa+DU8q7R7xyLlpJ5XC82gu7dUwgyc7Aue1ADbfwhLJaGDxFqhvwQIluok8sxJDt2lArN80TqGznr2xQBDZ+Db4yo3iHxFJqSxfvdLtxEEEVwVI33RVjuZUOBwoGSQOeADppYUcESqGUgxyKf4lYd/qKAOHl+F15JbmCbxhqB0/HkWdqI13wwL0W4u+rCLjAAXjg5HFAG9rfhh7l0k03UpLC8QGCG7C7hLbS4ylzbkgEMwB6ggjINAFvR9NvYAf7V1qW/lY7i5RUWEAdLeFc4B92Y+9ABf6ElxNBI8zq0LPPFGBxMbiBl+c/wCyGzQBk3ng69WV38OeIpdMEpE+pQGJZBLOoA32yyH5WdAAeGBwMigCwPCUkEEceg6zeWHlkyLLtV/thcnP21XHPmMxJwVOeetACaD4Se1lkl1HU3v7yQLDPc7AixQQDhYIFJwMnn5jmgCj4+0ue6+yLaTXkLfaklNzbj5rRUtpvm5BGFPXIx60AaGkeF7iGUy6vrD6hc7P7Oil8tUW3tvMyQkS55kYDJz24wOKALugaElhCI4ZnlUM84kYck3M7N0H90tigDBuPh9cDeuk+JLyxsZGa4v9NSNSVM5O4afdHlBMTzw2P4cUAaWp+D7aaOJbGeeweHB0a6g66f5abcBXyCHj+UgggjrQBNZ+H5tso1rVZ9SWQeRJDIqqkNuVIKxRIP8AloCc5JJoAoWPgy9twi2/i3VRao3mQ2xVCzQoeElumUkqnTpnHGaALF/4c1KR3bT/ABXqNqrjD25SNlt3AAzal1yOB6kd+tAEVx4EtDBDHp11dWbwYbSL+Mgtauq4JdWGD5ykhgVwc9KAH6V4PMLvJqWr3uoXbp9gN7IFU2tqCTttEiUY3Mcn1IB7UAVI/At07Q/2v4o1G/hhcXtvbyIg8+aL7pu5UAJ8k8+55OaAOomt45FKzxq6MDFLG3SRHHIYe4oA53TfB97abVsvFWorZoc29kY4yY7YdI/tMiMdsfQfxY4z0wAWL/w5qEkjtYeKdStEcBJbUKjLAygDNn5inaWA9xnnFAEF14GgMFvHp17PaC3dLywmAViXgjYfv1Yc+YGOenPSgCS88JzyPFJBrdzDexp/Z898EQjUYH2kie3IwN8ihuMYoAh0rwItsbhptXvruW4VIL2efGQ8KOMxKoAAO/gAADoKAKtp8OpEijiu/Emo3VkhjkjsZFT959kIIWScLnb5gBxnIGADgUAby6EgujN5z7zEulGHHASKV2yD6ktQBjp4EnhO3R/FGrWNnkynTY1jPlF2yRbXMiFgGPONxxzigC/rXhb7U6yWWp3en3iA28N7AFO63lIys8EgIIYgHpkHBBoArXPgo3FuY9U1m9vHLpqDX0wXMUkEiHFvEigAEJjgdz60AP1nwjLcTLLpeuXmm3IT+z5pYlRhdW2/IEsUoI/dsTg47mgAsPA1nFDPHdT3V7FOzXV81wRud5oUU/OoHUrkYAx/DjAoAq2XgKVWj/tTxNquowRMLnTrKcINksP3TdTIoLGHqMnrzQBPqPhPUJXc2HjHWbON+bi2URsI8qB/ockiErwOx68jmgDb07S7e0jSOwiEcKKLeCMfwog7n1P5nvQBxNt4N1Fru8bTdZ1XSVaSMxuiqyX6taIWKRzKeVlJGVIxyPoAdBP4E017UQH7UkK4kguEciSK5V8+Ys394yZbOOvagBuleEJIpBJrGuX2qXCg29jJMEVbKJ+vlQxKBuk6EnJxx9QDS0zQ4LQym3eZjLIdUuN5HyTSRoMRYA4wg65PvQBburZZUZZCwVgYHK9Qrrj5SfagDn7rwJE0duNP1TULOa3X7Hpd9HtLeT5SqRcxupBEiqCflHI4xQBLo3g5LWZpbjVdQvbt0FndzzFcSLG5I8qFFAGM4wMDvjJJIBe1/wAPw6jC0d3PcwoxWQzQEBo2glVh5bMCPvKOxoAyLf4d2okR9T1jXNUaMi5sY76QFbWdc4ZIY0UZXPBIOO1AGw2hwG4ExebzRG2lqmRtMMsqsSVxnIZR3x7UALouhwWEQjtHmdAXnVpCMlriZmOSAOjMccdKAMi58DN5jtpGv6ppsch+0apaW2zFzO3VoGdSVaXuVIz1680AW9W8I292kYku7+KWIibT9Rjf95BMiYy7sDnzB1yCD3oASy8KBY5F1nVNQ1XzR5N79qI2+VtIxbW8YUKCCegye54GACDR/Bsto6l/E2uXcKDyNPsZnXbErLj/AElkVS+0dN2ce5wQAWF8Gad5M0Vwks8EzyX15HIf+Wl3JuPlsoGAjdO49aAKumeBFgkRr7XNX1IRDytJhu2XFkSmCzeWq7mKkjLZIB/GgDWstDgglmkheYvMUnuVYjCNBCqjyQAOqqOpPNADdE8O2tgjLYGXY0j6gVcj93JcvkiPAHCnp1PqTQBV1fwjb3UqyRXt/Y3SqbRb60KhpbVznZMJFYFd3PK8HpQBBpngDTLVZlH2u5jn+bU1uX3eexjwTv4OZuSeev3cDAAAun+DGtzH/wAVL4inij/49rSWRNuB2naONSwUdmdhQBu3VssqMshYKwMDleoV1x8pPtQBgXPgK0eOBYL/AFS1e3UWWnX9u4EiweUFIkJUg+aqjPydRxigB+i+B7SxmaWK91O5uHQWl5PdSBjcCNiQW4GCAQOMLgDjOSQC14g8K2mpIBeSXkLKftNld20hV7KfaRuhkXuAT1BHtQBT0zwLbW8wlutU1fUbhVNtaTXsgP2OOTr5CIqjMnc4J96AGaj8P7WaR3tNU1nTmk/5CSWMgUX7BcZlVlbB28ZUqT35oAt33gvS54Fha08qBNsmn+ScNYSwfda3k9U9ec985NAEen+DY4RJ9o1nW75pF+yPNdygmCEg8W8aqoGc5+6TQAl34G0+a2ihkkvFWEIumXsb4ktJbVMBo5QMZ2/7OPagCxo3hlLMszarq99KwETz3kucRoTgJEoVRtJP8GfegDEufhNpcqskl9rIs2y8WjrKBFZSOc5towufkbJALFQeg4GADV1fwbBdSCSHUdU0+52/ZJbqycA3NuGyFmV1YHYxyPlz74oANP8ABGmW0UsaJczQzEy6ilxIzG5kkjAYvIxzmYDnnr0xQBn23wwsEMf2vU9cvREyXOlx3M2VsGtWBHlRoqjjAGSCccZoA66gDk4/hrZIcW2ra/Ba7vtC6RDOVijJbOIlUZCk9g4X0FAG8ujW4nMoD+eUGmsc8eRHIzDC+u5jQAtpo1vDJK8AcSSlZrsk8FoYgo2D/cAoAu0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAMlmRATKwVQDJIx/hVR3+goAisL+G5jR7Ry0Tqt3buRjfFMoIyp9QaALFABQBUutXtoZI0nlKyylobNMH940MZY5YdNqA9TQBboAq3urWtuUF5NsMjiwtBgnzbl1YgfKD1VT1wKALVABQAUAFABQBnW3iKzlnkhheQ3EYSe6UqcKlwONsn0oA0aACgAoAKAM/S9etbzzPsTSHypG0q63KRi5hAzsz2G4c9+1ADP+EghNx5MEFzNIF+1Xk0YGzT1f7ouZCR802OAATjk4HNAGnQAUAFAGfDr9m87wxysbhFW8njwcLFMTjD/hQBoUAFAFPS9YtryMPYOzRkvAjEY3Nbysp+U/7SmgC3QAtABQAyadI1LTNtQAyyN/dRBzwPQUAQafqMN1Ej2pYxuq3kBYYJimUEbl+hoAtUAUtL1i2vI99g7NGS8CMRjc1vKyn5T/tKaALtABQBnT67BHOkTx3RlcNPE6oSqrEOfOmAwM++M0AaNABQAUAFACUALQBS1bWLayieS/dliQGeZlGTtH91R6mgCxb3CSqrRZ2sBNHn+64zyPpQBLQAUAFABQBRg1m3kmkjiLmWNUnuuOFW634Ct64Q0AXaAFoAKACgDP0fW4L6MPZrKIyzwL5gwS1tMyk4BPDMpx7dcUAaFAGfrWtwWELy3qytEimeVYxkso7ICRyfqKANCgAoAKAM7W9bjsYXkntby4VcM8Fsu55AzAfu48jpnPUYFAF2KTeAQrrkBwrDBXcP41PcUAPoAWgAoAKACgBksmwElXbALlVGS20fwKO5oAo6Jrcd9CkkFreW6tlkguV2vGFYj95Hk9cZ6nIoA0aACgAoAKACgAoASgBaACgAoASgAoAWgAoASgAoAKAFoAKACgAoAKAM2x12OeaaOOKRWhKQTOcYla4hDfu8f3VYUAaNAGdY67HPNNHHFIrQlIJnbGJWuIVb93j+6rCgDSoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAoa1/qJf8Arm//AKLNAHIafrVqmlWhm8RTaUpjhtRcRorPctFCAUt4nR8lyDjCE+lADfCPiffeNDZ69e6pbGH+1ElvV2y2NxFOFKyKY4/llVgRlc8ccUAb/jPVr22gH9kTRxXMkkWkWdy65FpJeTAbmjPXYCfXnqDQBztzod9aX9iLjxDe6hCXn2rdKu+Gf7BJysyKvDDsRx60AZd942huZZ/tvj86JJFI+m6TYxBcA2rY36iHRt3nSDpuAA9yaAJNS1CXWbbTpG1C6tXe4FrcNaFQPtKRTAvAXU/dZDt7YJznggA2PF/iBtO+zQz+I5bOOTeL7XJtpkW3tFXiIhMb7gsBnZxycZoAj8HeLIpLp4bDxK2tW3lf2rb3kpHmWUqSKrJM6qoIfcGHygjkHtQBN4Ag1e8ghn13xPqNxIwab7EgjWJo33ACWNIwSVHP3hz7dQDnbG61+4sri4/4S3UY5oWnlsrVVj8torN2OLlChJ3gED5hjjjigDYMut2YtZrrX7i7eaWGx1XTmCiGGHUTj/iXxqmQbZiuCXJPOetAGuNZvBcXyi5bZHDDdWKED/R5pYpslcj+IqOuRQByqz6/DpqXc3iXUpLlY0v3099giuLUkcPHsJzJEc53decDsAdR401OyiMa33izVNLzukFvYJukvcAcsFjkIEXP8IBzz0FAGJonj6SG2vXGoXOqxW5zpt1cJse4SSFSFu0Kp/qpSQTtBI5A6UAdFo/hbVYXje98W6pcPy2q2MqoY52kQ8WqKoK+VIQR8zcDHegDHbxjewW9+8My3MkdydJ0tX5WB5FgUK2COIpXOec9aAJNRsr/AEZY5V1y/vh5kdp4hW4CYu4bpwu+JVUEGB2XADHjg560ADjVLzUp411vUbazSKK5aK3AB+0TBsYnYHGeTjvj0BoA1PBN7euk6anevdvDO+lQ3bgbri3VEYGfAHKh8dKAE8S3V3JPbwWl/PZpL5t3d3UGN/lWKp8sLMDjzWcZOCcDA60AcrpCtpmo3zXupXd6qWy6j51x95YIwTtZ1H8OD/D+FAFVPFVytqk8fifUrrUPl1WbSFU+VcJMQTDFEIzgJGSAdxOecmgD1ygDzbSNZu7XS4/7MMS3ElxJpFnNIMray3mqSLudO/lA5/nQBeuorrRJbY/8JBqt9BNMNF1CC+fdm4ukYq9qwXK7XXBA+THYdaAMy71acXM6eJ/EusaJI0mzw3cJgQSWKKuPLlZMFmydwZvYUAenUAeb/wBn32q2s87+I9WtGYzw6fbQMBHa2lpK6hZrcjkybMk5zzgECgCrdeJGtrPTYzqd3YRywpLfXtvGzOtpa2keVt1RWIMzOvO3gZOexALnhbV3muJYNP1vW7uyaE3dpqFykiy6PchgpWOeeMbtwYMCc4xyD3AJfhvpxtLMyS6tq1xGPPDWcrKViFveS/NCNoO6Tbk5fBJP4AHLQ+NfOtzOnifXxqpBvrbTUhnNupDEiLyAhUh143b8853DsAdjqX2q/vYY11XVLG2a2fVrm3tn2tLJ5qABpRyNm/t6UAX7ia4truyiiv7uWIxTx3LTNlr5rVIQGunxy3JOeOTQBlabpeoaxG8x8SazZOXli0a3tpMJYxWszKPtEG3DGRkJO7dx93FAGVeeMNS1O2042OpTac9xIbbUp7cDObcMG8nd2dwcdccdaAOi1qC50+GKLTNW1NnnnXTP7RuZN8ljDMrMxhkcHkIhAz0zntQBHBZ3WlXdukOs6re20/mW1xFfyl2trm2g3BreVhkB1VgRnHTAoAxtNvv9KK+J/EWvadqPnNNaW7uwttVsEmyFsUPykPFheSHz75oA9LuLhIlZpc7VBmkx/dQZ4H0oA8i1mxur7SZLm513WFmkRr17JZP3KW8kpxGtoQRiNMDPDZGc9qANfXPEaxm1hvNU1CwtWg/tG9uLJXMly0aoFSN4VYqMkknHPTI7gF/wJrxkmnigv9XvrVQl5pl9eo4ZRJncjySqpPlHGMgnrk0AbHiTULi1ltnSdxbGT+ytTh7Fb5cIz/8AXKcKPxOfUAEWn6zJLPdPPfGKwhA0uF8gKs9spaV23d4WYLnpwetAHFPriQy27aLrHjqbfPFYS3OoLJ5GpWl1IAdiyIqgleRhVPpQB1ljdCG+v2ZSwWK2nZR/EESc8fWgDIh0jV5rL7VH4l1gX7R/29b2qyfuFBTcIvsZAGGTCknnPOTQBZ1S7uNSmsBbatqNjbzwzahepauVNxH5UDKA46FGbr1xkDGTQB2thYLboqpPdTAfKJrhyzSZP/LWZsk0Aclb2Fzqs1w0uuaxZLDL/ZGmwWkpVYjDCjF50HDGR36MCABjnmgDnbLxBLp+kwCTUZYWkuJNIuNTjTLW6yX05ZoIFDfNIqEDCnBPtQBd0DX40vYk8Pan4i1G0lWRdW/tATH+zJbdMo0M1wg/1xypGcdO+KAOi+JX/INuf+uZ/wDQhQAzxhf6fuRLq98SifBvI7PR/N3ywBgC04gH3UY45IGemaAMHQdS1iS3vk0W51eSaM/8SJtTBE0RuLdW2zeaM/KxO3cPTJxQBZ8DXenyy4TWvFcd6q7b/QtUnZiMgfMI5RyI26FdvuOlAG78QLueGwuGs7iaCQIXimiYhomyOUdaAMjxJ9rn1K3iTV9StbZoZLi7itZCpuDG46uvTkDkYOMgEZNAEmlWd75l9bRa1qLIEjk0u7nctJp0moxSg7LknJETKCMnI9aAK6+ILy/gskhvJLa6lkEeslGIaKPScmUKwORvlUL178kg8gFabWob28uV1K+8UxQQldNsLbTUuMCVo8s9zLZqcneRtDHAA6cmgCO61HWpLGET3+q2lwbuPR49RdCkl1Ztd4V5IHVf9ZERkFcH+Ic4oA3fEvh++htGXwzNrEsu5JrkG6kMs9rG43CxuZmba0iDtge1ADPCWqabN5p0W+16ScALc+H9Smcvp0yD+5cFiPOJAJ3svp3oAxtM1fULiysI11K8Sa5zDe6lvPmJbW8Ts3lTHJ3SquAe1AGxb2H9kXcCafeX72c4ktGsriRnFnd20W8NbNISQJVD7huxnGB6AGHZeHZbuO9lu/EGvidZ7lNIeO4kA0iO0kbAt4Q2MP0ORjHAx1oAl1vxnctDp63D6qGuUGoam+mqfMkjgtVYrarHyPNkYZ28hc8igCfwxPeCeSPRLbxLBZGE3Fr/AGrHLjTtTRwALaecE7ZEbOMnGCR1NAFXwbJaxTRprk/iSw1gAi9hu53aPxMyRkboGYlWEecgLtI6cgGgDtfFmtyWFpNLborSIjTQBunm443j0DEZ5oA85t7pofJk0S28fXF9ujbUbm4hn8vXLeV1DCdXBUBYySpCjbgfWgDZi8PDU9RvRq2s6q9tH5MNrpMVxIqwvPaKd5jRh/EDjsTnOaAOh8D3txJAy3tzJcPFNNo4upCS11HaTsAZmJPJXHc+9AGD4w1VHvVh1K38QT2awjU5bPTFkJvLmaZlH2t4MELAEJA3AEnnpyAYx1TUorDUFiTxHb28YWbw/d36uki29wvKRyvgkWzggckgEZPSgC/r3hV7aa1TT9V1r/SGOn+IWE7k6nDDHuJJkLbSdp+6V4JAoA2/D9obC+lgs552szDHrNtbyuzGyneV1IimkZjiXYDyevTHOQDkrDw9K2krcrrOrHUkiOrW960z4jS2ydnkBgCJEBBypJySTQBv39o2p30C3V5ew27Wrale2cEjKLw+dHhZHQg4VmzwQeMdCaAK/iy4tbea3tpItcax8t72WzsfMeTUHidQqyyId+2LLMTv5OM0AR6IuqyLeReHrfXrG3MayeHptTWRTZXkqsGEM0wLYJwRy20896ALfgeTRo5Sn9m6vpeqBMXen3k0rCdFIy1o7uysA3QgZ9OKAMDxLPpssc8ulaV43mmHmXdnr8creVbz27Mcwh5gPLicdojx92gDb8UW1/OLaS803VNT0/y9+rWdjIVeO7lVMSJDEylsZIwDxycUAdV4UuNKkt1Ph2eaW25Efmu7NE4PKuZiSNh7Hp2oAy9Rg+26gIr2SU2sdv8A2n9lRmAurq5uGUGfaRkQIhwDnk57UAc9DPJo6aqbC5upnj8uSzmuW3NG72KY3yMDkW5IAzkkDBPegCK301o0gl0DSvE/28NFNqN1JuxrtvM43i/kLYI2szD5eD90UAdP4buEOoagozuD28zf7slioGD9VNAHXUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAVtQtmlidYyoZlaBC3QM6EfMR70AcevgbUbeCyGlyadLdWvzTR3LMI7ky27K3lyohPys2V+T60AWdM8M6z/AGgbnWZdLVTAdGjs7YsfsoFyrDMzqu7I3ZO1MdAD1oA1/FGgS30O2zuUguFdNS06ZxlY7u0kDL5yejEYNAGMfD/iK5u7aXV5tGhhhMhextmdvNa4tSu4TOi87z02jA/iJoAda6Fr9g8/9if2Pd28sjarbx3cjo2n3NwcsMxxvuVm5H3SPegC34i0PU7pLc2jacbmKZNWljkLKlyI43BVJAGIyH4O0+4oANb0DUbjyJbCSyh1GHJEMhYxXCXSKHR5AAcHAIOzPHI5oA0NLOtszHWk0mGPhbS2tWdipBOTNcOqdRgYEfvmgCLwjoc9haQxXjwvIi+RK8RJVmBP3CwH8hQBiaX4HvoLC4glnszNL9o+zyKW2p9uDY81iuflzzhT7ZoA0tU8M3M8NukUtuHilt724ZicPHYyKW8ogdWA4yB74oAD4ZufOu38232TxRWVouTmOS3jlB84Y6EuOhNAGcfA17/ZP2Vbi0Nx5X2LziTs83dn723OB/u/hQBc1fRNZW687w82kyMYhpN1bXrOoRYpmYNDJGrdSxBBUdsGgCnYeBb6RbweJry0m+1bd0lsCPsyi3C4RGH/AC7kYByc4BbBJFAF7R7XxVEUXUZ/DzWyARS3UYkMl6sYAH7o4Cl+pO5/YUAVz4CMsN3Hd3KxrcTNqttNB1syUi2k5xykse7r+NAES+GvEN6Y18V3mjm2jZb2UWgYtrU1s2V+1JIoCjcASBuz0GBQBs2GhTRXdxK8kRjlSGGFBnMb2nm58wY6NvGOfXPuAHh/Q57Rrg3DwsJZ21S32E/JDJDGMS5A5yh6ZHvQBX8SaBqE8kMuhXNpHdQl1SK5B2XltdKoZZGUEgnaCCAcelAFDS/BmoG4ml8Q3OnyedCum3FrbBsW4Vm4R36jYRyQMnPAGKADTNC8UWiJDaajops0xBb6hKrmYWcZ4V7cYXIT5c7x64zQB2NAHHjwBIbHyG1Hypw7alY6hEP+PS6N40ilVP8AcJAP44oAdbaBr91LE3iq40cRQn7bbW9jvze34jZQ9zJIBgRqxIUZ56kjigCDxD4e8TXqyxNc+G5LOTckN1NG/mWEMmeFtxkEwjgNvU55x2oA7C3txGqqrOwUCJWbq4Qfxn1NAHFr4R8QwLLDo+o6RHp7tJPbTzBzLpyXjEskUXQhXY4JbPqDQBZuPBF8sNp/ZWowRX1qi2sMsikx30XkqrrOo5xMFB9R9eQAbOjJrmWPiGXSQDhba1sw5EBUnJe4kxnzMj+AY/UgGf4U8PalZI8Wptpc1oGkeyaMNunjup2b/S0bjjcRgZ+vqAU9O8NeJLFBDpGqaOLFfls7yeNjNaW5OdrQqQrFc4zlfcGgDbfQpDeLN5ybBC+lGHHJeWdGyD6ALQAX2hSS3UEqzIqxLNBJERzKbwR42n/Y2UAZSeF9atfNTw/q1hFbSM13bfaIyW0aS5clxaKjKCNxLKDjB65FADZfh6qiyXT7kJFat5pEmSbpRHjqO7Hn09KANXxP4elvogLK9+y3KOupaZdFQRBdQ5x5kZ6h1JB+tAFKx8P6vNcJL4lu9OJjV4bCws1bbHPPwZHmk5y0YxjbwCcHrkApap4W8RXyiPVtS0NrUSJfG9jiYSskEu4KkBYgHIA3bzx29QDs2UH7wBHRge4PqPegDgT4B15bR7a117T47TD2ttceUfM+ySg4SU5xxnBOCSOmDzQBq3/hO9VoJNFvLZLyGM6Y0c4by9TtnC5WYocjaygggNg9QewBs6RFqwDHXbnT3cnMEVqjBbaMDo0jkkk+uF+lABr+iJfW8kcjbd6lIpf+feccqy47wyAEfSgDJj8DhrBre9vGd3VxfXwHM17csWZ9p9ZST19qAKVz4W8SXQgGq6xpOyKSHUbgwxtu1J7OUH947HjcB2HXvjigDbtPDxS5uJJnikjmSG1FuR90Wokz5me0m+gDAHgbWVtzbQ63ZjTjmzS4aMmeLTHBygbcFzg7d23pzgmgDbm8MD7RbPatHFDAktktvz8yXCxgbD/0zCUAbtAHJS+F9agmlbw5rFhBBMwu72G5iLNY3WwKz2BDAZkUA4YMMj04oAhtfhy62McNxqebiKQ6vY6mEB8m9W6d1Zom643YIyM880AaulWfiLzN2u6rpTRgGNbOzhYCV2I+aWaV2OUxwBgevagCfxRoLahbSxRzrCZF8gTEZ8rJHJUen1oAoax4c1Q3An8O6jYQzeX/AGVd295GzJPAkhYFWjZSDGzHvg556UAQaV4Q1eAXJfxFH9rnZLqO/WEH7I8USjH2ZjjAxgfNnHU55oAfYeGNWkuI5fE1/pcrxB4rCOyiZdz3CgE3MrsxOFzwMDPPUCgDU8TaCdQtpYluBCZFMCzEZ8sk91yP50AV7vwu0l7FOLpVWON7FrfbzI0zDBD57DPagCex0FormeVp1YSrDAkIH+p+xh+Wb/b3+lAFHSfBEdrdzTJeO6yf8etjjC6e020yFWJOTdyqGPC496AG3/hvVIp3l8MajYxPKFj1O0vY2ZJngXCvCY2UhlT5TyQR15FAE934XuriGFdR1jzpo5YtVnvPKA+2NaTbsCFSMbhx1OPegDQ1i01CVMaNqkdlMCJRK8YdZkXPyyxkjh/UMCO1AGXo3hzUFuGm16+sJbgx/wBmxQ2cbKkUG8HLF2YksQOvTt3oArJ8PVWzghTU3SeArc6ZqioP3N1FnBa3JOQwYggtyO+cGgC1pfh3UTOJvEmoWc86q1np9vaRlY7JJiNzfOzEtNtUdQABwKAJtP8AC3kRTp9s3+bJPfeZtx9n+3uTjbk58rPqM+1AFSbwQ/2e2Wy1IxXdsqJpuobMh3ih2nz7bP3bhMgjdkdjQBc03Ttd+c61r1qzMvk29vZwhU0+QZ+aN5S5JPB5O32oAzofCutzSRHxDr1jdQwv/aFr5MBV7+cRuAbx95A8sN0VAD3oA6TUNNguo3S9j3xOptbhP70ci4OGHtQBgaZoHiKAosviSzezjwsZEH76/t0HC3cpYqNowMqgJ9iaALml+Fvs11czfbPM+0eT/o+3H2T7FCV/1mTnzM56DHvQBPoWg/YlkH2nzt80urZ248r7ZKW24yf9XnGeM+goAq614ZnllWbRb6K0vVU2RklTcl9aFs7LqMMpwH5BDZGT1oAgvPCeo3dpNFrPiBZ5ZcqLpIQq2KNj5YYA2SFx3ck0AXdY8Mi7mt3a7eLyHa98tR/x9F4iMF88AE88HI4460ASJoOLtpvtPWFdJ+zbfu+VM7bvMz/Fvxjb+NAHn/grwZq91p0KXvigiwkTdNp4txv+yyOSUS9L9H6Z2dOB2oA74+Hx9qWZZwoWFtIW1C9RLMjZEmf4dmMbfxoAh1/wvJdtHJp2omxvIty2l5sDgwzgblngJGQ4A7gg8jvkAW10LUxFIL/xNcTXD/6q8hiVBYbRx9mtzu78nLHPtQBQsfBeoG4jl8ReIU1GSJXi01I7dYxC90oDNKQzZLKMdgKAM4fDTUkgeC08YTRaeVktra18hS9vDOG+V7tm5VCf7qkjgEdaAN2+8PapiMaH4lax2KLSWOSFZFukUDBMZKkEY7Nj2oAseHvDi2CMDdyXMru2p3906gfaLqbGSsajgYAwOfrQBU1vwpcTzJLo2r/2ddqpsJZjEHW8tHYHbPEWX/VPyMMMZPWgCPSPAywLcDU9TudRNwSdQklAGUaLbhAvYJwPQdKADTvC2rQFBJ4vuZbRCPItvJQPLDGOFu7sdR0ziNSfXPNAF7TvDEVtc3EyXEjvP5XnQkDFv9iiKjYf9sGgDYoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAK9tqNrPu+x3ltOVY2t0ImB+zTp1WYKeCvoeaALFABQBBaX9vcLusriOaPLRCVDkM8LkHB/2XBFAE9ABQAUAFABQBBa39vNn7JcRyhWa0mKH/AFc8RwQx9UPBoAnoAKACgAoAKACgAoAgF/b+ZsFxH5wUXbQZ5WBmIBK+jMCKAJ6ACgAoAKACgCpqGsWVoFOpXsFurMLOB5DgSzydApPdsGgC3QAUAFAEFpf29wu6yuI5o8tEJUOQzwuQcH/ZcEUAT0AFABQAUAFABQBXj1G3eRkinRpkCzXMI6wpOW27/wDf2n3/AEoAsUAFAFWy1S2uQ32KcSBXaxnIB/d3EDYI5H8DfhQBaoAKACgAoAKACgCrZapbXIb7FOJArtYzkA/u7iBsEcj+BvwoAtUAFABQBDd3sMCM93KI4kU3NxIf+WUUSkkkD+6BQBHp2qW13GsmnziWFwJreUAjzEb/AGWAP5gGgCvpfiOzvGlGntLIIm+x3FxtOyScDkQS9zEeD6UAaVABQAUAVdP1S2uk3WE4ljy0KyAEZeCQqcAgfddSPQ9uKALVAFWw1a1uQxsZvMCu1hOcEbLm3bDD5gPuMPp6UAWqAMy58UabCJjc3qosGG1Q7W/0USIGGQBzuQg8ZoAvWt3FMitbPvjYC4gfBG+ORcg7T6g+lAEtABQBzN58TNBt3kW+v2h2bvMndSEmmgUFktpyMM8YI+UEnsKAOjhmWRQUDAECVQw5AYfxCgB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBXvb6K3jd7p9saK11O/wDciiUknHsBQB57qfizxbBY/a7aTQnjZE1H+yZInJsrWbGPLulkGTtYE5Ue3uAb2t6xrRvI4NDm0yBGifUru8uI2drZYnCj7PGroCS7L1+vsQC3JrV9DcWsVz9kkMkcsuozKpGbmzSL/j2GeA7OeoJ6UAMPiW5867TyrfZBFFe2jYOZJLiOUnzjnoCg6AUAc8PFHieO0jur+bRfs22O9v8ATI423PYzKuXjui/3sHIXZgdCSRyAb2tavqclwsHh+a1tpPL/ALW1DULhNwtrZpdqi2gDDLSsGzkgAD1IwAS+HNcv5ZJotbS1NzDsZrm3BCX1tdqSrLGxJBG0gjJ5GRwaAJtd1+ezlt/3UbW0kn9k3j4O63nnQ7CjZxhpBtOQeowexAGR6/cy3zQ2otjbxxLdalIQdy3dy52rG2QMeWpY8Htj2ANPVJLhYmNjcWUMoGYproEpGc/8tgrLxj/aFAHHaF4yuftccM3ijw/rkUiPOlxZhVawnttvEsaSOMSqeOQeD6cgDdL8Sa1fXEwsvEGgwNFM9gNDlhJaWyglxvkmEgOXTJGExnGeKANPVdX1e4ujB4cuLS1CIL7V9SnjL+SbgtsS3g3LkvtJJJxjpzxQBDD43uLWG5/t+COS6tQHuWg4XVIpY8o0SnOPO6HqAQcE44ALGjw+LiY31a/0Ty2+fUNMWJgdOjZTgWtzvOWVsA5UDrg9MgEXhrUJ3W98ux0awmS4ntYZUTC3GyNSsmpbW5LhgWOQcelAGXZ+NbmG5hS48WeH9ajlY2E8FkEV9Ln2Eg7VlclSQQcgY9c8EA1DqOu30039g6hp1pBA/wDZwjnhLHVLtYlZhLIHG1V3AZCk9T6UAUPB094ulAw3mn2M+6Ytc3PMdmzajJktyv3RnHIGcZoAfoPi+5N2kU3ijQdcikR7hLiyChrCe2K8XCJI4xKrcc5zn0oAj8PeJtX1KZ8eINJsWjle1n8PtBukFtBJjLzGVT+8HcJgelAHf0Aeaa94z1CwDvJ458Kzuh81/D6IoaaDzB8scplLbvKOfudfagD0ugDjfCLSiG6+z3FvA4urplnmUlYcXLcyoGXgD/bH1oAoWnjd4biBD4u0PW45SbCeO0CB7KfYSHVY5G+VsYIPTqCelAFyyvPEd1eXSLrFha20LRw28Sw7ml8+JW/eMxH8B/PpwOQCxJqmrX1xOmhapZ2UcG21eVo95u76ZA3zDcMLCpx65znpQBmWfjbVv7PieVLWfUpZW0K3wCE+1fapFDMg7QohY9M47UAaTanrGnzwrrN/b6hbTH+zVnSLY1jfiMkfKGbKzhT7j1PNAG34k1Ga1tZ3tSokSKS8gLDIEsMLEbl+ooA5W/13xFZ20dze39jJEPKuNX0xIT+5s7jaGNvMCSTDu3dMde3BANKL/kLP/wBekX/pZNQBzGv+OZ7FneD4h6NeSRt50+geXGqzWwkwUhlBZt6A/wB89ORQB1vi6e/t4zLbeJLbTbeNTLeCS28wykHjyz5i8noBzk0AZaeI9dt7KE6itrJqc7rYWKFSq2j3eSDdIuf+PeIFm9+Ae9AE0Opavp1xDHrusxalDPutobnylRrK9hTONqHBWcZA4yDjJNAHZ0Ac74vvTCsBSC2kJube2/eoG8oTTgExZ6Mqk4PUUAZ1zea7d3k8OmavDp8EaQ3K3SxKzpNcB+FWTjD7TnIJ4wMZzQBXg+IF2tlO88EFxeQTN4cfaCqXl6k6IrFCeA5dSRn1xQBuaNpviGJlOsa9Z3qEFryEQhfs8+BgWcikfKDn7wJ/kADl9J1m4stID2JQSCZoVLDI2z60ynj/AHGNAHS+INZvobi0SwMQWWR4b0MOsEMDMdh9cCgCrb+L5IFvf7bMW+2ZrpAvHn6bLFujx7sMr3yR+FAGZqfjS/tYLRNS1DTrG+uBuu9RuMBNLSKIMxKnjcuQoBYAk+lAFjwr4rke5aCXxHp+uL5Z1W11S38sGILKFKXaQnGRuUggDjOaAOf0bxD4uudPN2+vWA2rJfJpfkDZc21mzbhPMOQz7Gxg46Z9gDq9U1u+uZIItDuxZPLG2s3l2UDNY2UYQARI/BMsjgdDjnigDK8PzXdndag2uXsFyY4re4N2qhfPtoo5zm4XoGwDnGF7gDpQBE+q+J1tRef2xBJFtXW5vDyxLsTS3UErFebd29IecnjOeMUAehwzpIoaFtyECWNv7yOOOD6igDi/Dcjrb3Zj1G3sSLq7cX0wBW0Aum5lVmXhR/tCgDL0LxuxvIY7XxvBr0UvmRXERiRW09oIWYNG0SrkPtIII+lAHe6xqgtIJZGiMgjR75ogceaIIycBv9rHpQB5pN8Qbm1jSe48faBfZZJNT8PReX+4trmQAiwZPnLWgP8AFnOCT6UAdxaa3cJeTx6nPGItiaxpLHA8u0C7XDtgf6qVc8k43DoMUAZthr91NYedqmuJpIkLX1tcyon/ABL7CWQ7Fw3BJj2nock9DQBm+FvHPmXohj8VprsLxtdpciJFNjcwuOGMQUYlQn+EnIoAztC1m8ttMmks7lln+1lTMwBLC41JA24OD99WP/66AO38S6vc2zWotJQokuF0+7UgHzbd7eU4yf8AaUHjB/CgDB8VeJIYZWCfEu00uQD5dP8AKifyZNo/4+SwJ+Y89VOOlADJvG+oz2NobCS1tr+6KWMc7DK2bMjFnjiPXaF4ByMkZyKANuPT9YtI5jqPiU6iuxpLZZII1NvIqH7zR4BB9Cn1JoAyl8Q6k1rYpp80EN3coiNfsgxYhLPezRWwGCSoO0YC568cUAXtOe6065SC4vPtdvKst5p8hjjRrGa1ZSyyLAqKRKHznaDnOc54AOe0q68W3VrJOPEwiZGnews/IiK30NnIwAunxkb2UrwVOOevNAHfaLqf2uCKTy9nmRpfeX/zz8+MHGf9nNAGBBPquozXH2HXJtPghcaRbQxxxt9puo41Zmu/MUnDbwAFdDgZyDQBzGmeKbjTtJhJns4LiWeTRxeP/q9Omub+bMjBscQKGPJA9aANTTvGJjvoYrfxfa67BMsgYr5JfTbq0j3Zd7YKNs65wCpOR1oA0fhzaiGGZVYsFurmBWP8QS4I5+tAFjU72/uLxYLDU5bCJYv7XvriJEL3BllZVWIzK4ABVifkJ6Ad6AOWtn1O1j1Y32pwSXaATrerGuJxHp6ld9u4Iy8e0EYIznFAF7xJ4iuYRajUNUvtL094w+oaxaRqSl6VXakkhVgiyEk52c9OBnABZ1/xTcaZYoz+IrS8mlddPsdaeNQkaXTHDyRxZBFvCCeOCR07UAUPD/jKBbuGLTvGTa7FMHW7WYLv0+6giLboGRF+SYKRg5wcYPWgCvDp2tXsd3IfEskHlT3C6NZJDF5YWzlP/H+hjyxfGPvZHXJJxQBs33i28uY7FLCdLK5vFF3JOoz9htYrYO/2bcCN2CFGQeucUAWbCXULC8SG81e71G2ljkubGW5CeZaXNoyZEk0YXKyK/dSRwBxQBc8c+JJNOtWe2lhilJSxtZ5fu20lxIBul9oVJbp2oA4/SvG8EF1bpp3jWbXlmJs9ShmC5tZtmQ9oUVcAsMYJYY96APU6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCpqumpdwyRysVWRHspGH8CzoRwPYGgDyzxBf61BpTW954blgkRI9Flv2dTFdKGRVNjtO4tcgDjYApPzHigDvpNJujqCSiH/RxbyWDzZHFzJcxkDZnPKqe2KAKfii3v47i2m0/Sp79IhNbX1tAyh1ivFT5oVcjOwp0yDzQBm6fb6s76hLq2iyWEUkUcOmRyOhaSG1hmyZxGzYJLA47dOcE0AZOnHWdQ02G2bw7PEHihgfVt6eUmlbF+ZTuJ3tGMbdnB5+7QB1Gq2WqW96s+maWdQhaIaPqNtG6K9sIpGZXg81lBBLEEbgehFAEvhnTNS864m1izjtGl8u3tbEMGNva2QfBuZFJG6Uuc4JA9TQBZ8aaVHdWc6yv5Z2Ncwzf8+89uNysG/2HAoAofD2K5ktjNqaItzcsdZuAv/LOF1ARUYk8JCq454zQA74gaBeX0CDT7ZLrZNFqN3prMANXtIG5jZ34+fIPPHFAGKPD2oT6jazQ+EIdMt4vOivJS8XmS+fbEDzUhY/KjnA+ZjySQB1AG+J9J1DUjtPg2W11AP8A8S7xFFLHtsLeOUYkFwGDEhf4THk9qANy9sdSs7xptL02S/glRLLU7SJ0V7aa0ZtrxGZlBBViCN4PfnsAUY/BV5fRXh1pRZXF0FgjgVt39mW1rFhBIRxncSzbTjng0Aamm6z4hcxrqHhUwnJj1S/M8flhUU/NZohLHzm6AxrjuaAMK48EX7Wt/Hb2iK01y2sWUTScX9uTCxDSAnH2oo684xnkYoAin0bVrqe1aHwTZ6VBFMLm7bfCXaLymH7oQn7sfcbskkYGASADSit9e06e4GmaDHqME0g1W1uRKqfYriWJVYXquc4UoCNqscZ6nigDLh8IawthbLdaVbXF1DcNrN9pe9cXsbXE5xDIxI6SBhuI6c4NAFvT9H1WW+hll8J2elWyJNbShXjMjSyhMG48o4w2PlwWI53YyKAK3iPQ9Y1JgG8IW9pdq4Nn4pSZMWCRSZDxoCHOUH3SuM+3NAHoN1C0iMI5WiYgxpMvWFmXquMfdPuKAPKLzwlrslgbeDwLpcc4QW0uqvLGVu2jYZe3x82+c/N8wUA5yegIB67QB59e+CtTls7iNI4xK91Jq8EDMNuoWj3m4LMwzgTJ6j6igBLzTNbv7i1Z/CMGmxQyCS4kkljL/ZxE+BCIifljPGN2ckYGATQB0ei6Rcw3V29xEFjleKSybI/epDZopJUdMOCOcH8KAMdrDWNNu530jQ4b+1n23sj+cqHTbyNAD9pMmfkkHzZUMRzx0oAx/Duj397pcJshardxTya3pZ3EpeSxXkpwzDHyzqzL9OaANtLTXNTuIW1jRRpVrAx1EwPMrvf35jYDZ5RICwhj1IJ7CgDY8af8eF1/1wm/9J2oA5aOz8QajaxQalosMEDCH+0tXjnUrc2UO0kQQcMGuQu3BXaMnk0AdBc+HruS7lkRkSJ7VdIhlzylys0p5UdlDCgDjrvwz4jn04WieEtNt2VFt21F5kKXEkGPntYlGd0+OrBcZJyaAOh8XaZrlxcQmy0i1vrGP/iYPavP5f2nUlY7fPO1srbjDAYGT14GKALWt6Xqt/bowsrez1CKRdXsbZpNyPPb5+WSZQvE8ZYdBjNAEEOn6rqVxDJrmhrpkMG66ht3lV3vL2VMDBiJAWEEnrknHAHUA09C1+7u7i6WSK3FrE6adYSqDulnEIL+eSSPkZhjAHHWgB3ijRri7WEWYQlLiDUptxxiC2nBO33CigA07RriK8uZJQnlSJBDbEHktaiXO5fbcKAMEeAruS3vY90Vq81y2uabJncNytEymb2lljOR2B4oA2dI1fxDNIBqnhaGwiAJublrhW86QdPsccYPBPPzbePegDI/4QvUTpjQKbZLre99b7z8pddRMiiRl7OMA0AQXNr4ovrq1e40G30+GF2mvHM6s1w0sZU/Zwn8JUnrhj3A7gFfxnoZn1C2SARmO4UweIIT0nstKmjkG8A9ZDlM46HH0AOg8W+GZ7loJbC1srmeBmljsrnhb6C5j2spkwcHGCDtIyORQBN4fS9Z2a78K6fpMeBHAqujSSvu587yhgDgfxk+voADL0jwhqEGkG3nS2+1GGaxCofl865EmMt/wIZPrzQBJqWh6rbtbTaNZRXU8UZ0nU7EuFN5Zyqn+olbjMMiAjOAe56UALpHh7UpprtvEdlaQRXCRWMVvC+7ZDEkoIlZgMkhx/DjtzjkAoDQPEr2i2ktrZRxbRo0+tpL9/SowBmO0K53TRDbjcQDzmgDvYoUQARKFUARxqP4VUdvoKAOFufBGoPbTKsdo8xu38R2ltKfkv4RebwlycHiZOOnXrQBNJYeJLy6tZL7R9KsYoXkeZROZGdLi3ZcqQiAA5x3OeTwOQDq9V0xLuGSOZ3RJEexldeqJOhBKZ7gGgDk9G0bWYfLjvPC3huRE2wTa0HAN3BEfvJZiPh5F/28Z9qALfjjwle34jOjzrDMN2mXspP3tIv0xIF46phWHoRQBL4p8O3cot20SC2leCQXsenzOVS6iWJlwGCtho8jaccUAUbbRdeuL+GfVrDT7SJI5LFrWKUu0RkIwZJSqg+YewHHc84ABX0/wBfCwmguZreKdpX1CzmBJUOtyHQvjsWUZ4zQA+607xRqE1s2o6Xplhbwy/brqJZy7XLCJhuTCKAEyRjk8+goAfa6V4ksZJ107S9HvIppX1OHUJ5iptluMfLeW4jJbyMYGG6YHHYAZbeBb9bC1VGtY9Qtit9ab+UluIwwKSuOdsyt26HB5xQBr27eILpJRq2l6bZIUNvZW8cpdnndTzLNtUAcjtn1oApP4R1BLaz+wy2ov7VYwkchOy8K22x0aQDjzFJwdpx6UAWNO0rVrm5WbxBbWlkI0ez03ToZN58y6K7nuLjavVVUAAH1JoAfofh27trForjyjMftAXaeG+1XEpXDe6sO1AGp4d02W1tYI7koZI4o7KcqeDJDEoOw+mR6UAYB0rxDZTzHQLXS7m2nYagGuZGU6XemNVYyIqHcsgVSAGBHtQBUi8AaiLCKM3lmNQhmbW9PuSD5b3YupGHnIOcSxuQfTPGcUAbukXniOWT/AInGk6VY24Xa6JMXee4JHMbBVAUDPBBPvQA/wxotxaLKLvy8vPPqcQU5xBczkjf7laAKOtaVq0V0s/h+1tLsmM6TqNhPJs82JZCytbzbWwY2Zs5HI9+gBmt4F1e4hvhqt1pguLkK1sYN223kit1UCUsucKygZwSRzgHgAGvdx6/bpGum6Xo+oQCMWl5bSysjPOq4JjkKMCpXsVBoAyofh1cCz8tZNPtrpZz4i0kRAtFpd0k5ZVj3AEqBwflXqcCgDb0m78SSuP7Y0vSLOAArN5crO13NxgwfKoVRzwdxoAi0vw1cwQ3CSyW5eWW4vbdlJwkd9IxHmkjqoPOAfbNAFKXwZfrb2f8AZ9xYrqFqqRwtLny7rFtsdWcDIEq5wduenFAFnTNG1O4uBP4ihtrZkRrLStMgcuLUTldz3NxtXLS7QAAuAOuT0AL/AIp8MpqUBRpzC+VurS4xnyLmBgQWTuMjBHp055oAj05/EzOn9rW/h6GEA/bWt5JHa5lxx9nV0QKM8nJf09wAbtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAY7+D9KafzZrIy3GROkkruwilRcAwwMxAKj0UUAbFABQBHPAkilZl3IQYpF/vI455HqKAGWllDAipaRCOJFFtbxj/AJZRRKAACf7oFAE9ABQBV1DTYLqNkvY2eJwbe4jDEeZE45G9CD8w96AJ4YI41CwRqiKBFFGvSNEHAUewoAfQAUAJQAtABQAUAJQBHJdQoQJZ4kZuIUYgGUj/AJ5qfSgCWgAoAKAGGRc4LruOXVM8sqkZIH+ySKAH0AFABQAUAFABQBnat4c0++AGr2SXKA+YkLk7S3/TSMHBxjuDQBeihRABDGiIAI4o1GBGijgIo7KKAH0ARXVpDMjLdRLJGwNvPE3SWKRcEN/vA0AKPKjwF8uMf6mCMYH3V6Rr7KDQBJQAUAFADUkVhmN1YdmB649CKAHUAFABQAUAFADDIucF13HLqmeWVSMkD/ZJFAD6ACgCudOtzIHMCeeFNms/dYHYEgexYA0AWKACgBksyICZpERRy7scBR/tMaAH0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBU1R0WKQzReYgRmkizjzUCHI3D+8KAOJ0vxRb6dp9mdB0G6nSZl06zsGl+aCa6WRvmnYchZFIzhQBzxjFAFyXxvrYuDbr4WtReFP7Qtpxckwiz5Baabylb93LgYERJz1AwSASr8QXWynmutIaO4gLWepaaX4W6h28R3AB4dWBB20AOi8Z6nG8R1vw79jtJmWyspfMzJZXU2do1O32jHn+zNtOA3J4ADR72OG61FruYJEjQzzSN0ghj09CSfZRk0AMPj28jRJdS8Om1052EQu2mzJaQzthHvLLYMCVivSVmGeRQBPq3irVVu/s+haJaXD+UNVlvrmYqloryuuJI1jYnJXsf0GaAMqH4i61cpK2keE4sQFrXWorm4AL3tv95NOkRWB8oYOW2g9hQBs3Pjy2+zwyadazXUk+2PRtPyA1zPKucTPyAIQDuPIHvxkAXS/EuoCcQ+I9MtradkN5YXVtIWj1BImG4IXVSGhDLwQc9c0AYo+ImtSQPPZeFrY2cZlF6stxh7mO0ZgWsR5eMRheckEnIA4yQBnjPUL2SXT5NEhgmhaUPBI0xUTPdW7YEm1G+V4t3I3emOaAOr1K61pUT+ytL06Wc8XQlnISybb/AAuIyWAbj7qnvgdKAKOjeLZXE6+IrSCxnt8Tag0b7ke0dCRJC5AOGVW4IyMc0AV9I8S+ILvy5F8NWsdjJjy1efE1tbydJJ4Su3BXnActzQAmm3mlWk9+6ae1sYyl1rF2HZvtwFpv3CA9PLViMDrQBkDV71Jo7vX/AA/bx2rBdNs5FlLSaJBdSna81rtwDdFlDbWZgMDsQQDZ1fxbqi3gt9D0W0uJDD/bD3tzMVS1QysuJI1jYnLAdDnn0BNAF/w14kmvBIuo2ItbuF/sWo26klSzICGt5CB8synI4yPyJAH+IvEE1p5a6daR3N3K/wBhsIZG2qrLGzFrhwCdsKKScKSeg9aAOb0y61R9VUa7p9rBKtpJtltnLJdo95DzEWVSNnQ5HuOKAHy/EDV2ia40/wAP202lLukZmlImu7OEndLbwlcbQASAXyQM8ZFAHb29zHKqtbuHjYCeFx/HG4yCM+ooA4nQNbhsLa7kukkdEurpvLTrO7XZAWIHvK5AHvQBdj8T65byR/8ACTaPp1vbysLK3ktZS7afdzH5Vvgyr/rD8uVyM+xoAbd+KtYluZovDmn6RKYAhvRdzMrXL3Ee4fZURW42kDLYGfpQB1cTOQPNQI2AZEBz5bEdA3sfagDlbjxPrVxJKPC2kadcRQt9kupruVlN9dqgJSxVUI/dZAJZgM+wzQBY1fxRfpJFFo2mW0t/Ihv54Z5CE0u1jIBaeRFOcyHaMDrz0oATT/FV7idNasLeC9hT7eUicmO/tZFba1q7AHAZSpyvB+tAGND8QNdFslzqOg6dFp5VLi8RJXM0dvLgF4oSgGFJ3Y3ZIoAf4zbWBfWX9kwaU/zSm1+0O43XP2STcJtin5RF0xk54IxzQBoax4q1eK5ig0vTNOnmkia+klmkZUtZIWGcsqMSCePug9OlAE2o+JNThMEUVlp8upS7pHUOfKtIbbG5mkI3HggAbMk/SgCbR/El1JPJBrNnBDdIo1CKSBiUvrKVyA0e4AgowwQQeehNAHNeGvExsNLsxb2oubmXbpum2pbAkmkLczPg4WJQSSFP60AdBpviPUlufJ8RWFnDIyG+0y7tnYpeJEQGUq6ghocg9wQaAK3hzxVq+pKktnaaMbF2KlFlYy2tuOhmG3G5T1XPHY0AdNf3RhjdlUMVVp1U/wARRSefrQBz/hjxDrF7FHLqVlpdnaun2spvbfGhQfMxZQMOcnrwuOTQBnDx5qzW/wBpg0W0bTsm4EJc+d/ZidZCFBGRjdt9OpzQBd81H1WMxMGU2ckkbD+JWu4en1FAFYeM9Znjlm0XStOmsUZ1txLIwk1SCzYh2twFIG5lIXJ574oA0rbxiJZ4BDCptLiE3+m3hPLXUYB2OnvCc+vB98AEum+Iri6kuVsrW3eOFhp9pKzEfa74RZZZm2nAiZlGQrHqcHjIBmxeJtbtpol1+30SWGVzpfn2DtnTr3yiyrOsnXeFPOFx3A7gDz4l1ye6uItG03S9kOxTd3TuBO9xbqwCoinoScnsMcGgDB8Z6/fahozyWFrbwlsw6rDKc+TFbzMr/ZWHU+YvGcfL78UAdNqHiTULC23azZ2Ml4zrp9hZWjsVu7q5cBR5sijqeTxwOmaAILfxHrNtcxReJLbS2SbeNPvLMsBbzQJnZcpJnO9OhBGem2gCvo3irXL9y2mx+HzaLK2n3dizv59rBFOy7pyOAxUbtpXkdGoA7WgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKWrxs0MgjRmYo6Iijl2MZ4UD1NAHB6XpF8tlpiyafeLIk8c17EUbNnGsE/NwmOACR1xQB0ktnP/aaMLebyRayW7XG07Vma7iIUydMsoJxnNAHK67Zzx2GqfaLeaINNJcW5dSPPhMEA3RE9QSCMjigDR1HXG1ZreOy0vUoLhJ4tW1iG5iZRpUFm+475mUBjKwAG1jnOelAFhtBu531RVgkj84La2E0ikLOX0xVzG56hH4OKAOds9M8N3SRxav4d8WTXgCWN5pckl0Vsiu3Lec0gTy425BDcjG0dBQB2cdnP/absbebyTax263G07WmW7lJUSdMqpBxnNAFHSNNuEj1ANZToXnmntFKEfakktIhmEY5DuD0zk0ActN4VvG06wNzpOpy+Qwk1bTYQyy/ZZFYHylBVspxwOTQBv+FdN8MS3G/w/peu741Jj1K4NwIwZQAUQXL8kqc42Ed+uKAHaXYXkekTK2nz+fsvPKs5IzumaWecqPII584EY45zxQBm6lBPbWulvd6fcBITA2rERsX09fsm354VGcBzg/KTnFAFzxeLea4gbXtP1i40kxPI6RRS4gvZHQg6nbRgNgR5GGXg9s5oAo+HvCpkOopYaPqGl208MVnpX2sN/wAtbeYEojE4ETN93OV9BnAAN3QfGZVYYb3RtYW/AWxv7dIW2WvlAAyG6b5fLOMgh2OOACeKAKt54Yurw6onkyx+d5aadM4IW4kSwQDbIQchZRg4z370AR6xql7q1qIF0PW7e6l22eqyTQFU06JJF8xhdMNpDKG27WYn0oA24rOf+03Y283lG1jt1uNp2tMt3KSok6ZVSDjOaADQbOdLy9M1vMiM8L20rKQLhUsYwTCx67WBHHegCv4vtbtJrWe1s7u7jgdzfWduMs0N5AV3RQgZJgJzgHOM8egBV069urvUw66JqlvaLbSWcF7cxsv2qY3cR4icAjgcbgpPUDHNAHLaV4N0q1i8nX/Cvie7ukJsy1o1wYtXhcnDQSrIEAZCMhmTB4oA9YsrCG3jVLOPZEira20eSfLhiUADcxJ+VR3JNAHCDw1qFxZXaQWzRztdTalYxzggXSw34ddpOOLgLgHpzmgB+sX02tmGKHw9rtsnmpqOp3V3CyLaw2hyQjt1MzDaMZ9TxQBD4xazmkfzfCvimO+QbdJ1nToWzPmPjF5FngOSMMcDqQM0AdvoqXiwRDVm3XQjRdQbj5rsRjdyvHL56celAHKWmp3OjtcJc+H9avFeaTWNLnsoi4uEvDkrM6/dKS5HIAxjk8mgCfVpLyzuo7gaPqVzC8P9kara2yh30yRJNykRJkt8zOpxkDg0AQ2lte3kl1PLp17bRtANF0i1nTElxHGrsWkg6jdK5AB5NAEWp6XeNoYjjsbprj7LFbmzCHeJlhTK+TjOVI6YzQBoeMJJYZ7ORNO1G6ijkla7W0iZ2iWazdQTEgJwWIoAS7tL1tUgeG1uRb/Z5YLqbbxGzSIQszepOOPy6GgB3iOK8tbqG4stOu72JUfSNWt7cAvFbTuhD28HU7JF5AycdBwaAG6L9pvr1p5NOv7O3WEaNYR3SbXu5JZgzs0DcgJtUDOM8kUAc43gy8On2X2jS55prdlub3SgcNcwMGDCIj+Jcgj5gOozQBseF9I0bzS+leFfE1vIisIru/aQBjJjKQQ3UucyAddm31YGgDJW0jluYn8PeFfEejX5lR9cbyykNzYrJ+8F3IG2NuUkggFicHr0APRNVhd4ZBEhZijxxqP4mZD0+poAzvD+lOLCGO+jkifyI7C6j7wuLcAjvypzQBwmkaLa2cKwat4H1q9ulzZNJArGLU49x+ZbpmVQHXsxXHT0yAdiNMlTUY2htZFt1tXshKAdschuosLv9dqmgDkNJ8OWOnRmDWPButXzhnjtrm1Vnj1K0nkJG+TcoUqrbSGI6Zyc0AdV4h0J4rWM+HtM2zW7JqWmaeuMsI2+aMMM482JmXgmgChc+HNSj0pktYne9cfb9SiQ4a6mupw8qrIT1dC6jnJ9aAMb+w7Ka4tW8N+Ab3ThFKpv76WARFIPKf5TF1b5sEtggcYJycAHZaHp1xHd3jTwOkbvDJaSHpOsdkgOz/dcEUAchB4a1NdIuo3064FwzzS29tj5pkkmyNij+8KANjxXpp1yzRoNGvGKSpq39lXqmNr5LYkMjK3TzoywGePwoAr+G9E0B50Ol/D3ULBlzO99dReX9jmA4Eas3JbnlcgetAFPWLVrqZX0jwfrmnayHX/iYKoWNrRJwGN9dq21hJCDwdzdABigDs2129F4Iv7BuTbGP7b/AGyD8izBsbHXb1/4Hn2xzQBtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGfrWiQX8LxXrSiJx5MxjODtz/CxB6/SgC/QAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUgCgBaYBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBDJMq/frlxNdLcY9WB6GtIVU/haBj62EFABQAUAFABQBnXniPT7eWKO8vUjuJdw0+Eg/6QYQCfnAwODxkjPQZNAGjQAUAZut6/b2Ee+6juJckW1vbQLl7y4lPC28eRkt9RQA661uCARfbVlhaV1sLeEjJW5kRjtkKEj5VU9yPQ0ALa67aTTSxwSOZothvUKkBBdISuxyOdwB6dO9AF+gDN0rxHZ3rSixeUtFIdNvAykbZ4+uwkcj/PTFAGlQAUAU7/AFi2tjGLt2UyONOtQBnfcOrHBx/sqaALlABQBSGr2xmMQdvPCDUXTHAt5JCAd/uymgC7QAUAFABQBWv76O3jd7gP5aK11NtGT5cSknYvrgUAFhfR3EaPbh/LdVuodwwfLlUEb19cGgAv7+G2jd7tisSK13cOBnZFCpJIUegFAElvcJKqtFnawE0ef7rjPI+lAEtABQAUAMmmWNSXDEAGVgo5IUfwigCrpWrwXsSSWXmeU4E8BcYJRvVT60AXaACgCnPrFtHLHHK7CaQPLaoB95LYLu3N/s7hQBcoAKAM+21yCWaSOOO6Eke1p3ZCFcTrkeTNjBwPegDQoAKAMObxhaKlwyW97KluxtbsRKCZ7hY1JW2TPJUMOuB6GgDYhmEigoGAIEqhhyAw/iFAFLW9bisIWkuYLqVFxvigXcz+Y4HyR8dCfyoAvo4YAqGAPzAMCCAR/Ep/woAdQAUAFAGfqetwWpiFyspMsg0y22DpNIjH95kjgKp9aANCgAoAKAM/TdbgujKLZZQYpDplwWH35kjRj5WD0AcDtzQBoUAZdl4jtbieaKATebD5bXrMPlzeISBE2eyjngUAalABQBma1r8diqGazv7gPIunotsm4xPNnmVcj5VxyfyoA06AEoAKACgBaAEoAWgAoASgAoAWgDLv/ElrbzwRTpOZp/MFmygbU+xxbj5zEjqOmAaANOgAoAWgAoASgAoAWgBKAFoASgBaACgAoASgAoAKAFoASgBaACgDP0fVJrpC1xpl1ZMGa3EM45dYnI3KPSTGR6igDQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAoX/QV85xIlye/8vwNsMU4bh16V8bgsbKL/cJnTViuhqwyluor9DwFeT/iI4n5Ev4V6PoSLTAKACgAoA8l1ia31CW7mi1G1We2Kaf4cjd1H+k6ayyOQpP/AC8yfJ6Y6+wB1HirxJNJpvneHrzyXfyJLO4H/LMXN1EPnH0Yg0AN8nUNPvLdW8RanfxTmW3vYbsR4jkht2cNaeWi4wVIxyCD7UAZninVtMM0guPH2uWkicQ2tlDuTSZfK/5btHC5JOSTmRTgkDAoAG1me+ttLkvdple4ikuGUffkFrPkhR/eIzQBp22qau1xqQtLhJjGsQ0KzfpBdvY7vmHHE0hXv69KAKXgbUbe4cb/ABj4hlvVXGq6Df8AlqYpSvObUxA4jYggq/HAJ6ggFgavrT2+oHSpZZrqOaS20hMAmFUt4SBEjddpJIGDk+tADvBV9YXDE2PjDxBeSAbbzSNRMYa1Of8AlrB5SkbD3DY+tAG34w1meytJHsSom+W2tGYcRXF1KqqXB7RuwJ4P0NAHM67oN3bS2JuPEGoXgNxHDdRThcSXK203zwYHy5+bIyR09OQCO78SJd3dwl34l1DTYYcafZQ2i4M08kQLPcPtbPlucAcDjvmgDo/BGr3l1bZ1RvMlV3sDdbSP7QjgkIDhCB/rkwenvx0ABXi/5Cz/APXpF/6WTUAcb4m8SW0MLz6D418UTzK2+0donNtctG/MYdIVTBwed5Pv1yAeu0AePT+M7e9M73PijxFZzo8lrodpYxS+XFHbMQpuQkbKxuCMnceOgxQB0l54g1U2MF0PNhljUX+taWOF1C2K4cFW6FPvLzx0560ASQavqUmnXNxLdSxPJFLq2kwAg/2VbJbnZsYfxMAGPPU4oAo+Idavnt7KTzdaj050F34hubHIlgEtspQuUydu4ndj8+mQCfUorO40m5OkeKdSv4fLluY7xpFZkWOAny5ZNucEDBDAvg8npQA/VNXl0bTFa2v7mSZhFBb3FyN/2d7kICVjUDiJMkDGM8UAZeleJIobq3XQ9c8SanHIWtdajvklxFmPIeBpkULiQcgHbjt0oA0NO0bUNSmvDceJ9at0Sc6fpcNtJtFo8cKnMijqMuOCcccigCG08X6jd6dZmC8MVxcSJol3qCgboAnmb2hUgjc4iIHGMnIFAHQw+HZdOjmNvr+t3S+WzpHey7zBPGh+aGVhkZ9M49qAMybW7c6danW9b1a3lljhZWsc+dqt1JbglYQisf3xPYKR6igCDwXqx+1yxW9/r09uIo9QEGqh/N0+6eRwVVpgDiRAp/iHoetAG74x1K6iSJNOuGgknmTR/ta4zZwyBizRZB58tCBx1NAGENAkstStQNY1O7iMdy0MV4+9raVRFkpctziUbeCSBjjqaAMBfF9nftM+o+KvEmnSiR7XSLayimKWUVu2Fa5SJGDmUjLAsR2AFAHoPgvW7m+s4ZNRhkjnZdl2jrgmaJypPl9vMK5oAxbTXLw3Wpq1zIUiWGfTwSf9FaaxJPlg+rLnp160Ac/ImpWemw3beJNWuLsLb3Usc8x8q5guZYxtuITx/qmwWxuJ+YnPNAHS6itxqN80I1PU7S1iiS7uvsblGnvruRsCS4XnCRoeBjJPPSgDl45L+ystV8i+uiUmYWmolv3jSmCIHfIuOUTbzgEnnOaAOq1iW/u7iC3N9PZKYn1nWpbVirTCIooS1mGSB5r5JznAxmgCv4j0+60vTrk2evaxOwBubKa4ky9j93iO46nLZPJPp9QCzrRur29WBNQvrO2WH+2b6W1fa93LLMVVRMvIEe1icHngGgCnbNrUYvbfStSmup40S40O6u2y8Zvkk+WWY9TEy8FvYNwKAIfA11YSSAf8JB4p+3qmNS0bU5WyzkDLC3kB4Vum0gc89qAOj8Z6zc2VpI+nGMT/ACW1ozjiOa6mVQXH/TMtnofoaAOW1nwpLZTWRHiDWrxDcpFcQXkhcSz/AGeXDxFvu4AYYHBz04oAq6j4osbm7uF1zxDr9lFEy2FhZacJxuKplnuprZDnzWOAC3AHTmgDrPAer3V1ag6hJLK6u9kt3IhU6hBDIQrvEwBBljx1FAFS5gl1G9mjn1PU7a3hjiZILSVkNzdX3m/PLNGQf3KqABkrnk+lAHN2uq32lWWoNFf/AGi4W7Nul9Mgzm4W2XdJDGOTErZ4HJHTtQAtprsMM1t/wjGseK9UdnXTtbgvEuGWSymzmVhOgCm3fb90qMdRjNAFnw3oCNq9+TqGqgo1vcrGszbbg3NuxxcpnlYjwoPCjgUARQ60uoy3X9p6n4rg8uV9C0uLTIrjbZrbAfPI9qjBmkfPDk4HbBoAnuNQ1m4tLEX15qun3MlwNM1GUKUknt1juBmSJhwbhFDdDg4I5ANAGz4jgexigGn32pAG7t45HkmdmaGa5XKtM7ElWHGCSKAICX1TUJ459R1S3t7ZYU+y2srR/bbm/RmLTTRMCQiAADI70AZGpavqVvZahHJqV08ttiLT9T3nzGtriJGXzphg7olbBPfv6kA6E6Q+jWkrx6rq1/cRwPO817M7C5ngjZsiF2IGSMcY46560Ac/qmj3Gn2QurPWdVmv0WPVNQknmYpq0TFS0clsSQFYE7dqgrxg0AemUAeZnxJqMenyQveStqqy/wDCHQ3Bf5p57lxtkWQnOTbNuzwcg9OwB6VDFsUDzJHwBH5jnJk2jrI3q1AEV/dGGN2VQxVWnVT/ABFFJ5+tAHj0Wr3LWyTWdr48udYIXUPtQhn8m98xgxjEIynlEHAwo7EGgDqr/S/7T1ELf3urx2YtY7+TSUldBNczXMgzdJGw5iA+ucc4GCAangR7hUnjub+5ulhuH0yynnOX+yrFGwE0ncoXIzQA3xIT9v0/9zkb7jMvH7s/YX4x/t/057UAUbHRv7Ze4fWL7UUVJpNH0eG1mdBp62TY8xRGRl5JMnJ3DGOO1AGffXeuXlgBEbm8lhuTpniBbYlH1nTLC4YMLbYR81wgXOGXPOPSgDoPBF/osqOPD93qRCkLd6deSSF9Jcg/KY5ySN2D3IJ6UAO8XSzySW0MN3PbRzSNHfzQnDNbWtuzlY5ByPPKgEgg46UATR6PpujxTM2panFabfMlSWZ3GmoinJst25gZCcnknPSgDhzdwWklu+i6V4xsneeGyubvUGkZNYtbx8N56vK+C2dwyiHPQdRQBc8WLDFdSt4yi14WBCDQ9Vs5JNmiER4bz4YCMM0vzAlXzwO2KANnVZFv5ra3t9UnNm0Ta1fTxuQ2r2sJjCLHdIc4mZtzYwSOh60AV7U3VpdTWuk3txsa1/tvRjOxc6XcmRkws0jEkbtpwT9MdwDP8Erp8MsaavH4i0/WAMXaXk8hTX5zGdzQuXZGGSWGMEHpnGaAO08YyMtjcmN2VhBM6Op5RhbtypHoaAOMk0D7BHZzQarq8t68tva6ndyzuRqUV86hhNbsxGADxgDGBycUAGvazbXV9NFrWm+Irq3hWIWlvp0cvNxdoWL3MtsQfugAZIHXAzzQAlpq+qJZbBJrdtuuk8O6dfXqMs66XeSx/N+9H3ow7KDjt6igDqrPwrYaUHk01tSIEbeZay3EjJMUGclJGb5jjGew6CgDzlL0zWgkgs/HMmsMo1eHVIrebZLeOgISML8vlsMIOMbeaAN3xTbXJnSXxBpGt32mtCqyW1hJIp0O9ViWae1idSQwbk9QByOOQDWvNR0I2UCwTa1qNvJiHSobR383U1hUnDSbkOI1BzllxjBoAoeDL6OK+kis7DXNPgMC6omm6ixYmdZ2UvC7SSYDKVH3xkjpxQBN8MfDyNaW82oz3dzd4aaOd5nIiikLAKsZOMLH2KnnJHPNAGWur3a6bAsV1co8922gT3iE7ra2uNSmBMbnodi7R6Z47UAbV3oVto09s3h8SW8csv8AY2qWe5it8JYZGDyFyfniZOvU5wTQBgavaWlrcSt4+03U2jaQzaV4ntpH26fZuRtjkERBTyun3cMeeetAHq6sD90gjqpHcH0PvQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCtcRb+n1rxs5wjnG0H/AFoa03YSO1RazwOVwj8Sv/XqKdQsgele3FL7KMwprzAWmAUAFAEdwJSrfZmQSYIgZuiyY43+wNAHL6H8M9GggRdV0PRb25AzfXskCMbq5c5YmR1zyxOM9qAKf/CB362UlvFc2OzzxeaN1AttMW8jk2TkKeUIcDAI6dOwBt614eluri1dXiEcLvdXKkkF/Mt2A8raOzkZyQMevSgDKtfD3iKyeUaJPoRtpZX1Y3VyH8yze7bLAW6ABvLbOMyLnoaAG2Pge+itrGOSezMlvKl7esC2JY44pR/o529SXHUCgC5beFL+G4vZbS/tY3uBCunlkLfY3s7crmdMjO5j6/X0oAqp4Z1q7uIZPEI0K38kme3msN5kuy6EbZJZFGEIJJHzZ6cdaALln4d1S3W6+w31lDPLOdV0+ZlLLFG0cQxcx/Ly+wjgnGcjPSgCnZeGNYnvI5/ECaLbtErwW6WDOTfG5AH+mySKvEIHAweTnigDc8TeHl1G2kiad4SwHkzrnNvcRMCrcY/1cig9RQBz8vh7xTdyW7a3eaDHHDKt/JBahz9vZY2G5pHAwUzwoBByctwKALFx4d1q1uJZPDEmjuk22W9sbzcojuokxvhmiVv9YoGQV6859QDpNNivFjUarc289x1uJoUKqzEn/Vxkt90cdeevHSgDKm8MySXckksqCF7ddE2L94OJpSTyMY2uMdeeo9QDlLnwP4tksja/2h4djgCfYoL5Q++7ii6LNDtwu8AAkFz6Ak8AHpVAHHR+G9fsWkHhe40P7LI7agqXauDpc855ECR8MGbkAlcdOnQAv6x4Yur5YE1DUI3t1K3WtoqY/tiW3AKgJk4VphuIyewB70AVIvBE8UF3DbXkQtJhIujQkf8AILa+ibcGx/CJmJAHQUAW5tK1u3jhXw5daQFjRbOWzukbFyI0ABS5QkjZjj5D70AVLbwVcGC7W9ubRLi68w3Bt1Pl2bTW+weWhPJAGSeCxoAePC19eWPk+IZrKGcBFhuLLJED2pUqwEoHO9ckYxjjPegC1pEXifeP7dudBEQyrLaK5a+JHBZpCNuOuAH+tAFjQtCe0acyTI/mzNqsYUf6pJIoxhs9wUoAw4Ph9dCwghbVY4buBlvNP1CJMrHcQO2N8THkNG2Dzzz24oA2IbDWpVlGsXml7WQ21rFbIw8p3QgtNI7HOT0AAx70AZUvga6VLE2F3Z/a7RfsiPMrFLuKS2COMKQRuABB5xQBa0fw5qqXTza3qFjM7RLpyQW6FRarFMx+QsSTkNnk5zntigC54p8OSX8QFnem1uY3XU9MusZEN3BnHmJ3DqSD7Hv0oAow+HNYku4ptX1HTmWNJLVLK3jYBTchPmErsSS5X2AGMc5JAI4PDOt2Tyjw9qOlC2kdtRSO6jYtYXdy2W8po2UFc5IBAPbOBQB09rFKiKLmfzpAAk0+0D7RIo5PljpvPOO1AHPW/g6ZLi9kN1EVuViggjwc2ptrZl/eH/aJzQAy+8ENPpyW0tzFlUgtJpiDib7C8ZPy+koTHtmgCXVfDd/9pE+g3dlFPs/su9guUYrdW4ckHKMPmiY/kee1AGSvw51A215Hea3DPLct9qEoQqtrKyKDiIE9SMeuAMkmgDU1LwhdZgfRL+CG9hT7BHJOhMd9auoBW5iUg9QCMNwaAGah4a1m9s549Y1XT2nlHlQGCIqlimBwoZmJ3EZ5PfA4oAs6x4cu2nSbQ7u2huVU6ddRzqSl/YO+dr7cEGN+QQeOcgg0AR6d4X1CJZmn1mMalNgzX8cQ2WYhB2Lb2zH7sIJ6sSckk0AV7Xwvq81zFN4kvdGYwhxYx2ULAyPdR7T580rscIucAYBJyegoA2fEPh+LUbeSK5dkVxsWVesEqkFWUcf6pwD1oA59vCviO4kgOt67pUscMi3wit4CpvTHG43TOzH5ju6ABf0oAs3nhfV4biSXwvqWnReaF/tKyvY2ZWuIVwHgaNlIJQAEdD160AdBpsF2kYGp3kdzPy086JtDlmJxHFk8RggdSfXmgDB1Tw1qy3Jm8M6lYwu6LZ6na3iMyXPkE7WTYykGMMR1wfTNAEGn/D1xb3EWsatJdtPK2pyXqKFaCRljwY15AMToCPT8KAL+mWHiYSL/AGxrmkyQLkOLeAq+p/IQPtLO7AckN8oHPHSgCCDwvqFvfSzWF5YC3nEX9qQSoxdWso2A+yurADeCM5B+nqAQv4V1m1llbwvq2nxRTN9uvrW9iLC2u2UAtZtGy/60DkEkcUAaN54anuFt/tmqmSWGVdUmuDGB9uaOKQY8tSAM7/fpQBY13Qftqxj7T5OyaLVs7c+b9jlDbcZH+sxjPOPQ0AUdU8O6iJzN4b1CzgnZVs9Qt7uMtHepCTtb5GUhodzDqQQeRQBRHw7ZrOeK71Uy3VwTPqeqmP7874+5ACPliQAAbqAOpvbGK4jdLpN0bq1rOn9+KVSCM+4NAHGv8P8AVp40g1fX7e40xCr7REfO1KK3cFUv5mYjCkDJCgnHbJoA7qgDz6PSkuNbdopWaKGGO6vYc8Lq86uqkp6i1J9+lAHQavbaq95a/YZ547NRNNrIUjExCJsEn1ck/nQBvSwo4IlQMpBjkU/xKw7/AFFAHI6f4U8RWoWKw8UWq2CEfZpHg3Tx2iHiMyM23CrxnZnHSgDbXQMXbTfac5hXSfs237vlTO27zM/xb8Y2/jQAui6D9jac/afN82ZtWxtx9n8yJF25yc42Zzx9KADUdB+0T28n2nZ5LPP5W3P2n7RbsuN+RjZuz0NAGXJ4Q1CGSVvDWu29gkx+13dtLbhxHfsADJbEOmDKAMghgTzQBJD4PmtbdI/DesPZOjfaprmWMP8A2i8hO77ZGSv+tY54ZcduBigCfRPDdxbSzS6jqaXc8vlxyeXFsS3itA2BDEWc87jnLmgB/iTww18qG01GWxuo3+26dfooPkSbSCJIiRlZUJBGRmgCnfeD72+gnj8R65FdJKBHbLDAEXTGj5BjUuxJ8zB5kPTjHNAFW78EaxdmE6z4tWVYZItSSGC3CC9ktZM/6YPMbJccDBVR12mgC/q+ga1OZBZeJ4Le3kHleRJbB2sgUAP2WbzF/wBZgn5kbBJ9sAEVz4HIjthpOqSWtxbKLTT7x0DCW38pVZbuDK5EyqOjLg4IoAk0/wAKXcbTSXutma+lUWcN5HEFXS7eMNtFpbOz/cdi3LNk9aAK0Hg/VZJIm8Q+J0v4om+3W1ulssZku1jZQ08qufuKxOAqgn24oA3ta0v7ZBLH53leZG9j52M+T58ZGdmRnbn1FAFDUPC3nxQJ9s2eVJBfeZtz9o+wODjbkY83Hqce9AFfVfCN48/naBrzadOyizv0eISJexRE7S8JZfmiJPO7pxigCa48Jvc2xi1zVJ7uQn7SNQVVRrW5WTKm0RenkNjGSx7EkUAO0jRNXjYnXfEo1Bdpt0t0gWNcuRlplDNk4GOoABPFAGVa+A9VtUEej+MJ7WxBJtrfyFaS0iZydsV67HhScDMbHHFAGlq2ha1JIW0XxU1ipHlS20sCyKjL0NsCy4J5zksDQBRPw98uGBdI1ea3uIGa6tL+VA/my3Qff9ogJGfO3t0YY7UAP0jwTdw3ZuNU8QSX85h/shk8pUWOMzBv3KqTgAjoSx757UAbPh/Qk0+3jihmeVUXyElYcyAH+ICgDOj8D2wtPIa6udu5ryC7Q4e2uXujIGhYd4JCMfTmgBlh4QvPNSTxFr76nJFn+zUEKRrA8q4LSoucsV4+8FHZaAIL/wAF6rceYk3jG7NlIW+1WhhTf5Ex5SK77KV4/wBWSPWgC5c6Vfm7tzaPLDYRRy+fHHIQtxcSBFVZ4AeRGmSMggexxQB0NABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAQ3d9bwKWvrqCCIcyzysAsQJ/jdsdT70ASJIrAGN1ZT86Op4dSOqkeooAr32q2lqAdQvILdCwto3kYAPNKcAKT3Y0ATyzIgJmkREAMksjHAjRRyXY9lFAFfS9XtbyJZNOkeSFx5lvIyMvmJnqI5ADhu3HI5HFAFugAoAjuLmKJWa5lSONQZ55WPEUaDJLn0UUALFMjgGJgykCSNh/ErDt9RQAryKoJkdVUfO7seEUDqxPoKAGWt3DMitayrJGwFxBKvSWKRcgr/vA0AS0AFABQAUAQXl/b26M99cRwxKPNnmc8RovqaAJ6AI7i5iiVmuZUjjUGeeVjxFGgyS59FFACxTI4BiYMpAkjYfxKw7fUUAPoAKACgCtDqdtI7pBcxvKm37ZEvW3My5Hmf7680AVh4n0rbKw1S02Qkwam+4f6FJH1EvuP58daAJ5tYso5UjmvYEuHDSWlqT81wsQ52L/ALIoAt0AFABQBBdX9vAAbu4jiBZbSIsf9ZPMwACe7saAJ6ACgAoAKACgAoAKAK1pqdtcbvsdzHLsY2VyU/5ZXEWMqx9UzzQBZoAa8iqCZHVVHzu7HhFA6sT6CgDKtvGWgzMFs/EmizyH5IoYp0LSt6IitQBdvtWtLbZ9uuo4d7rp9ru/5b3U2cKnu+DQBaoAKACgAoAKAM9PENg05hS7U3aoL+W1wfktmYDO/GOpHfNADNW8SWdkYxdmZpJW+yWNvEpZp5Mc4UdoxyT0HegDToAKACgCrNqltHIiTThZnDSWkWD++W3A3YIH8G4dSKALVABQBVt9UtpXdIJw0sZWO8jwf3DSoCMkj+JCDwTQBaoAKAObuPiZ4YicrceJNOSQHyJULf6uRT0Zv9k+9AHRqwP3SCOqkdwfQ+9AC0AFAGdb+ItPlneGC7DXUYWa8t9rfuElAIy5GPmBHQk0AaNABQBVtNUtpy4tJxIY3+w3YAP7m4VFOMkdlYdMj8aALVABQBV07VrW7QPp83mxEtEsmCMvDIVPysB911I6fSgC1QAUAFABQAUAFABQBSbWLYTCIu3nlG1FUxwLeKRQSX92YUAXaAKF3rtnBLFHcSkTzF0sYgD+8+zRlmLH0Rf50AX6ACgAoAKACgAoAzNK8R2d60osXlLRSHTbwMpG2ePrsJHI/wA9MUANPiO3+0+RDDcyzbPt91KgGywhLYH2mQkczEHAAJ7nA5oA1aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGTMwU+X5e7BZN5wNwH/AC0Yds0Acf4JvvEV9FDNqmraaIXXfJp0MBy/BAP2oycFm5I2Edh60AY3/CwNSnge507W9Bjtl8ye00KZDvv7O0dhma43gh7gKSAIyBxnPNAHT2vi55biALFH9kuIP7S02bB3G6TaSshJ6GFgR8oPB/AAxdX8VTy2t9JJYadc2sTmy0y3uY9y3n2QKGNwhxkefnGD2/EgE3ibxLeW91DBZappejQtGbqLUbmMMJ543AEVvGXQDCnP5AelAFvxDPdxQ2/9rR6XdTG5gtJ38rKYlucboIpC2GCHrng9KAI9el1DUpnttLls7eFES61i7uI9/nm6LbY47fcvDBSSd3tjrkAhh8XahHb3q3v2IX9ojN5sI+S5Q2m9HMBPG/uOnHB9ACtJ4k8RWccM+u32lPBK8dtdaVBCw+wx3h4MN2ZCSY+Ccpg847UAeg0AeY6vqXiDULC4mtr7S4bJop1t9MeIlpNPSNxvN4GHzSgFgNhXpk0AbF74kuYVtYdMvLG1mki+1XF/cjK6faW8S8iEsuTLIwA+bHXNADLLxFeOLqHVL+wvnSH+0LPUbVQBd206OCJog7YaGRSOvIwaAN3wX/x4Wv8A1wh/9J1oAx57/wASXV5cRaVqel2UMSw3ME7wl3lN0jfK67lGCynnkjjGcnABjW/izxZPZy3Ky6RbiLf/AMS4RMV1FLDd5jC4ZgR5jA7cZxjByc4AOh1TxDqE8kMXh5oLaaWM6zc3s67hp9lGV+5BkZaR3A+8MDmgA0nxDewTyweJLy0nkSIa5bX8KbftFkzsG8623NzA47E5GM4PUA5DxRP4kvNKkmuNTsIYpE+3DSxF9zTJiCo+05+9sIJ4x24oA7DXvE8gmih02/tbQup1WfVJdpWOziIGIEZhkzsw78DnBoAw77xJcywahDqN/p946W8l9Y3tt/y82dxBJxcopIDQsMdRkYOKALw1jUFgsItEvbc3E0aSSajKuQljaW6FnSLPWQsoAz3/ABABf0XUdUgumt9bvkvsxjV9N1ARhWeJJArLcxpxlGKkEKM5/IAteL/EEthHG0MiIpnhsrpmGcWs8wDbQO+2gB+sazcQ3NokBQRyvLDdgjkrDaOw2H/fAoA5vw9p+sf2leldctxAJYmubbyBm5RrRSAku/jyoyq5w2cZwKAKWvXIksNUxa2kW2WS23QoFM4EUJzcFerEseTzQB1Oq3IW/tV+y2jbkuHM7oC8PkrF/qJjyA245x170AYnia88TW0qLpXibT5Z5pDHpumNaj/R7QHJae48w8WsfU7MnsMmgDX8WaqLZU8/xtZ6NwfNd0QvekFebdJCfuHOcI3XtigDO0Xx5KLK5l1G+s9QNu8lpHfW4AXVlhiRlIVCQPMLgcEigDnvG9l4hW1hbWdZtrgNNBJf2XkhfsEzOOLKVeSI24O7JPXI6UAdVe6pqt9dyQaJqqabHAqTaleLGrvPPeKSqRJIMAKgyThiegx1oAv+FdYvpfOj1p4pLqCQWc11GuBfQSxKyv5QJwXRuRk4/SgCDxJqerC5totGvLa2EqzSXlxIm4wpaiLBgX1+Y9eO5zjBAKlh4i1CwkuY/Et8L5Yoh4itNQCKrTWJD7hcxRgDMTocYHI60AUDqHiuC2F1eapazKE/tW+8PLCAsdkwyRDd/e3QR+uVzxjvQBp6rqeq3F5HFomrQ2kDwPqs1z5YZhtmQA22/jJ3DqCMZ4zggA6u1ikRFFxcNO4AjmuGABuJFXlmRcAbzzwMelAHCeD50WPUTb3kNiBeXJ+2XGCtpII48tKCV4Vsn7woAoaX492XcMcfjm21yOVms7mEQopsJFjJDQSRY4dwBzu45zQB6BrX+ol/65v/AOizQBy+jeCtG1DTbdNR0u1YNBCzTKoDxym3X5opcdQf/r5GaAM7SdcvjZ6f9qkjklNwNGvZZAG81bPz1yjuOrGIHOA3vQBrTT63d3lxFYa+LCCNILiN0hRnElyJMhGkBGG285UnpgjnIBX8QeK3+1GFfFmn6HHHGt1c30/l7764uGbC26T8YjRckgHqBxQBTtviXILS4P22wvbqKX+xLC8i+5qUlyVCSOFyMAsdwDHocdRQB1Gj6PrkL51XxSt9GRiW0Nui+VMe9tNGQcD0YOffNAGFpUviPVY/P07xJFYxOzNpenm3VkeyjlIBu3bDZnUE8OvUYxQBqPqrJqEgneMQLapfk7BmNjcy5PmgZxtUcZx6DNAHPo/iS4theR6nbLKEfU9P0ZrdCosX52faiN+bmJVJw4GcdhQBe1PXtVvJLEaBqY0+K4il1K6kMau0caRQsvlBx1Xfj05JIOBQBc8NaxqC3M9vrOoi+eNY7+0vvLVWmguAcieOMAZiYDGAM96AL3izV7u3SJdMljinmmTSIbl1yLQSKxLeXnkrGhx2zjPFAHPtpupQala/2lrj6ghS5a0aSJFe3ISHIdogoIY4I+QEc5J4oAzl8byXvntH8QNM0Vld7HSdMk8j51tnxuvvPG7/AErnoVC+/OQDuvDGunULWGV4wjOizyxjokpHOzk8bs456daAMbRZFW71EvOkIDwu07YxAq6dHy5PZOtAHP8A/CYy2z2v2fx7/bDSSppt7ayQxqt9FcuF32LxRgj7OSD99wfWgD0+gDzLTr59EgEHjHw4ZbAEwNrcCB4rqKWQ/NqluclSxIzkNk0AdLrutXJktodCuUg8/fcf2nGFYWdhZxqSbaNuCZyyqDhgAc4NAEVnqt9Z3bRatqjXtv5La5b3kiKHtlt5QGWYQqoIwwIIQHqDQBW0Wz1+/jjnbxPPZmTbe2+mLFG0UGnSkELICMlpI8Hd5gIJ4GOKALcevtDdXpu2TyIYoL9QFUFVMcxbdKBk5CjqTjtQBwcnxOKW4nXx3BJf4F3N4d2L5RhZs+Ug2bg0anG7zCcj0oA7S4vr3VLkx6Zqt9p9tHFHqM9zbhN91c3xJUEyBvljRST8vJ4J6ZAKvg4zQRX/APaerxJItzL5+qlQBERaQ/O0R4+UYOOlAGXY+MUiuoBp3jO+1dZX+wahZXcQXcGjYiXTXESfKjDtuBz16GgDdQapqc85s/EF1psMEg0qxhgRD591HCjM18JA2QS4AAZeBk80ATfDESjT4/tLIZN84nZejSfbpc7PYmgDrqAPKL7xtDcyz/bfH50SSKR9N0mxiC4BtWxv1EOjbvOkHTcAB7k0AWh4v1jU4NPOk6idPkuGeDVJY0U/LaRtv8gSqcZKNj096AN/RXvrO8aC81i81CFoRq+ny3QXfbtFLtdXkRVyCWUjgelAF/xfrN3awj+zDEtxJJHo9nNIMray3koXc6d/KBz/ADoAZY6PeaeXe78TapqFuEMstrcqhKzocloJUVcAqMbcY96AOZD6+bI3n/CR3In8v+300gqnkLYhN3lsgXdkxcbt4OaANiK5WXU4mjDBWsnnQN1Cvdwn5gPagDmPFXia2gE72fxC103SF5rS1ih3QRyxMSIpWSEjg/KSZfdqANvxKk15Npxt7t7KV2kk+0xKpa3SSwYsId4Iy65GSDjrg4oAs2Go3mnXMkN9f32ow+QfENhd3G3fF5D7XjkdAM5JUg7BjJHNAGUTrwsvtg8R3RuPL/4SA6Thfs4tCgbyxEV3cQ8Z8zOeaANO+ury9voUs9WvbO1a2bVrmKLAabE0eMOQcEFhnHbI70AWddltbZYY7/xXr8UnIiS2UNLrAj2/69YoWPyf7ITrznsAYejeOJYLe+Z7+51GK3PmaZNdRskkolhDBLtGCn93IduSoOOemKAOj0jw3qUXlvfeJ9Vlm/1mp20mwx3DSDlY4gvyiJ+mG9jkUAYlz4zurO21CWabzWhnez05ZOkO+GEKMDsJXz/UUAO1DTr/AEZUmGvalfNvitvEEVwQVvYbqRUJtYgF2mBmBXGB/ezyaAGzrqF7qc0La/qVrZrDHdNa2xCmSWQkfLcgZGOvBGe9AG14KvbxknTUb6S7aGd9LivJAA1xAsaMPP291D46c4oA6agAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAhuo9yMPJWXIKeSxwJsjozf7VAGL4I0m6s7KCPUYfKmRBFcRZB8twT/EpI/WgDjtM8D/ANnRmJvhtpesMrEWOquYALy2mkJH215ssDbqdvCP04oA6jxZoF09vGfDlja/bIGS90e1GFXEXBjVvlwskJYdh06cYAKmqeDrlNJa309BcXHlfZ+CB9ru3OWbe5H+tkJPJ+tAGh4kFxIdk/g5dZsmXfKVkizBcqTw0E7L1GMEPkc8dMgGDaeD9Ujs7dDbvuS6i1QWTSBjpGmRXe4Ibhj832WLHT6LmgDWvLLVLK7ebS9LOpQzIlrfWsbor2Utnv2tE0rKCsgcgjIIOCM80AZ0XhXU5be/kvbCKHULtGhisI5ARBFDaFI0klPG4knJB280AaPiPw9d3FgsdvaLJcL9ndYiV/dtbTxlirscfJGG789BQB1lAHmEej+KLaxltLbw6t0Akun6dqrXEYW5tJ92N0RIIZUYqPlC5Aycc0AaWveC5ZPssn9g2WpvChsNQ0q4K/6TFJEP9Q0mV3W8g79QTz0oAu6Ro7eVP5XgbTdEdkNtarC0W+93If8AX+SoACtjHztnvigDa8MWE9vaW6XkeyVIYrW5jyD5c0UKgjcuR8rDsSKAK2m6Rcx3tzJNEBDIlvDaPkfvGtll3ZUf3dw60AZdl4Zv00uaGSBRcst3BDFuGHa8mmK/ODj94rA9eO+KAFv9E1W2e3m0izju5o4jo2padvCm6tpQhzbzPxmGRM84z6igB+meHby6nln1+zFk7xDQLKyR1ZrSx3EsZ5lyN0sh7ZAA5z2AOeu9H8WNp7Wg8PwSFY/7Oh1UzoFvreAfL5EGchnUAfNgdSW9QDZ1XwxfRtby2el2upSRxf2PqGlyso86F9h3Wksgxuide+AR3HcAsPpN/dWtyr+HNO0yWSJ7GwgR1LO0sLD/AEx41AHzEdGb3oAgu/DGp20Vm2iwwXVzap/Z8tlI2P7QtZIUVhDMeAwKAjPHr7gFvRNO1ae6a41yxhscR/2Tp2nBwzxxPKGZruVCRl2UYAJwOvNAFvxr4em1C1ZLIRGcMl9ZeYSA09tKDhiP+eigj2zmgDHNv4hvby1kvdBi0+1hMst0HmVmlmnt2UeWI+wz6555AxQBcsbHVLa/nZdME9nOYrlbxXUfYJLe3CkSxk5O7aCML65oAo3/AIN1GS1v0jSHzJ5XvNPBbhopIYgPMbtyhoA3NR0a4lvLaSJU8qNJ4bkk8hroRY2r77TQBzlpbeKobmaWfwvY3kj/AOiWEhvAosNMjPCRJ5Tf6xvmY55OOOKALmoadq9temfT9Bh1MSRJp7RGVVfSJIWY/uZJONk27nHOeceoBFpvgi+ltLyPWUs7WS4kku4RbklbUTwRgemfLdeemfbNAFDWNL8W6lbxx32iWUDo8c97eGcEX5tpBzaIOcOMk7sEdAD1oA2L7StVsbySfQdMi1CKZEh1ay3qrpcWgIVraRyBgo2CCQeMg9qANLwxol5B5smsPD9rncXt1DF92ySOMKqI/GfKjUZOBk0AZHix75b+yOlQ280gS6dreVtouItsOQsoBwe44x2OBzQBat/DN1dvcv4gto4POiGgW1qj7jbaeqvnzJFA5mdye+PWgDMudA8SXNoLW+tbBI8Lp11ray/6+whK/NHaFT88yDGC2Aec9qAN8aBMt8kkMca2y276SADykrXEZAVfQIpoA6CgDzu7+H9/NbXiLDaRSS3R12whdyUuoFeI/wCl4H/LxsY4wcGgCzf6Hrt/cWr3Ok6dYQwSfaJY/N3M4eI58plUDCEAdMnrxigDsdSt3lidYsbmRoY8/wB50I5P1oA4nTbTxottHBb6do+nFI109tXaYuVWFAN0FoqD5iBnlsUAaV94Nmjiso9F8spbzRXE7y9XtIIZFY4GPmfd9M+1AGjp2jXEV5cyShPKkSCG2IPJa1Eudy+24UAZeq+G71LwzWOladqUMiLZX9nOQGt5rdmw9vI6sMFGII+XnByaAFv/AAndX9m6XVhpOm3JYXtktsdy280Dhl+0PsXJyNrYUjHSgDT0691+SRRqOj6faQBSbqRZi7T3GeBbKFXAAySTz2wOtAGJpen+J9NTydL0zSru3Vm/szUppiv2W2lbIW4tFQk+QSRw4yMdKANn+wpjfPJLHE1u1umlEH+OVLiQkNGexRhQBz8eieKobb7Lawac0O06Za+IHmO63sDkDfYiP70UPHD4zzmgDZfwu8dxZmxRRbQRS6e+48qsqRBcD6IaAFsvDdzHqE00jReS8UdnbqDyZImbO8f7PH50AS+LtBvbuOM6PPBHdQyprFks33LmSEMCs5APEiMenNAGdbad4gubyGbV9P02zhjWa2FrFKXcPchOZJdqghtvQKCO5OeACO00XXtKMieG9P0y9tpHa/s5LiZkOkzXB5FwoRtyq3IwQ2Mg84NAHY2/nbV+1mIy4H2gx52mXHPlA9s9OaAOT1HwRdXAvwLqCMXIQWLAn9yYrRV/0kY6M69s8flQBVu9K8U6h5Av7DQ9Piimh1G58uVmN/8AZJQT9mAQbQQDgHJ6AkcmgDt5Vcg+U4RsERuRnYxHUr7H3oA4maHxvLE8V3Z+G5Cwa2bWBI4XyZMjLWOz720/3gufagC3feELqFLU6DJHLc2q/Y4I522jU7JoVVlkdQcGQKpB2kAj0oAm0nRdRnuGn8R2llbsY/7Hs9MifeIbZ3yxuZyqgmdgONuAB6k0AU9F03xTYIkFvFpFxboRDbazNI25NPRvuzWIAy6JwMSBenvQBqw+GXNxdPdtC1vPHFYrEpO4C3SUN5oI/iDjHJ96AMrRLLxZZIkC22i3EMeLa01iSRgTp8WABLYqv31QY/1gHrnuAWdT0XV4LrzvDcdjOJEWw1exuXZQxgJ2SRSqrf6rcQRt5HTmgDOHgTV3tLpL280w3U041qJo93ljZ5J2SgjOGMZX+LjnnpQBYuNL8S6hJbtqVno9hDFKuoz2yys73LJG4ykgRQMbuBznuwxggDv7K8RWM850G20q6tp3GoobiRlOlXhiVWMqqp3LIFBABUjp7kArfYtb0jTVSxkgn1DzPIhnjQlN9/qBOZFOMARvzngHv3oA7ugDlItH12xeYaBBo1xbyO2qQi7ldWs7u5OXBEcT5VnyRyCM46AUAXL7Qr2ea0klktAYWknv1XI3m4tXX/RgQfuu3cjj8qAHPodyb9Zs2/kCBtM25O9riW4Rv9XtxhVXruzntQBL4n0GW+h22k8cNwrJqWmzuCRFeWkgZfNQdmIwevB6UAMsY9cmLDxDbaJHblPIMNq8jNPM/UtK6phdueNrH/a45AMD/hEPEH2b7L9t037D/wAg7+1dzed/Y+3Gz7Ls27tvy7vMxjnbmgDcTw5Il4kkBhW3S3bRliydwdp4yMAjoFQ/xZoA5j/hDvFcdo9tY3Hhw2xSWwhv5TJ5ktvPvx50KpgM+4AnccdcE8UAbGr+GNWb7I2jz6as1vlpRcbts5a1K4TaP4ycZ7dcHGCAT6b4bvJJpZfEi2Hmug0a1tbVmK2mnBiSGuHVSWnY84VRwKAMqPwh4iFv9mkv9Kawx/Z39pZfzpNLxjYbbbt3FPlz5mMc4zQBur4dkW8SWEwLbrbto6w5O5ZHnjI2rjGFVD/Fn2oApaz4d1UXa3Hh9tNkl8k6LPa3jOqiJpg26J41bnIx90fWgCOw8E3Ui3Y8R3NlMbnaswtlIFsq2qr8iuTzERwc84zweAAP0bT/ABbEY01PUNCe3T5JryJXMupxoMASQsAFLDkkM3PQc0AP/wCEEjliu49Rn3R3ErX4aPrbJJFGB97ujJnpigCv/wAI54gvDGvia/0prSNlvJfsobdrktswK/bI3GFXeAxA3ZPAwKANaHQZxevNJPCYzCmlQwqDlfKlZsyMfUsaAH6FoT2jTmSZH82ZtVjCj/VJJFGMNnuClAGxQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1mA+8QO2T6k/wBTQA6gAoAKACgAoAKACgAoAKACgAoAZLMiAmaREUcu7HAUf7TGgB9ACUAR/aYcA+fFhsCBsjExYZHlnvuFAEtADTIoIDOoJ+4pP38f3R7UAOoAKACgAoAKACgCCSwt3dXkt42lUNFbTEcwJNtzsP8At7RQBPQAUAFADEmRs+XIjYPlyBT/AKtwOjY7gGgB9ABQAUAFABQAyG4ikGbeWORD92RCCGwezD0NAD6ACgAoAKACgAoAKACgAoAjluoY8efPFHuPkQhyB50rA8R57kA0ASUAFAEFrqFtOCbK7t5wCbeVomB8qZOquVPVO460AT0AFABQBG91CrBZJ4lkbJgiJGZhH18tO+wEZ9KAJKACgAoAKACgAoAKACgAoAKAI5rqGMA3E8UQJECM5A3yysAApPeRiAPU9KAGT6hbRFRc3dvE7nybWORgDcyAdIVJ5OPSgCegAoARmA+8QB1YnsB6n2oAjtryCZQ1ncQzxn54pomBWVfVHWgCWgAoAKAIpbuFComnjR3JitkY8zuqEkRj/ZQE0AS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJZkQEysFUAySMf4VUd/oKAOT0/xP4guwslj4csmsHI+yh5ys01o7cS+UU24ZTuxv3Y6c0AT6h4n1R53i8M6VaXDxBZNUubuQokTTrkJBtViWdOemBxnrQBWu/iN5di86aNO00bjT7vSGbDRXn2hUK+aqt0LAjCnIxQBJaeKtZiuIo/Emi2Fss277BPbzlvs00UZby7tWRedgPIJXPTrQBva1qn2OCWTyfN8uN77yc487yIycb8HG7HoaAOUtfH2seVFPqmgWNvp0vlofLmZpbFLxwFeZDGoKsSOAc4PfpQB0ia9m7aH7N0hXVvtO773mzOu3y8fw7M53fhQBWHjCBWuvtsXkxW21ri4znz45LZXJEYH8AOMZOf0oAxn8c6xAqTatoFpBpjskRdZiZdMhuXAV76LbjDEjIViRnvigCe78YarLdyweHdP0p3hVLm8a9lZTdC4XIFmiI3EYxknjJx9QCt41u9U/0E2+nWqyG4jea3lmI8q5NvJ8jOiNkKN3zc8gYU54ANTW/FGo2pt0i0a2nupma1MKzHZavHETkzGMEqmMn5AcZwCcCgBb3xHqdpFGL7TbGfUZX+wWNnayHZI2Cd0kroCFhjUlvkb260AGmeJNQWcQ+JdPtIJ3VrvTri0dmjvEhI3Kd6qQ0IKnkYOeD2oApaN4s1u/bfpumaO1h5rafIGnYTQxwyFS0kQQjIxuxuyRj1zQB2VAHCN4+1hoTcWmhWU2lDdOAJWE81jCxHmJCyAYIG7BfOPegC7qnjK9NwkPh620t5XiGsxXF9KyLPAzEbbaNEYlgBuPTAoAta74j1CxgjaTTbWW5eWLTZLSKQlS1zLj9zO6r191AHegCvY+J9YjuUi8S6VYQiVWk0y5tJGYCa3GSlzvVefL5GBg9s84AGf8JVrN15x8NaXp00ETtYKbiRg2qXNtjcLZUUgAHIBJOT6CgBZviAs0VsfD9otxc3OW0y3mbasCwrlzeSDPFsODgEk8CgCHxNfXyWF0fE2j6dKiqfLiglfbqMBx984UqQfc+xoA6DUBqUSovh+z09hxFK1w7BbW3QfwIikk49x7mgDGh8QXk8d3HrFnbQXMSFpDA5ZLm3uoXKtGWAIztIIPPHoRQBlWLacYNJXUrGKZysUljM5IFlNBpxYFcEZLOFABBH4gUAaMninW7iaZfDthojrC32O4gu5mWS4kEanMUaIwCyBsAk8kHNAFLxY2sjUbT+xYdJY+XcGEXTON7Hy928opxtGzHXPOccUAdPfvrnyf2Zb6MeM30k8j/u3x0t40TkZ9WX6UAYP/AAsO4isriXUdI23Nu7adeWcTZWa4TZgwygZ2srqTkZHORxQBraDe67I3/E3i0KW3ZftFrfWEjEByw+VkccgqT8wYDjoM8AF3X9ft9Ogklvt3loPNdVxmQkgAJnHLsQBzQBhnxNrlq8H/AAkGk6ekEzCwke2kJbS72f7qz7gAQ7cZHf8ADIBHJ4h8RXF1cRaHZaKkUPlr9qu2f/SpJ4FbaEj6cHrg49DQBteGPEH9o20cptmgZspNbk/6ieGQqw3f7LqaACHXWN28M8CpiNNTsZQf+PqJnZWyv/TBwvc9Rn3AKdj4h1G8glfSbGzdxK9lpCyuQt5BbShS0zgHGWD4wOcDpngAqaZ4n1VLmOLXTokwlWSaxurAtiOazKbkmSQnorZyCP8AdFAFLQ9cjsLW7kmiaQLdXXlwr1uJpLwhVU/9NZCBQBbHiTXbOWEeKbTSPs8zjTYprIvnT76UfKtx5nUTEEZAGD19wBsviPxHcXVxFoNnoqRweWou7wv/AKTLcQK20JH0xk88444NAGlr97rsbD+xm8PQxYH+kagz/wCk3TFvkijjxj5QDnJ9lNAFCPx/L9jMk2l4vBIdCOlq4xNq6z7AsU3o7857CgDR0eXxNvA1+30Joiplaa0ZwbWUY+VopM5zzyGX6DjIBg6L4jhtNMt20fSIInlK2Wk6YrNtW7vJWPzyncdqfMx9gaANKx1/WYLiOLxPBpbedvOmXdjvwk1um4pdRyZ6pkgg4OOgoAy7PxZ4qvmuP7C0/QBHBNJpCx3DPu1F7VuiFSAC6kckkZ7YoA0bnx6721u+i2Cz3Vzti06ydiBE7ISxnkA6WqhskDntQBPpuv6pFcLD4li08yOjXum3tmGCT/Z2G5JYpCSDGGB+8QR6GgDN8L+KfEGphJLc+GzaM3l3dkDJ5unRqT/rZMkbhjpsHXrjmgDuaAMrxF4gj06BpJYXmxtiht1IBuZ5nCqoZv7zkc9hzQBV0l/E28f25FoTQkFm+ybw1jIMYDmQkMDyMgJ64oAbpHiaa6s2mMEUbjztsQyRmzmkUZ/3tgNAHPa/qt7dW2myQwWpuZJoLwREkIs9xYyk5PzHCE+5oA2NL17WI7kQ+Jo9MZnRr/TbyzDhZfIZQySRyFvmTcDw2MdaAIfC+ueI9QCySpoUNnvktpIgJDJOtvM67o33YGWXoQ3TOecAAp2HiS3sLS6kt9Js4itzNZW9pbDaL+7+07FMpY9ZW25PQDoMDFAF3+3vEFlLEPEkOjTW8rjTUnsg6nT7qUHb5/msciUjbxt5x1yBQBBb+IPFF5LcLo8GgwpDKbCG5ulkP2seUpxsjYYMRPJzg5GAMHIBYHjuWWyjlstPU3UrDTLWxcnEWovKVImcDO23dWJ46D8aAM5v7aGpWo15tKkHl3LWdxaK6+YpSHImgkZsFCByHOc9BjkAuL4g8R3olfwzBov2ZGazsYbpX36w9qxDGOdWUKHcFV+VuRk4oA6HQNcjv7eOWGJo1kUXAiP/ACyLDkFv9k+1AGlQBxEPibxDfiZ/DMeipbxu1hZRXSuzatLat8xEkbgKHOQvysT3xmgBl5451O4jsj4Zt7BHuiRILwMRZxxwlm27GTJiAP19qANbR9c1L7TJBra2LyKianZ3lqrKLm1mdhiaB2bBR1/vsCPSgBfGvia702FX060huZDLHZfZ5CR5yTyYIRx0LdjggehoAqxa9rltcwx+IRo0sU4eO2ntFdTaXcCbtsokZsiRAcEBeeo6UAJ4h1nW7bzWtNV8KoFH2i0sLhX33KKMkSTCVcFh0/dsPWgCDU/GOqyJZHw7baekl1iVxdhmFnA1tvONjJkxpn6+1AFXx3DrYitv9P0eST7VAGfyHUNMbhdmE85uEbO75iSOmO4BqajcTrPYrq9ppVxMzyGa4VGxazQ2khzY7mOM4xzu/PBoAin1bX72aZfDVxpdrBCws5Li6jZjqOoCMMUCq64VAygnBPdc0AX5Ndv4ri1iuobIGVJp9QMZYiOe0WL/AI9ZDjglz1XP0oAqaprtwZ7iFvsxhW1/tONlB3JLK0ikSNuIxhc/dHWgCh4YvrpdJtzBq2nWTCNY3vr0ZW2t0yMhdy8xoOMtj1oAu+FvE1zLO8V5q2maoBGuq2mq2YAWaCZ2XbLErMMxup6OcgjpQBD4I1TxJqUUU+r3uk28DbpP7Mt4WzPDyAXunlODu5wFPHXk8AHaUAcr4i/4/bD/AK6T/wDpBJQBX8S6tqEEh8vxt4V0pMb7G1vEG66cKMi5leUcbu6pnB5BxyAbfhfXW1C1illiWNnQTyxr0SQjnZntnpQBr0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAV7+1M0bqrBSytArH+EupHP0oA4/wr4kntreGHUvDuvpdx7NDljjt3KEQgL5i3uAmwqMk78+gNADY7z+x7u5N/p+qS285S/0+6tonk3XCRBTHKsYJBZwNueDnGeKAKF1oeotYTtLp9yJ57mPXF09Vy9pbm8gwJUXPKQRhm9OfSgDe8UaVNcXViY4Z2jSWS6uZkUkW4S2YjzmHQSOAOfwoA0vFtvLJZXK28MksjQyxQxICTNI8DYEaDuxoA53VNJuf7IhjgtbmWVUs4mhVG3fuJ4M7oSMjYoJORkd6ALeoyzWeoCWfTtQmtZIBpbXFrE0htLm3ndv38EQY4lVuu3r+gBhafp19q8WpedpOoaeZyI9MjvEZDJ5NqFUuGHRmUZxnFAFTT/DHh2aOKPU/Bvi4zttsr+3c3Xl2sq4y0ly0gQojDIIY5HQdqANjxbb6RcSsNU8N+JkuYwJNM1zTIJC8oKD/AI9buEHlGLDD8Dr3oAW+g1j7LYtrVtd3FzHNHfa2IU3NCnkygkwwg52F1ztUnvQBratHLPc2D29pdmINLcTsyMPsiTWD4+1KR8pLEDnBzx1oAf4rs7lXt5rS1luhBI013aRD55bW5gZCbdR1MG7OMZboOeoBnQJLq17BMNL1Syt7ZZRG95GUa/u79FXEdu4zthjBOe54HQ0AYup20U0iv4Y8O+KNJ1UyqLplhZI7qJZgXOrTLmNldNx++zE4+hAPTpYlcESAlSDG4BIyrDsw9qAPH9M8JaZawiLXfBniu6u1BtZjavOYr8FjgxzpKEAmTGQduOhoA6nxbb6Q5WLWPB+uXUaKraZqVlEzm1ZT0hnhJZTHhTzwe4OKAMzUm1OLT7X+0bfUJ7pbqExQXLL5tzGl+dguZc43SRbQST16mgDZF1Pqd5btb6TqtpBB5t1dzXsLJ5800OxVtg3XIZiTjHHXmgDmR4XsLFpU1rwt4kvMySahpd3ppmK3VtdPkLMYXUBoTwd2B3BwaAN+88PnTjZyaFolytrAJYL3SY/nltoNSVSTEA7ZMEq8gM+cnbmgB/ia/utT0+6FloWrxHYYbSKeMq98wAJ8q1PPynjkDPagCPxdZt9rifWdGvtU0sRNCljbxGQQasZQQ91aL1BiBAJUgH60AZfhLQ5IpNSNp4bvdMtpEi/sq0kTBk220mfKRSeWc5wDkZwcHigC4PDuoPHpIWylBhCPqYYY+xeXZAHzQe+4Y+tAEPjOCK6ZzF4W8TQaqm620PVbNTiVlHymS8jbAR2PIYggZ4BoA1tde8t7iyludO1C8CJNZaibOMuYrm6jiwWjTszI3OMCgCn4hsIzebvEvh3UdVszGsWjRQxGRdNuCTv+1Wy5w0uVwxBGBwaAIvCFpcWNrcn/AIQ28RGuGubPQvl3NZPHEMhWOOME4yfQetAC+FdKVLvd4Z0nW9L0/Y/9q2l4rIk925Xb9gs5OQVwSSAFxwO4oA6Dx54cn1KxmistvmsA9uCcb5IJVYAsf75XFAGHpcGlXEsQ/wCEB12GVWF5JPdIwTSpoRkFJnfDEPgDbn1OOlAGz4bs7xbq9e9s3hR5IzZuelxDBbKuU+u2gCXwNp1xbWirfQPFIHmkaNuoWW9lI/76Qg0AUvHVlqgEcvhm18+8TfZCL/npb3sRGXf0glCN+FAFPxN4UeGxghsbS7vbWJ4Y9Xs4eH1PToQd2FB5LPhiAecY4oAyrLQIptRtZdB8GS6TaRiZb65khERu3kgwAbQAH5GbgkDPOOAMgF+TwtqctldJBbKlw11LqthHKcC5jjvw6/N/03VcD9aALF3e3msPAlvoWqWMUcsesarc30ZXyzZsCEtAfvGSTuPlAHU5FAGvoenXEd3eNPA6Ru8MlpIek6x2SA7P91wRQBzF/pka3058T+E7/WkcIugTpAJEt7ZY+UAY4QiXPJK565FAFew8I6vHp7C10qGC6jujr1jphPyzpbXQYJDJno6jjn6+tAHZ6V4onu3Cjw5rNqoXzLm5u0CiGbj5YgSSx56gbfc0AcpF4e1eLTbP7Npxe7tnTVJ9Nc4a6SJZAyxt/e2PkdfxoA14ZLvVLuCRdJv7G1g8yd3vUKve3lzEV2wQn+GFSST0Jxt70AWfBOiT2ouftUUkZku7jU41b+KGWQAFPZ1UGgDlJfAl1Lp1kL3SGuXtyLjUdGYgNeQEEMsZP8SjBAyM9M5oA3/Deg6VDKW0fwLcaeyoSl7MFUySvj5I03k8jqcYoAy5tMku7iGXS/Cer6Tf+akms3bMFSTT4Wy4uGjchvPUYHyknuQKAOwtPELy3c0IsdqRJHcveb/9Y93uwvk47BTzk0AVfG/h2fULVlsQhnVk1CyRzgSz20gO1m/6agEe3WgCXS/Et9dSBX8K6tZRgFrq6uzGAkg6C3RHbdvOeeAPxoA5e3Gt2NrNb2/h27u5t0y6TeJtEV1b30jsGnkL5Bh3HIxk8Bc5zQBNdaRqiWenC00ia4nhaCe+swyqYkt7Fw2XcgZVjjkgE8ZoA1LGO7v7xZbnS7yyt4Y3s7JLkAPd3V4ybiI1J+WJEA5PJPHSgC34I025trRVv4GikDzStGeyTXkjDOP7yMDQBzN74JvbuxuozZJ55uptX0+GY4FzGLzcMsO1xHkDPHPOKAF0Dw3pTTRmD4XT6e6kTXN7cGMLYSohINptdixEoAHyrjrx0oA6Twrp1xC139qgeMPcveWpb/ltA1vEMr7FlNAHL23hjWI9Ot9lpJJfQXDa39j+VTfoLybIG7IHnwSEjmgDTin1O+vreR/DeoWNrGk8DS3RTc0twsf34EZsD5eDuOeeBxkAj0+41nSUeG18MXt8d8s+iXsTJ5csV1KzD+0ZGdSpiZiDhDntQBZ8y40KztY7WKK6nLw6GFJOJJps7jGQOiAMeR0HNAHZUAeWWvhWPT2mS/8AhvDrO6V7vR9QjSFvOinbIS+kmIK+SSBnBHUjpyAdRN4emEtibLS4raGIyS3tvGwxpwns3GE6ZAkbHA98AUAWYtNuf7ReQwN5Bto7JZ+zXC3UpIA/2VIPSgCh8SHuFghNjFHJMLm3a1ic4Es4uBgSN6M2KAIlhvtWuYHvdBvdOgty15Kt2V3Xd9LHgC18tj8sPJJOM8YHWgDBh0G9jimiuvAIvr2R5bk6tKYjFdieRirzTucgwjGF2Z4yMZoA37Lw3qCDTPMtMeQnlat8y/6I/wDZpTsef3pxxn16UAaHjayupIozY2c1y0c8GqS20WN00FrOCfJDEDO33FADb6zvLueyli064hjRpbm+imKhrJJ7N1HmoGPJcgcE470AUY21TSp5/I8PXmpW88n9q2U1qyZgu5IkUperIy4AKAhuRjrQBLr9tqwltLi20j7Q0Qki1fS4nBaOO9iTJs5XKgm3dPbd2x2AM/TNG1i4ubya/wBFlsVkhXTNJtpHQtdKqvzKY3OCDjg+vXigCo3hPUIbfTzNob3aWwLazomY2Msr25G+HecE28mSBv78c9ADU8NaTefbZJn8NR6VbPClrbx5TdNJHMxzeRRHhihHdsDAznIABseCNJurOygj1GHypkQRXEWQfLcE/wASkj9aAH+F/EE9+kjTW0ccazS2GnyIT/plpbSYDnP99g3tQAzWtJuprqze3h3RRvLLeyZH7lJrN1Hyk87nIHAPvQBzsGi6jbSXIm8GW+qtLM19Z6nI8W14LgDC3glbcBZqAvyo2R0GeoB0PgjSbqzsoI9Rh8qZEEVxFkHy3BP8Skj9aAOgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKAEoAKAFoAKACgAoAKAEoApalo1vd7BeByEkTUoVU4zPbNldx9Fbn+fFAF6gAoAKAEoAKACgBaACgAoAKAEoAWgBKAFoAKACgAoAKAEoAKACgBaACgBKAFoAKACgAoASgBaACgBojUElUUE/fYD7+P7x9qAHUAFACUAFABQAUAFABQAtACUAFAC0AMeFGx5kaNg+ZGWH+rcDque4BoAfQAlAC0AFAFW90u2udv22ASBXW+gBJ/d3EDZB4P8DfhQBZoAKACgBaAEoAWgAoAKAEoAWgAoAakar/AKtFUcuQB1ZjknH+0TmgB1ACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAjMB94gDqxPYD1PtQBydj8RRclTp/hvXZ7Fn+ww6vGilZJd+Nwt927yx/e2Y7EUAXNR8ZCKYxabo+o6nOoW4v47bYBp8MnTzpZWUbpFBIGcn2oAx/FvjOJtMefSLm6jAaIS7crJalbyMOkqZGGUZUjP6UAa9j42ilmSO90bWNOlkU3Wn/bFQC7EYyVRopHwyLyQcEDrQAzUPG4jkdNM0PVdTeLa2qNahMWfmqSAvmOu5sYOFB4PJ7UAN1P4i6bb28M0MN9fQzOtjp6WigtNPOrYHluy91I65zxigCxL4vEEDya1pN/Y7W+zQ2b7GfUGYDaLRYmYEzlgAN3XOTgZoAbp3jDzJhHqujX+mTODPpiXBQjUYYxz5ckTMN0a8lScgc8igDPPxKVzL/ZfhvW71YHew1d4hGPIe3Jz9nRnBbdjgDnHXHFAGtc+MtOjtlmSSSaF9n2COEZe/luSNqW8Rx8zk4xxjvjBoArWviW4nSUap4f1rS2WM3TSNtIeJlP8Ax6XUbEb0x0OCOKAEsNVaCyhbTLLXdW3oj2wkZDK63CZBv5nZRxkAkE49xQBNofitrqR47/SLzTrpAt1JazFSJreYnDW80ZIIyCD6HigCfxN4rttKh8y+t7yZNy2yxWygs8kp42ozDqfegDEm+JLxSCO+8LazDdv82iWGYydVXJz+9Ryq+SBltzDA55oA2ND8Upe+YsljcWt3ERFqOnSlS0BmTKlZEYgiVehz9aAM3/hPrhJIxqvhTV7G3lddPtb2VoztuJj8ouYInYjzG454oAzJ9f1FNaKLYalPALUNDbRSR7XMl0uZTHJIo+Q/J3fjgYNAG7q/jF4ZvK0nRb3VLraL26ihZFWyt2JA+0XErAZkI4HUjn6gESfEOyazknS1uwsRaDUbFwBJaXMDAMki5xlcg9aAKc/xMeAoNR8Ka3CZfl0IDy2OqPkfK6q/ykqwPzYGM5PFAGtoXiv7W8kd5p09heR7ZLmxlZWPkTDhopYyQQ3I4PB69qAOc1bWJBcxy+IfC+rR2MbC1sppGiK2d5cSbRLLaxuWySQoyDtzkcmgCPxJr+rQ6rAthpV5dxiGSWO0jlRReOxGWw7AfucY559KAN+MQf2m2J9S837MrtCXHleTJctgrBjO9WQ87sYPSgCGHx5POxOkeGdTvbIP9jOqxNGBK6Ngm3gdgSsb5GQMcHHSgDR1jXdQgcLpnhfUNROPOkmjeNUjBYjHmSuORjOMdO9AE+geIYdQiD28FxCcta3FtMMNaXEDkFZlBPKsPWgCvq/ih4JVi07Sri/umU3rQRsqi2tEON00shA+ZzgDkmgDn/CficPJfyaoL+zhR0aWC866ckNqNwCqWGCwJGCcjBHWgDQi+IDDym1Hw/qFnazMLayvZCp8t5T8n22EHK/aB064PBxQBNpNxK2oXgeWRkEdr5MZJxFvE+di/wC0aAL3iXxPFpkQee0uLgF0sRFDjcWnfHyKeuPTPNAGS/j26SURXHhi+S9YC4sbYSRlbm353M1yGwPs+OQeTxtBzQBf0vxlBNHM2oWs+nvAWj1e3m5Nqsabtysmcq8fII69qAKMfj+QCN9R8O39nZysLa31CVk/c+efkN3ApyonJHrj+LFAF7UvFbxzeVpWkz6hcBPt93HG6qLWJiQoklkIG6cg4H4nAoAwfCXi+Hyb2fVmvbWFbmRpI7sfPZRx28I2tGCeQ3AAJ9qANa38azCSFdX8O6hYLN+6sJ5CpCz7CQl2qn5WdQcDn07GgCtoWtx24v5NVu3EMdzI7yOSfJgitIeIx7dgPwoAmt/HM4MX9r+HL+whmItrO6dkbZcTH5Vu44ySpn7dQDwcGgDqqAOZ+IlxLHp9wbeWSNxGdsiEgrkjow9RQBq6rqN3Dt/s/R575mOxwjqotkA6yyOe59ATQBV8PeKRfGVZdNu7K4if7HfWs2PlZlyDFIpORIhBB4/LmgCPxL4tbT2hWDSri9lmc2VtDEwGHVc5dm7AflQBYk1bUlhLDw3cPcZ8tNPSWPMiZ+8J2YDGPx9qAKWi+Lbmadoda0STT7oJ/aMKh96XlpuAJhuAq8xuQCCoPpmgDP1T4ganZsovPBd6odxp1k/2iE/appG42RKxPzDnpwOtAGnq/iq4imEWi6OdRutn2+eMyqi2duWwDPMwPMhzgBSfXA5oAq/8LBhW1mludOuIZoMw6rpbMN1tOoHCyDgh1III4IoAr2PxAvmMJ1Xwrc2NrORb2N40qkxTzD5Re24A2+eeB8x7AgE4oA19Y1bWYmxo3hgXy4EhnkuEjDMc/KgIY5XA6qBz1oA5vxP4sF1pby2ttfW7iSOG4s/+WltcW+oxqyMqnqSCOoyDzjNAGvbeM7xZ401zw9Jp6S5TS7oyq3mTomdl2igbWZQcfMwJ4BoAzL6a2a11Q2QvEcefa3RkfIM8VkDm2XsMMOKALcckHnaeJYrky+VLPbSJIQsYjt4gfPhA+bcGGORigCSfxtftLKNH8L3F/bQt9lv7xJVDSTIoLLYWrD5jCDj7y5PAoAq+DL29j0u3Onaa1/NsAEBkC53MeZJn7L34J9AaANXRvFN1NM0Wt6N/Z90E/tG3RJQ63dpvwSkwVeY34I29we9AHPeJfGV/cWl0dL8OTS2Plz2A1QTKGLxI6l4rU/wxODzvDcZC0Adrov8AqIv+uaf+ixQBg3Xja9Z5RoXhyXUoIWNpqVwkoVhcooJWzt2U7jGpH8S5PAoAzPC3iIWWlWrG3luZnCWFhaqeb28nc4BkPQAAkk8AAmgDZ0rxbePP5Ov6C2nTspvLB0lEiXsURG4JMFX5oyRxt6c0AM+IjEWT7SR+8txkehv4v5igC3q/ieaGZIdI05b67YfbJYnk2JY2KtjfczbW+8/AAQk8+lAFGP4gokNw2s6ZLaXFthtS09HDkpIgKtbzDAInHTIBBByBigC3o2vazcMPt/hmC2t2Xz4r6G6SQYwMb0Cr/rAeCCwoAXxtf3tvZTtpUW6URu4kD7TaIImy8bYPMPUDjPqKAOEt9PaDRQW0iKwd2tJpWjkLHUt9xb/vJ+Bhp8nI5x6mgDv/APhJz9u+z/YjjyP7cF7u6kXG3YItvbrnd+FAGZruuwXEOoR3unO8UCETqshB1BHsw+FYL8vXH8Xr7UASyeIfscVrHo2lPczyIE02yeTAhtbaJdxubxlPEKkfwlmPQUAWNO8WyM8ya1pv2K4iUX7xo+9buxcHD2su1SfmUggoCDQBHonifVrzymHhyBLKVTdR3q3ILWkLISv2q1KDmXgYV3wTzQBt6nqlvaRPJfSbIkU3M7f7CD+EerdvWgDz3xFruvyi0/tPw9bW9vJdW0qzQzlmsl89SFvoTGOWx1DFQeOvUA6fUPE2pPO8XhrSrS6eMLLqlzdSFEt5JxkJHtRiWePn0XIz1oA0PD3iGPUIg6W01u4LWl7aSdbO7gbDKx77GHXv+lAFLWPEt4swh8PWNtc3mz+0Ll7hysen2pYgGZ1ViTMwIAA9zgdQC3Ff6wYC0mh263gPliwM42yASY3LdBDwyZYfJnsQDQBR0jxHqZuDB4g02xhm8v8AtW2ubSQslxCkoUgq6KQYyy+oPagCv4VmRLHd4Y0KNDvkWHTZJ2wXS8ZWJunViNwUtjafQetAEumeJtVW5EPiXTbGGR0a90+7tHZkuRAVyrB0UgoGz6fpkA6mgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAoa1YyXEEqQSNG7xvaxSKcGN5YyAVb/ZJoA5Twh470aO1t4rzUFt7xBHoFxpcgPmpfQoq4+yrk4LDrjGOpHNADNO1W00u9vB4i1KK1ErJqmm3F0wVby3SBQRBKxxm3b5cZzjBAxQBkXcLHTbiQQvFHPdprFjEykEWst/AAzIcf8AHzt39B1/GgDqPEsire2HmOqjzJkBJ6s1jIAM/wC0TigDmtOljsLi7TW/Gt9o7vO+tWkb+QFvbK4VcNBLcxPkoQVwH4x90UAWW02yt4NPGkX19dW5vBeW890MM4uIbgnK7E6sSfuigDT+JumTTW8TRS3kaRTxatfS2wy8FnCSGaFeeYA277rdOlAGdpdhoF3cwm38fa1q1wmdTs7cyIyxDbg/aGiiGNwOMFlPtQBofDmTIvcRouL65Qkf8tPmU5f35x9KAOZtg0Wm6dM4uWggdb7UkiBPl2rK4LtGP+eBI+gJoA7mbxVpV7FOuj6pbXbLE005gO4QrLG2N8q8ZbB4zn2oA5G41V4bTTFudYuNMsZIkj1TUYTgoyWke1GuP4ROSct2x1HWgC14Qlsm1Gb+ytYv9RhFvHEl3cOXyyXMmRa3JHzKp75bnIzxgAF/4qf8eqf9d4P/AEcKALeuQo2pWO9QSEu5Iz/cYxwjj/gJNAGbd3l7Bcak2kQiS4WC3ntIyM75Ejn6IOp9u/SgDlrq80ib7EbHxdrGpXRuLWa7tWuGdIiJ1BNzbdFw/TheenFAHT6lqNtZ60r6pcxW0T2f2C2mlOBPdC+B2xk99pHFAGdqtsltqNwdc8U6rosEyxXWlXMDoqXTWsO11mmlRvmjIBA46nrmgBNT0nTotKvH0fVtUv0lBupbu7/5bypgZh/dpkMB1wQexoA6bxQcXlgWidx5sqHaM7Weykxn/dPPt1oArahNcpqFwdOiEk4sVks4j/y1uFuZ8Agf3mxQBwmo3+l3Nqhj8WeI77UN0Emo2DySbYbj7Qm77ZYgbVETZx2BxgnuAdh4o1K2stUtZNUnW3t/JmtFuH6GcsvAI7nIoA1ov+Qs/wD16Rf+lk1AGN4U8YadpltFb67M9vfx/wDEtk0/axa4fzMBrYAcrKCCCOMfQ0AQa7q1qL2ZfFXifV9LhURNoUFtK0YvYZI/mYNFyxE2R7ccUAavwux9mk2/bsfaJ8fa8+bjzj/x+5/j9fegBms63a6ZqIk1uRre1kt1023vmB2Ld288jFZnHQsjZHrzQBiLHJq8eq/2Xbz5kKJYLIpU3flWSY2B8cXAAIzjgg0ATxan4b1IJGfEfiSeVmQS6WS5e0nhlB/02Ex8C3kXkkYHXOKAOk0ZT/aN7wceXagH1IWfofagA8dKSlvgE/6Xalj/AHR9qXr+NAFXVVkOr2v7j5BDOwlC/eJZMhpP9jj6Z96AM6/0Oe9OrR2oxI/lLag/8tZBp8eBkkffYYznigCLXfE1lrVr9n06Kf7dIY7W60/aynQmhmUs14ewtdpxycnAAOaALkmtWek6jO2uzy28VwkD6ddOCUeWyDhkVh0PzA4x79+QDEltLzULDUf7JtLxJmuf7QsIZEIeRYEtmG2JucyKvA6+2eKANOxufDWpSwrB4h1y/mSQajBauz/6BcWqsc3qlRjHK89ScUAVtR0C6vLPVEtUlErXD3FugBzceTBbtiMD/nttx70AWtf8VWWsxpDoUdzPcvJFLeRNGwOgxW86MzajkcFQpXGeT0zQB1//AAkdv9q8jybnzvK/tkzYGwQGbbgvnO4t/s4x3oAzfiLC76dcCGN3YxkIijJY7h91RQBj+M9RiS7jXxLe3dpo5iaUzRO6rear5gAS8nhwQFiyQNygn1xigB/w8EXnXptG1N4TJH9mnvSxedFtV5MkuSQe2TnGM0AaviCFze2JSN2USTGVgOIw1hJ98+5oArePbx4xALq5vrawaQx67eWpYNBAIXKh5Y+QjygbiMcdSM8gGH4VTTm1Ld4dk1aaz+zPDHcztK0Yl+0w/LYyzknGOTg4z074AI9O8d6VPdPNrr38QQtY+HLP7NOfs1uRhpXKxEbrv65VeD3oA2LvV4tJv5X1lJYbOeOJYtU2nZa3VkZBsuXAODKrgjOAeg5oAw9Wspri01KaC3vQlxsXTbeRWDTW9nAi71t2AI+0Nkj5QSMZoA6fxbYFIbVbZJXCXNogOMkRQ3C8vgdgOeKAOd1K4sWvZx42udWUDYfDVpbvOq3Nv5eSbRLcjL7sg9enHAoAzo4Z4tHn8yy1UsLr7V5E43TSRpqcZ/fHuxUcnOCec0AdPfazBq01oujLcOqS/wBu30zxuos4YIHAWQOo5md8AZzxnpQBW+yzfZNWHkS5aS5MC4OZg2nRgeWO+40AXhby/atOPlSYEE6Stg/umaK34c++DQBW0TXk0x7mPVbLURN58urWCwxM39q21/KSv2RkB5B4OcAHqcZwAY1pHPHp1gL8apDY8x+Ifs28MkTROFE/lfNtklIBx+NAFvwvbWY1POh22sizFtJBFcXTSlJZvtcWRZG4JOAc56AnJHHNAFKLWEs9Lmtbuw1IXyRz6PHbxwP/AKcHWTEkDgEbXT5id3HPtkA9L0dSIItwIPloGB7ERjqPagDjtK17+y2uY9Q07UnmM8mqaUsMTMNYiv33AW8oGMxsdpyQB1J9ADnpPD1xJpdg/wBm1YmBlub6GzJWWO0cMGNsBg7oyVPBHGaAN7w1pug3Fyj6feeK7+WJXkt7u/M+yzacBSENwB80qHoAeBk9BQBt/EC3lks3EEUkjb4H2ICTtS+iJOB/dUE0AVNYuv7PvhPfW921m8A0ma5hjZ/sFxBOzDz4owTicORnbgEAHrwAQaVc+a95cPpN/NZyLHZ2loYv3mpwWSyBilm+DiUvwCASB05oAz/DDWyXaDwTcas2nkO+s2NxHIItOyp2mxM6qQXkwMDIxnjigDrvF8Mj2VyIY3dzBNHFGoyZHaBsBFHdjQBheI4ZZdKTyba4LkWknkbTuQLcwk74+v7tQc+negBNduRp+oxz6gl+1o1u+jPLDGzrZXIuFYGZIwSPPXjOD0FAGOt1NcQavJLYXdsjoxtBOhUywx6ZgHa399QD6jPIBoA1LlJbR7S4FrcT26wHStW8lSzWcEyxlXSBRkhGU7sZIHQdaAJtOk+2XclzDp16bVLf+x7IPFtfWC0pdjDDIAcLhVXO0E5xQBiaMljHdRf8INDr1qjOR4j0iWGVYLGAwvkyrKoCusgAG1sE+3UA7Pxno897ZTx2YBlZGSBT/HIBkD/gZGKAOW1XxS2qLbLp2i60ZRcW93q6Nbuo0cQzruFw7qPun0LYGScCgCHW9M02C8nbxXZ6ybWYxXWnXdq1xsWaC3ClbqK1PDDbkEqcgnB4NAHX+EdI062g/wCJNpN9YRuzX0ttdlt7TMcbphKzEeaqg4Jz6gHNAGRqF/8A2VfPLfW909lPHHBJcwxu5sbyxdsCZIwcCVJMg4PI/MAreK9RmvIIX/s7Xk07zSdctY1Ky3GnqrAM8CHd5bPgsOG284FAFTwpp1gNQD+HNB1G0sPsz2yXUsbqlxcG6iP+jxy9MjJ+6ueeuM0AU4IbttLh+y2l/cwC5lfW7S0zvu9MF/PkRKuCcvtyAQSM9s0AWdI0eyTUIG8O+F9WsbVUnhuLqWKREmkcJjZBLyO/JRd3bOOAD0ygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIxawhtwgiEmPLabAyyehf0oAJrWGTH2iCKQA+YgcA7HHdQe4oAkoAKAIp7OCXH2m3hlx88e9Qdjeq5oAloAKAIoLOCLP2a3hiz88mxQN7erYoAloAKAGRW8UYxBFHGPvlUAGWbuQPWgBXjVgRIisp+R0YcOpHRgfUUAKqgfdAA6KB2A9B7UALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBSi0azjleSK2UXDhbe5uMnLxQ5wACeMZPQDPfoKALtABQAUAFABQAUAFABQAlAC0AJQAtABQAUAJQAtABQAUAFABQAUAFACUALQAUAFABQAUAFABQBj+IvDEGpx+Xe3d9FDkSXMVuwX7bGv8ABO2Cdr98EH3oA1kjVQBGiqo+REUcIoHRQPQUAOoASgBaACgBKAFoAKACgCrqFkZ42Vbu6tiw8v7TbkB4M94XIPP4GgCPSNFtbGJY9OjKRKNkak5LFiSS7HvIxJPvQBdoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZLMiAmVgqgGSRj/Cqjv8AQUAc1D8UvDUgUxasxjYrbx3ZhlEYmlHCy3RTaCfQsCO9AF/WPGmkWDhdVvjFKym5ghVHYzRqwB8pY1OSpPQc4ycYBNAC3PjDSoYUkubx0hciOzzG++5kc8CK1C7s+2zPegBLTxpo88UkltqAaKINJqQZGDWSxKSfPtmUMPlB/h57UAWr3X7G3h826ugLfCyLOgLb1nYBfLRASfMZhjANAEWpeKNPtHVLuadpmBnitbeKSRzCh5ZoYFYgAnGSAKAH2viPTZofNt9QgNrgzPdE4ESJ180NjBTuCAR3oAp6d460e6cLZ3Vz5jKby2jlglT7VAnU25lRcge2aAMHwF8Ql1GS4S7vJpZBPKmlL5LKE0uILtDybAMjnhjv9RQBt3nxB0S3Zhe3lzEFYWlzcNBL5cEzNjEl55e0c/7eKANDU/EFhZqrX9ztViLe1VFZmuppOgt4YwSSfZTQBz+i+NUvr+VNPu5mto4Uaa2liZGt9QM753rKit/q9vt6c5oAtN8StDD4a6uRHu+wtqRhfyRdh8bDfbduQffb70AaepeJrC0ZVu5bhpmBmhtreKSRmijIyTFArHAJHJAFAFjTNXtbyMPp0xkibKxuVIO6NyCGjcAgowI5AoAt0AYGp+PNLtZCk5vpGXD6hJbwu66WsgyPt0sakDevPrjk8UAU/Dvi5f7Oin8R30aZQT3dwRjc7MeI40HVjgAAEntQBo6R4y0+8kZIPtkNyo+0yWV1E8bm3LY3JHKoyCfTp3xQBF431a6s7KeTTpvKmRDLby4B8twR/CwI/SgC5rHiO2sgPtEGoTu2fIt7SF3aUJjPyxqcbQR1I9qAK1h430m4geWO7aKGPKaj56srWLxgEiaJhnIBHY57UAGk+M7K8fZDa6tBJg3MSXVvInnwIQN0TuoGASO+fagBnjXXHsbOd7cXPmhGW1eFNxhuHQ4ZxjpE3JJ4AoAfpfia3a1Etyb5UVVN28sEoZnCLkxwsgJBJ6qpB7UAM03x1p9zKIzBqlpOQZrWK9geP7bHF1NuZFGdgx7/AK0ANn8faakpTytUlCt9juryG3kaK1uePlluEUjIJA74zz3oAtav4ptbMgS2uqXEhHnJBaQSOTGDjLGNSBg+pFAEKeOdJNs05uZUtlPk3BeNg0E4kC7JICM7hIQOnX2oAl0bxZa3rMsVrqltKoEz295A6HyXOAy7wBhmBHXPFAF7UdUtrSNn1CcRQqPMmkIJ2jPZVBJLHjABJ7UAcifiELi8tYrJdStC7SHULK8t2Rri2S0kKlPNXoJV7HtzxQBrat49020dllj1K4dAJdRNpA7jTI3XIN5IgIG5Oeucc+lAG3ZX8FwivZTLLEwFxbyj/lpG44IB9RQBl6p4wsrV9kkOoXEoUXc8VrC7/ZbdicNOUBxuIOO57CgDK8L+L4pLaebVNTX7Ms0/k3UnAjsY5jtAXA/hwAMZP1oA09K8a2N3JsFvqdpOQZ4be9geM3MSEZMHmAZ2EjODmgCs/wARdM8wrFBq8yB/sM1/DbSNFDcK+CGuVXHyvx3FAF7WfF1jZMqzreXE7AzRWNpEzyNCp5YxRg4APc4HpQA2Hxlp7pEyG6VZpP7LtVkjZSt2A+RNG4GNhRh6Z6UAXbjWbeKaOOUv5sgea2AHBW1C53N7bhQBj6h8RNLt3YSR6lMiHydQvreB2i06QAZF1coCAYVIJ9O9AFjWPHGl2RiF3PK5lDS6YLdS/wBu8oLxAEzky7xjHWgB+meMLK6WQ28OoI8Xz3thLC4liDISMWhGT5yg4wDnoOaAMb4e+Lpb+H/TYNVMwaWV7ueFlSVPtbgCKbAGYkwMDkYx2oAsxfE3RmI/5CKW5b7PFq7wOIJZC+PkvsYwz8Zzj3oA6qgDKsvFNhcW5mhmYW4DyTs4wYBalg3mqf7hU0AXNP1GG6iR7UsY3VbyAsMExTICNy/Q0AZWo+NbC2d1kjv5jGBNqUtvEzLp0bjP+ksoPOz5sDJxzigDI8I+MU/syKfWby4mYgrPKVy1zdNcMu2GJByXk4AAoA2tK8XWt1IY3tr6yuQPtIsrxNrS2+4jdDgkEZHYnHfFAEPjfUrm2tGawnaKQPDEsg7JNeRqcZ/vIxFAFrWvEq2RUDStWvZH3PFDZx7iFhK5MrsVA+8OrDPbmgCtaeO9Llt5JXe4t44t0eqQToQ+nzRDlZohnkZHQkHtQA7R/Fy3b7X0PXbFtpu4jexBRPEjKPkYMeQWHBwfagCt8QdbuLKxmexa4SULsgmiXJt3c9W4OAo79qALem68xtRJdWGq7lUedCYiZLlwi5MMK5J3E0ARad42t55hFc6Zq+nzsGms0vYwBfxxdfs0iMwJjBBIyDjnFAETePrUyMttpGvXMaudPudQt4C0cNzG2CDtO4+UepEZHvQBe1nxH9kKhNG1q+dsuFs4siNVP/LWZioGfTdn2oAgTxxphtmmZ7hIkJtbqFkPmW92sgXy5IBk7vMIGP6UAT6R4jN2SJNF1qxYDzSLyMAOpP8ABKjMM+27PrQBZ1fW7WxjL6hIyoMRoqglp5ZDgLBGOSZG4AFAHKxeM5rm/t40stY08bJ5r6yu0C/aAoj2srKWB2nd0bjvQBpal8QrS3ZxFpmsXyRkxand2cYZNPdFBImcsOYlOSAGI70AdFa3cMyK1rKskbAXEEq9JYpFyCv+8DQBh6n43t7eUx22mavqEyhZr2OyjDfYY5s488sy8yAEgDJ9qAI9R+IWnW/kbrbVJmnDS6XbxQndcGFVOGibBBYMOuB3JA5oAnufGNtBAsmoWOo27Mfs9rpbqPOubgsQFhgViCZMZHzYxySOaADRPGVreyPGbLUbK6QC4lsbxArGCQ8NHtZgQTxwxwetAFK2+JFnM4FjpOuTwGT+zBq8cQ8nzy+3/WFs4D8ZCEe9AE1lqEaXF4Wv9RmEflGaycDZYbLXd/oHP/LZSCc45oAz4vi5phRHuNL163tXwLXUJYfknmZSdiKjMcsQQPkwT0JGCQDW0jxnBdSmOfTNV0+42/bIra9RQbq3DYJgZGYfu2xnkH2oAo6JrFlZ29xJe61qc8Mc04up73k2rQS7SluFz8oYfL9eg6AAsaZ47gnlWO70bW9NlcGWxW+jVRe+UMkQsjtzGvJBwcUAQS/Ei2EkqWuheILtomNrfvbxKVgIUHO9nGQwJ6ZPHIHGQCj4v8YkW9rJoiajPFLNBKJLTGZrczKdjhmXm5Hy46Z4bFAG9ceLYYYFkvdO1OBmP2e20x0BmuLgscLFCjEZkCkj5sY5JHOAA0rxbDcytFPp+o2N0q/avst2q5nti2N1vJE7ghW4OG60AaV/ffZ42b7LdXG0eYLe3XLzkdoU45P1HvQBkWXjSOSZIr3RtX0+aRDeWP2pUxdpFjIR4pH+aMHJBwR3oAj8f3s8FhcNZXEsMoQtFNGcGJiRyjjvQBM2tXUFvCbfSdQ1KZlRfLhK/fMYObiaVlABPfJNAEVp46t3hne607ULWS3DPq1hKF3RGKHd+5ZWIIkTodwz14FAC6B4wlv9rL4e1OztGQ31rqF0UHnKCvBhR2I3qcgnGRyKAMi6+LCQxedN4W19tOPzWupRiM+fGTjdJbmQFVc9CQM8dKANvXfGCWkiR2mnXeoXrgzW9hBgbYEPL3EzkAKDxyeTwKALGg+JYr4N/ol1aTxn7NqNhcAbrOYqCMkEgiRSCCDgigDXoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCG7uhCjMylgqmdlH8QRSePrQB5jYz2LeHcSNDIPIa1SND11BidqgD+LzivHXNAHQQW7jUoBeAPKtk+925ImFzCCQ57nJoAk1R449UtjflQhhmtdMZyMDUDLFkRgnq8WR70AMswkuq3H2UQPALaK01hQPv35mk2ifsSID3BOMCgDmdLWSd7ayuyJTbSyXWphzzLp+mhTCXTj5Z/Nj7YOPwoA3VS+/tS4FjqGm2sjQwPbi7gZzdQRmTP2PbLHxG5G773OOlAGZq2jPa2s7zava6jbvdRatr0dpFtWC3SePzAFEjnooJ+cYGc96APRhqdoSoW+tSzjzrNA4zdxhc5gGeQF54zQByfw6RAL3ZLuJvrlpVx/qX3LxnvlQD+OKAOf1TWNTvtLmmvPEmmWsMiSiKwMSnamxgImmZwfMYjHqD0WgDYnuY47nTPtLhEMc0MLN0+2PbxbRu6bnXeB3PIHWgB0k0c+pXI02aKSUWa2cojYZju/Pl4kbsQCvU8UAZ51TS10Dm4ttptv7LWPqTqzW+NgT+8J/bjr05oA07zw7JJJC+la9BYawkC2ktvLtb7ZYlgSLu3JzgSBuQRzQBe0Lx3DLaNNrsllaCN20++nifMZkhl27reT+7KxGKAOoSRWAKHIPzqfUEelAHG+FdUt7dr7+1riG3lW4kvL15mA/wBBkVfLZs/w+UAo7cetAHAaXHdf2TprQX0FrEtyz3N1Km5bSVrmYI80ZxxHIe7AAkHtwAd9a+Gr97uGTVvGGn3ckQdorSG3CNcQ3URHzuJW4Bw33SOKALXxJ/5Btz/1zP8A6EKAI9b1e/kvFt7LWItKUw/2qLworNeSCUgrbrLx+5Rcnhjg9utAGBo0djcDUhr+twXdsXjtr3VI8KCi2qDOVJAMBGD2yM4xxQBr6FqOrWdylvqusWurwyRtqGmX4GJbeCDaP9ORcgiTdw2ckg59gDU8e3Bj0+6Kxl/3MkO0dhLGRn/gAOaAM/WPEz2VhE1hc2sbH7Pp73knK6YtyE+edfSNDnqPrQBjTxXMWpWS33jL+1HzNMbJo4la2RrF8MfJAOHHrwe1ADtYum0dZ7jwz4j0+5tfMa51TRLhgQdQlf5hZXSHKs5/hIYZz9KANfUtT1G5vJIrPxDHpEcUaXxkCRs9+Zy+SvnAgLAF5wDz3HSgDl/CFpp11ZXqazriGF72WJNWV1X7TcFoirwOuBl5AGGOPwoA6jw/q+rRXZt9W1Ww1NRD/akGoRrtkjxKo230Kkj94GyCMZx09ACb4hSrHBG05IgS4t7zUHwSIrSK6XJkUdl+hoAq61rlhNqNglpf200oae5eONgdkRsZBlyvqaAMLRYtViuL1U8YaXpj/aXvDbXEAYy21wilGWVpE4MfGMHBB5oA7XwXpUNpaRpa6nBfRjdNDewqAs6TzM37qMM2Am7H3u1AGVpesW1vf3w1O7ityfIu7Zp2AEloLUD90zHokob8aAOSknFzp8smn3C+R9vbVZLwoWWGw+353y23BKxqQxHp1xQB0MGmXFxdW7X/AMQtJvHjL3tlZ20Kq14DEQ21xM3GxuflPFAGfd6imkB5fCniTTru0MjXF74dmcE+fLJ8y6Qy8hmfOFIIz2oA3Yby3tdTn/tOWKHzYYZNMnlIAkjtnkDrHI3cMykgfU0AN8XaxaSJZy291FLardp594hG2FQsyEvJ0wkpAznFAEd7rtncarapZXUEzJFcTztGwIT7R5eA23v8hoA5nw7b6jHbSx3PjrS9N2PPbalZ3Nsu+HfK5LPJ5q5EyNuBC4xwM4oA1F0RrW60hI7xrxY47pfteMeZALRADsJOByAOTQB0EKgatJgAf6JEWP8AeP2ubr+FAGX4ULTaXImn3EX2nF3HEgIJhlkup9peP6kdRQBQvfEGjtowjWWMStCuhwaYD+8j1by9oR4uDmKYc/KOmelAHo1kkyxoLpt0gVVnb+9KFGefc0AeYa7HLFNNZwGdReSx6jZvjPl2dzk3GxumIxETjIPzcDvQB6qkaqAI0VVHyIijhFA6KB6CgDgfCmsWdjLfrrup2dvN9pfVD5zAZ064iTYVZsZAUY4zj8sgHG6Zb3B0jTnivmtIY7hri+vAit/Z4a5mAkcSAjELNg5GOcnpQB3mnaYkl3Cbnxymp3MSSzRWqpEDJa3O1SZhCBwrhccD+dAFz4jf8eT/APXS3/8AS+GgChrmq3Mt8YLjxDJo9qIVv4pIjGH1Kd5WB8ueUNgRBeQFB9TigDE8OPpbrqP9v60l7ZM8dtc6pLtUXMUtugBLxYHUgBhjd97vQBq+G9Rura6SC28Sxa7ZPG19bzthpNJhh2hftNzHwwuCeCQDxxQBq/EhSdOudqk/uycD0BH8hQBU8TeLGitI20LWrc7pYdJvNZyhGkxXBXMlzG/GQhHBxjOTQBzxs7ePVbL7P4vvtXYeejwzuj/YS9kx5liVceaMcEZPWgCTWdQttN8248IeKbRl8wzat4dmcFb68MgDi2B+ZXkOT0OT2xQBsa3q7yXjxaj4om0S3WJdQtGhKK2pF2bczXcysALbaBgYJzk8CgDE8PnS57S9HiPW5HtmvDE2rHCF3CwbG3xgAYcKc4C9zgUAbnhTVr5LpoJNeh1q2EQ1K21IY32ZMoAS9kTIJlU5ByCcHigC38QLhYUt5LkP9njuYrzU2AJENsFcbpFHaKVlPt1HOKAKt5rlhc6naDTr+2uGWO5kuPJYERCZYcbnXjLAE4znHPQigDltEeW1+0JqfxFXR5FnmeWxuEgzdRzPkSRm4Uki5U56mgD0nwrplva2sKWFy9xCEBtrhhgzxOMgsnuD6UAc9o2uWen3F4uvXdvZu0v9tWstwwUXlhJboAYHbGfJZCDgnFACa1fwS6jpjW3lzRut1Lazj+49pGQ0f++v86AIviLDcLNZyLqp063SSSG81HYjCwmuYMI0olBABbK5IwM+uKADTdCjuLh2/wCE8fVbtIX07y41jAtI7s/8vBtwOjLnB570ASeDPGWiW9pBHeajaWd0irpNzpkrASR30Z2kNbdf3sgz070AFqz+fquUAXERV8/eY6YuQV/2RjvQBTuFB03TdwBG/TwQe4Jj6j3oA3NZUf2lZcDPl3QJ9QBB1PtQByGpWt0+n3RsGkDJfTajKEUNugttQySYWyD5QG7BBBx0oA09OSzv54PM+JSauyt/a1lYpHCDujjP+u8lQRhWPBx9MigDd8Gffvf+vt//AElgoA5K2mSPSLBp2CRJNa3N1M3S3gS7GWlbsFoA6LxZqNsr2dwJoZ7GOVjd3cR3LDDd27qHLoCNqSEZOeOKAFXVbTUdRgOiXkF3FBFNJf3UJDJG96YgqrMmRubYxxnpQBd8e6rc2tqWs7trTLx2t3qCrk6ZaTzKGdU/6ZqaAOREmmSapZHS/FN7q5Uzxy7pFdLTzLJ/uzooG6Xb03Hp0HcA6v4lf8g25/65n/0IUAYOo6swltotW1ubSNONsL37ckoj+3agm0eX9qOCPLjO7hhn8KAM3Tnga21f7HqN7exeWRDe3Jy10g0zqXwMj+6ccrg5PWgDu2sZpdP2WBCStb/ZrQj/AJZyvbYGPocUAee6r4z0s6J5UVy0l2IE0u609FPmWM9sqqxvIOqrEwPJAHpyRQB1eq6rb6fqSvrEyW1tLbjS4L6ThIry2ndts8p4HmI2Rk84NAE3hSUXV1dz2aZtJPJsbC6/6CDWKyBmi9VDNgHocccUAdhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADJQSDtRHOCFRjw5x0c4PB+hoA5Lwv8MtLso4Df6Vpkt/GoSS/RfvTJnlWIGSmeCRn9KAOpNhb+ZvNvH5wU2iz45WBmBIDejMAaAIdV0Oxvk2atYwXMWRJ5UgyA6919xQAaVodjYps0mxgtosmTyoxgF27t7mgDM0Xw9NFdXM16IN8rJb2YTrFY2sQA3vjrK5JPXtz2ABe1jwxpWoADWtLtLsLkwmVQTDuxny36jdgZwee9AFi10qzgj2WdlbQwY8sWyKAu0jug/vUAUtL8HaLZMW0nRNPtZDkPNEgB2seiN2BPYYFAEkPhbSo52mg0u1S7b5ZrsD5nDAd/8AaAFAFV/APh1nZ38OaUZWBSeQxL+8EvUkY6vk5OMn1oAv6hoOn3cezUdOtZ4ONlu6jEZQceWO20emKAG6d4d0y0x/Zel2dthRaqYkAPkqxOCw/wBpifc8mgCD/hDtF87zRomni6+/9rCDcZCT8xI7nPXr70AP1fwppF/j+2dIsroj5Y3lQExrnoknXBPvQBFq3hGwurbyFgitrbKP5ECKAqQTq2EixjEhXB470AbNAGfdeHNKncPe6Nps84x5V1LEpaLYcjZKwz8h6c0ASx6NYJF5cWm2SW2DGbFY1CFJCcgwAYw5JzxzQBX0nwrpNjn+x9IsbQn/AFrxIAZBnozjsD2zgdqAL1zZwTKVvLeGeM/JLDKoKyr6OjUAVNV8O6ZfADWNLs7tR88QmQHyjkf6snpuwM+vegB8OhadGrLb6VYRxsBHcQpGoE6RqABKgHIRAAPQcUAN07w9plnn+ydI06zJwJjbxKvmhem8oB93NAFyWFHBE0aOhBjljYZEiMOQ6nswoAp2/h7TIo2S10jTordsm4tI4lCTlwAfNiAwdygDkUAMs/C2j2xB0/QtKtmB8yOSGFFKOVIyrKByVJH04oAR/CmjNJvk0HSWuM+cbswpvMg7mUrnP40ASaj4e0y8x/a2kadeEZEJuIlbyg3XYXB+9igCQ6NYFWVtNsjE58y8gMa7btyAMzpjkkADkHpQA3TtC06zz/ZOlWFmDgzC3jVfNK9N4QD7uaALUsKOCJo0dCDHLGwyJEYch1PZhQBRs/DWk2+PsGi6ZbkEzwmGJV8qV0wSm0Dlk4+nFAC6h4c0q7IOq6Npt2w+SJ7iJWMak9ELg9TQBeSNVAEaKqj5ERRwigdFA9BQBTv9A026IOqaTp92y/6h541Yw5P/ACzLg4yQKALMVnAgIht4UUlppUVQBJJKxJLgd5GJJ9e9AFTT/DmlWhJ0rRtNtGPySvbxKpkUHo5QDoaAE/4RjSPM8z+xNL+05877b5Kb/M9fOxnP40ATaho1hdgDVdNsrtAfMjjuI1YI+Oqq4POKAHf2ZaeX5f2G1+z4+z/Y9g2eTj7vk4xjHbGKAIbLw9pltj+ztI062IyIzDEq+WJcZ2lQP9ZtGfXAzQA278NaTcOHv9F0y4mGBHczRKzIEPG2RgT8p96ALr2sLMGkgiaRciCUgZhEnXy37bwBn1oAQWcG/cLeHziBbtcbRuaFWJCmTrhWJOM4oAhtdGsIGZrLTbKCVz5l5PFGoa7cknM7qOSSSeSaAIx4e0wS+YNI04XPVr7yl3scd58Z6e9AF+gDCfw0z3wnlnVkWE6ba2+P9VNJMSzFv9pAB19aAN2gCleaFp1wytf6VYXEi8QTTRqxgB/55uwOM0AWEs4FXbHbwrHyhhCjaVbqNn+1mgCDT9E0+0BGlaZY2in55Ut41USMB1cIB0FAFmSFHGJo0depVhkEqfQ+hoAgvtIsboAalp9ndAfPGs6K3lt6oGB9KAJY7OBAfKt4UBwjqqgb1VcAMB/dXigCKy0ixtt39nafZ224+dceQir58nrLtAyaALLKD94AjowPcH1HvQBAmnWqqVjs7ZYzzJCqjEhP95AO+KAGWejWFuALDTbK3QEyQxwxqoidxyUVQOWFACtpFiZN7afZm4+4Lsou8LxwJcZ7DvQA+40+2mx9rtLebH3PMUHZu/u5HegBfsNvgj7LBsPMse0YlOB99foBQAW9jbw/8elrBCDywjUDcfcCgCR41YESIrKfkdGHDqR0YH1FAEUWn20ePItLePGfL2KB5e/rswP4sCgAn0+2lINzaW8rD/Vu6glOf4SR60AT0AQXGn202PtdpbzY+55ig7N393I70ASNbxMQXijZxnyZCBmLeOdjf7QoAV41YESIrKfkdGHDqR0YH1FADLezgiGLW3hhX75SNQAWI6kD2oAb/Z9tv3fZLfzf+fjaN3TH+sxn7vHWgCTyU5/dpzxIcf6wAfx/hQAn2WHABgi2jBhTAxEY+mxf9jt6UAK0KEgtGhYZEbkcoG67W/2sUAKkar/q0VRy5AHVmOScf7ROaAI4LG3iz9mtYIieZSigeYR/fI9M0ASLGoztRQT88hA++2AMsfoAKAGtawldrQRGPo0RAwQfVPc0AKlvEq4jijVPuCIAYCnsFFACQWsMQxbQRRL1CIABk/7I9aAJKAI4LWGIYtoIol6hEAAyf9ketAElAEc9rDKMXMEUq9SjgEZH+yfSgCSgAoA5nUvBs15I32/VU+xsyXEunwwhWulthwt5eZJILgHovp0oA6agAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMxfFejFlVde0kyPh7WETJuuVl6GFN3Pmdsde1AEEmuTC9WERxeUYH1R5Od3mxTxqApz0wx7f/AFwCxJ4p0dJNkuu6Uk+fLFo0yBy+enlE5zn2oAk1HX9Ns8f2tq2n2e7PkfaJFXztmM+XvIztyKAHWOt6fdKW0zU7G6jHySywSKwiYDo7qT0FADLDxDpl0SNM1fTrp15mjglVjCM/8tFQnvQBfoAZLMiAmaREUcu7HAUf7TGgCjYeJ9Iumxpet6Xdv99oreZGKr6lUJoALzxPpFs23UNb0u2k7QzTIrHPojEdaAKWv39/mKPQriyimkYu11MVP2eygALNBblgWJyAMAgZyxHGQDdoAzrPxTo9w+3T9d0q5l5P2eGZGbC9f3akn5fpQAt74n0i2bbqOt6XbSnDrBPMisyseCI2I+8fagCzd6ja24Bv7y2t1J8tHmYKHcKThSxHO0E/QUAUh4v0QoXXxDo5gB+zvdCdNqTEZ2tLuxkjtnNAF61vbedQ1jcwTxHmKeJgVlAP8DrnofegCjp3i3Rrt2TTNa0+5mXPmQRSAkBepVQeQp7jIoA1aAOS8U/EbTrKKb7BqulTX0aGZLFnBPmqcYkRSDlT1GQfpQBsN4itILdJNZvbS0QqsskkjADzJEziPcep5wOTQBb0/VbS7QPpl5BcwnmOaJgQ2Pcd1P4jvQBQ1XXZoLi2jijiKzPJDcO2cxpb2rsPKwerMo654oAk1fxbpFgVGs6vZ2rN/qUlbBcA9cegPfpQBbn1Wzij8y4vbaO3wJzdsw2+W3QiTphsjHPPagCDSPEmmX6k6NqdpdqOJfKYEwk5/wBanUbsHqBntQBPqGr2NoobVNQs7SMnyUluHVQ0hB4V3I5IBoAgsPE2l3UbSWGq2c0CkxT3SsNsLoBne59AQaAG6P4p0rUATo2qWt0B8sojPMZx/Evv9KAIV8b6EZvKXXtONznyltg4yZD2HuT2zmgDUS8gZmWO4haRcPcQqw3QLLnBlQdPMwcevagDC8TeKxa2txJpUlrPLDmORGyVjuVCnbMFI6Kw70AQ+I/Hdrp9zbx3V/psKSF2v2nbBtbdIW2sDuGBJMAuSCDyBQBqar4r0ixVW1bV7K2RvmtWdx/pKjHMIHUAEdM0AT6brlheR79Lv7a4h5UzxsCEZRyHPYqPWgDmdT+Jemt5Y8O6zpt1KZ4NNukRgcW9zcAExYPORnkZH6UAb+seK9J0/H9taraWu7iFZG5lx/cTrhfpigCzJrNikXmSahaLbY8/7aXGwxt0IlzjDfXmgCro/i3SNQz/AGNq9ndEf61I25jHq0fXB9cYoAvXl/b26Fr+5hgiX55p5CAIxn+Jj6mgDmIfH9nd3UCaDqdjdQOs8l8Yzlontlj25HbduPbntQBrX/jXQ7WQR6jrmnwTnGIJHAK7unmem4euKANigDnfD/iSe8uLtZVRY4ZFsbUAckeSCTIf9p8/hQBPZ+OtAuJfLstf06aflVgRxmRl7RnuR7E0AO1fxtodgwXWNasraQjzFhdudnqyDsf17UAa0NxFIoa3ljljYCaGVCCJo3HBjcdmFAGPq3jrQrF9ura3ZW8uPM8l25Cn+8o9aALs2vafHGrzajaiBysVtdbgVmaY8bJBx8598UAVdH8ZaLqBI0bV7S6dR5kscZ5RCeu09s0AY/inxpaRkR2XifTrCUMv9qXhKs2lWwboI2VhumOF+bAGc+lAGlqmtTw3Folu8bRytJFdSEcukFo7DYw/vMAen0oANO1K6865/tPUtKa3jKG2jjyG06Iw5P8AaDtx8ykEYJ46+gAJtO8aaLdvs07V7WaUg3EcSn/WwqesRPUZ9M0AQ6Rq8oSd9Y1XTZIUmlSGeLIFjZQEfLeFgPmgYNnqPegCzpnizSbxium6nbzSgC4eAHDCFj94RtjjJHOMfnQBoXN3DCrNdzxxRqDLNM5wIkUdXY+goA5eXx/aTXNtHo2o2cwkaRb+P+NIYrR2BVDggO4HOMHoD1oA09T8b6LZybNS1WGGXHnOhBPkRtnm4dQQobH8RFAGvFMjgGGRHQgSRSKciRGHBRh2YUAYuq+PNDsn2alqiRyACSZQrMLVX6fanRSF3jpuIz2oAuap4l02yQPqWoQxRthLd+T9qdhkC3RMklh0wCT2oAjsfFmlXMLS2epQvAm5ryQ5Bs/JBz9piYAgoBnBUGgCnZfEXw9cOq2mswu7/JakqwW5fniCdlAJyOgYmgCfV/G2jWLBdU1FYpMecY1Vm8mIn70/lqcDg8nAoAZqOqyN9mbTNYsIYJHUEyoT/akE0ZIW0IIwZEBIP/6qAMlviNZ21zdJrl/HEkZjSygjRmcwyWyszPHGGOA7YzjA4oA2NX1YtDG2kaxYQh3jjtrqQblu0ncYWLHebOBQA2PWbg37REp5At01JRjnz5LiRTlvTaooAbpOurHZrLrmtWE6hTc3GpxAqksW84MaH/ZwPUnpQBmwfEC1u7uCPRL+KWJlnk1KFkKvA8Cx7fMhkAID7mxlcHtQBoX3xE0C2cpfap5Tg+VM5jk2QOTjE1yF2jn1YUAaOr+IbCwUNqt2sKk+TEMEmaQjpDEgJJwOwNAGL4b8ZR6lc3AsbqKa1jSA221SCk05m3eerAEEFQMEDGOlAFtfH+hGXyxqqecW+xx5R9styWxtiuiu0tu4wHJzkdjQBJq/jfRrF9mpX5SXAnMSRuxjiYnmURK2ASD1xQBq2l7BOivZzJLEwE8Eq9JY3HBU+4oAxr/4gaHbO6XeosJkKx3NtHFIzRGWMMCY40PBUjnp2JzxQBPrHjDSrAganelJGHmxwRo7sYwephiVjjPGSMZoAlbxRpYtxMdRhNmQJVuxkhlkYAYAGclzjGM5460AQaP420e/crpl8zzAfaHt5I3RvJ3Y3LHKqkgNxkAigDnpvE161ldPNrsGnvHcS6da6lJEGWyghvAqhoQDncvGcHrk0AdHrHi/TLAganNcozDzIxHDI+VB7tEjd/WgBlv430aW3M0F+WtAfIknMbgiXeBgQlc5LkDheT0oAfpfjHSryRo7K6m+0Kou5LWeKRGFu54ZY5kXIJxyAf1oApat4/0qAShL5vNjzDLMInMdrdhMhbi8C7Qc44Lg9jQAlh4wt4LG3l1+8PmSRxOdqEtfXk8KnEFvEOS5ycBcD2FAF/R/FmnXwb7HNIkif8ftpOhR7Pr/AK+FwCOh9qAKdl8Q9IuJFS2e+Icm30+9MEgi1GVASRaXZXB2hT3wccE0AdBNOkalpm2oAZZG/uog54HoKAOctviVoUzRi2u7lkkIhsr3yZBHPcSYwi3JUDcScYzweDg8UAXtZ8WWViVWdL2eZgZYbK0iZ3eKMjLGKMHAUkcnHtQAkXjTSHt2nS/H2Vc/apdrZtWjPImgxkFD225oAXRPFlnqGf7Ni1Ex4E8N3LBIiXkcg62ssijOP/1cUAbFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAMmgSRSsy7kIMUi/3kcc8j1FAHk9loOl/2Buks7aKQQNqEV2qgOt7GSVKzYzkyADr7UAdRaPM2owG6DCQ2LtOGGCJTdQZ3L9fagDl9eku7+wnm0/wr4VhsXSW+WSZj58igt+8ZUixvkIDAeYTnqc0Adfq2qRRWkRksIdQvHVLPSLaZQxur+eMffZugXG5jkcA80AYuueF003SnQOjSO0b61dRjb9uku7yPzC23HDIxHbC0AX/FOkWNmbNtKsLe2mFzDp9q0CYJtZyQ6naOhhBJ7cZPSgDtBcRFiFljLj53iBGUU92X3oAxfF3iCGwt2e4tFuSStnbWjdLq4ncACQkHAycn26c8UAcRqdjq8F5YtqOmeGbQec1tHJp7NukE0DZEiui8Mo7Z9+1AGnqWmanpc1xLFpNnrGnykalf2hA86zeGMA+TuGGCAEgZBHbnOQC9d3kE99p72bAxNDc3FswH3oZI4CMD3U0AW/iNcTR6fObd2Q7RFM69Y7WWVQ5TkcrEWxQBsWuh6bGI/sunWSiMeXpzqgzaRsuP9HfHG9Sc4PPegDlvBWm2NzbTHVYIZ5pJZ4NfaYcs0VwwCz56CKILgcAdsUAc9bQC6sNMGpxtOhulRFmB/wBItYUuNhlUk/fiVTjp+HFAGymnWy68SltErGz+3uwH37r7Xt3N7+V8ufSgDKu1MFjqQs5JIIxdmJ/LP/HvZztbGTy/QFGc8dM8UAbnjnT4YYrU6NZ26TJcQQaQI+NsbvgojKR8skeQRnBHWgDsr+SVI3NspaQKzwKBndIqnGF9zQB5ddaZpzeHswwxTZiGpyzMOW1NiNzM5H3lkyM9ccZxQBdv5NQN3YjTYdKlkFq9zYx3zMqrcHygTA0asSwj9sAZNAG74X8Pa1b3M8mrLo0MUoSQ2lk7kC8izl2DovMynk9TxmgCXxF/x+2H/XSf/wBIJKAK3hCCKWe/a9tozcfaG0+TzMFjp0dvHsBH92QEkfrQBj6b4Uk1CyKabeJaCG7mvPD0pQMix2l3JtBQ9V5I6nHvjFAHQeGtcu5J5I/EGjWdpqKolxPd2xymq2RZgrRORuAR9ww2cdutAEXj6ygnNmt3CksZu4zJE3STbbzH519Mj6HvQBW+KLXfk24slgcNd28N1FP/AKueLeSBeHB+UyhM8GgB1t4f8SSX0M2pQ+G7dEWSyvzZvIXv4J1G0SF41yIZVBGW45xQBREeo6CAuoWOn6lpBl81LtBiXSri8ushrmFiQwjlcAEEMOvtQBs6QwGpXgYgEx2skanq6KJgSo9FJoA5XVJFaw1by3Vh9olQkHoywQAjP+yRigDq/Eaj7dp/Az5k4B9AbCTofegBdZ1nUHulh0C30pbhYv7Wlvb0MRDbyyldtvHGQcuynPzADjrQBxkp1KK21cXElr54Inm+whggaa0Tc0UbEkF0+9z1zQB0fjO00wJZG2isQBc2sOkumPlt/OXi0YdvL9OMUAW9BWM6jfGZQZh5ENuzdUsGtgcQ5/habdnHU9egoAxtL8NnULe+htriG2tftLDR5IlBFtLAY2O2M8bROOg77hxQBueH9e1E3Bh8TaXZxXoj+22+oWpympWccoBwG5BR2HBz6/UAPHMij7IJ3URG7iS5DHh1WOQgSZ/6ahfxxQBDq0NqNVtDGsAnMVwLlhjc0K+Xt832B34/HFAHNeG7LxBcW062Nj4YkWSW4g1N7ySQSPctM4P2yIRsMouMDPTFAHoHhjTLu0tYY9TnilmRFtZpYycP5QwNrEDooHUZ9aAOE1G6cJrJ0ndGw2ruQYKlLJQ5H5Mc9e/WgDY8WQaelhD/AGOISFe1/wCEcdOpLXMePsnfMkJPTkjOaAJtR0LVYLmabwvNp128ipBrGi3JI8028Z2mC4BO0lD0K7T1PrQB0Wgavb3tvHJYQtFE6iWCEgDyUx0Kj+509KAOd/tfX7yWf+w08OW1vE/9lTyXqyM15LHEpJcRsoCqrgDlvfFAHK6dEsuk2S3QglQ3cdtIqElHh/tVxiIn+HbwPagDr/EUDDUdPZJNvNzZSoB/rkktC3zN/sMlAGdda9rmoW1w9jLoFrZjzbCO2ukdpHjt9ysbqRZFCl2BwNjcYyaAIdO6aN/1zP8A6Z2oAtx6bbXU2qJqE5ihcxW08wbHkq+nR8hj/dPrx60AO0i+1ewngg8SR6beKwe20PWYBtci2iyVu7U5wXReqtjoDzQBR0bSrbU7W+iuLiS3H224tjcDH7u5W7VlKA9fnK8cZ6UAauia3rEN0IPFFvYzSmNrzT9ZtgR9tihdQVuICOCM5+9t9KAJPiHMFhhEyIbc3VtHqZfG2O0FypJud38O4AH9eKAI/EcNr/aOnnbALjdPHu43NbCyk698Kx+gP1oAxfDEGtyS3otrjQZojdTJf2l4jl/LZQFBdWxtaELj5D3H0AOt8FaDLp9nFHcXsV0yghbmPpLG8jEbPZUIFAGLrGn6pZST3Hh680+7ibE+uaNc4G77HAAfs12vQtGBwwI70AZWr6nqFzeWD6E9lbJJA91p63ykokk8aEqEjZfmERHRqAJtQ0DU4YdQk1W80ZmktXiubexRlDTwQSYeYSM3LIcdRkAcUAWvE1pFHpcXkRKnlm0msivH2aQXMIzER3Ck0AXtX0LVUuHm8I6jYtOVS11bSLr7l4sOSpWVOVZVY44IOefcAxrvxTBqEemPbWZt1kuBcJB2tfs0MqlVOBwGPHAGKANnw55H9oahjyfO3Qbum7yfsKYz3xuz7UAcxbqgtI/s2Ps/9pg6bt+79k/tU48j2zmgDrYv+Qs//XpF/wClk1AHJ6dIq6dpfmnEfnw/aCeigLLt8w/9dtv44oA6XVzB/atps8rzvKuDPgfN5J8vbvPpu34/GgDmdU1nXNU02edtW0zT7QpPCNJkgy3lQs67bi6aTh5SMDCdcYGaAN2R1FzpnmnCmKZIyen2o20WMH1Kb8d8Zx3oAiZpHudU/sko9x5EEcITki8+z3GA4HfOPegDD0/Q9e1DS4kTVPCkNm0cSwTCOQPayR7cHzvMxvSUcnb1oA6nVNHvluZJvCuuaeLjakGs6Pc4KXCRBipmkU5U7WOOMeuRQBu+HNeGo20Uq25h8xRceQTnyie2/Azg+woAyPDka/btQIRdxeBGfHLKtgmAT/skmgDEjOu/2peDR5dCiYrb3ERvkdmntPJI/wBGEbr8sUobPHU/SgBYTqmj24EOpaNPc3N4Yre4CHytOa/LEhIw2TsZGAG7qQD0oAI4tQj1W2XWPEFjqEginkVIoRG1ojhP9codsiUjjp0NAGH4l/5A+of9fcv/AKdUoA7vxXrNxlLfRZNt9NlVlU86VYL96Vsf3Oi9Mt06GgCLWJX0mC3i8PfZ4C8qaDbXE4LC0EqOS7x5G5mKn+IZJyfSgDE8m8j1mAX2uwXreRLiFIwrWkWV/wBeFJBErZI6dOncgDdH1Gyi0m5+2PBuU3kOqQMQGa5eeb5Zwf4pUKgZ56UAN06WKM6O12yJH9na2jmfol3NZQ7RvPQyIHA9eQOtAG1K0Eupth4niS0a21lgeIGmuQVW6b12LIRnoMnjPIBl2E1zov2ddN1iz1XR5ZE0vTkYr5tmbljg2txHwyxnk5GQOnAoA7bWv9RL/wBc3/8ARZoA8+vL21m0GJbGaKWRo7fSrRImGf7W3RgBAD96KUZPcYzQB0FlcRR6rOL2VVleCBtIRz/rraFpt4g/3HwSOvfGOaAOY1qZJrTVZLJg1o7hbORfuzywW8Su0OOCGkBGR1IoA9WVQPugAdFA7Aeg9qAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDz/wAJ/Cy1gt4Bq8d8sqhbi90zz2MMl6hzultQxUlTjpwSO/cA7JtGtzOJSr+eEOmqc8eRJIrHK+u5RQBz03wp0VwyyPqptm3N/Zn2h/KgeYk5htc4BVySOODyKALeqeANPumiaS51SCSJTZ2U1tMyGKJgAfnT+8BQBcsPC1rDG6T3GoX0b5Fwt/K0m9GXGB5hPBFAFXSfAWm2jq0UmpXDoDFpwu53caZG64Is43JA3Jx0zjj1oAns/DQiu5p3lVjIkdnDGAf3CW+7O45/5aEjtxj3oA0NU0i0vY2j1O3E0LYEsRJG7YwIw6kEFWAPBBoAxbX4daTHIr3B1K9uEPnWd3eXEjtakA8RFm6cnjHPfoMADbv4b6TM7s76oiSEy6jZRXEix38j9TcW6tj5+/QGgDYk0O0aSNzDiSJXtrILwIY7jZnCD2QAelAFyWFHBE0aOhBjljYZEiMOQ6nswoA5/S/h/pdo6tbnUZCmf7NhmnkZNLWRSCLOBmwAUOOh46UAMvvhvo88ju8d7F5nOqW1vM6JqhA/5fIEYA5HX170Aa0ugWDrEGs0CQstzpsakgWkkMZUbFUjhEYjByPagBf7CsvP877P/pXl/wBl/aNx/wCPTzN23y84+/znGfegBItAsEWULZoUmZrnUo2JIu5Jowp3qxPDooGBge1AGbpnw/0m1dWgjvJCmU02G4md00lWHP2CF2IG4cdM44HFAHRUAcu/wy0Fi/mWU7QyFpp9OMr+V58wOXjtQ2Ax7EDI6rg0AaGqeENMvERby2ceXhtOnidlewdFwDb3CkEFRjvg980ATaP4ctLEEWf2l2Y+ZdXM8jO904HWWVyeg/CgCxc6TazPG9xDuljLS2UmT+5eaMqflB53ISOQfagDL1TwNpl3IXmS8gmIEF3NazPGb+3TPy3flMMgj159DQBPd+ENKmhSKawVbeMrLZRRMy/ZJIgcGGSMgggE9/rQBJpfhqwsyzWUEvmvg3VzNI7vOIxgB55mY4QdBnAoAsXuk21wUN5DvMbi/tDkjyrlFYA/KR0Vj1yKAFv9MtrqNk1C2jnhYeVPC44kU/4H8R2oAztK8G6dZvutlvJZcG1hmuZpHNrbE52W/mscAYHT8c0AVrb4caDEV8nT5tqN9qtbZ5pWjt5s9YrN3K/KenycdqAL2qeE9MvHVr62l85QYIrmGV0dYZOqmaFlJB9CSKAIIPAuixQSQwaYqWshMt7bh3/fuyqCd+7PzBR0I9euaALWr+GrC+2/2lBK5Qma1kjkdGgdlIOyWJlPzKSOuKAIdR8HaXdFDeWs3mRg29pcRSyI8UTrggzxOpIYepNAC6X4Q0iyV10zTIYo3wt5EckXISPb+9VyfvL1/vHlskk0AZ9r8L/DUJU2+jgMjLd2jPJIfsk0L5H2fe5wNwGQMA9wRQBpar4T0y9YNf20vmhTarcQyujG3k6q8sLKSrHsSRQBHN4K0V7cQSaVB9jX5oLZcjyXDE5ikUgg7ieQ2euTzQBLpXhXTrJmaxt5vNYCGa4mlkdnii6ASzMxwvoCBQBY1XRbO+jaPVbSO4hb5ZYW74/usOhU9CCCO1AGdpvgLRLN1ew03ZOu5EumkdmKTAZEkkjEkYAxkkDnbjJyARaj8OdAu3Z73SyZG4ujHJIgusf8/EUTqCSOuQSe9AHQRQogAhjREAEcUajAjRRwEUdlFAFO00KygaRrW1VHlP2i/OSftEgXGShJH3fQD3oAzrD4faDayB7HS1jlXP2fLuVtS/X7NbsxVcj0Ue1ACap8PdCvJGfUNMLysBHdOkki/a1RcD7SkbKDtXjkHjigDdt7aKJVW2iSONQIIIlHEUaDACD0UUAYl94A0O5lMl5pgeVsC4Idwt1tGP8ASbdGAbjjlTkcGgCxF4S0pIkjh09EgjcahZQKWAguY5SwK4PaQ5xnHtigC5caXbSujzwBpYy0lnJk/uGlQg4AP8SEjkGgDHuPhz4elkZ7jRonZiZ7mMs2y5mc8tPahtpLHnJQnPPYUAaUPh6wQQiK0UCAeVpWST9kQQ7flYnn92cc5/OgBZvD+nyCUT2EDiXA1JWH/H5sQAeYP9lABQBU0rwPo1k27T9OCyDKxSyO7m3VhyLdpWbaGHpigB7+DdGZJEl0m2kikkbVL6FxkT3kuMt8xOCcDpj2oAXSPCGlWBJ0yx2SEeS88js7GIHOPOlZjjPOM4oA0Lywt7hGS+t45omHlTwuOJEb1FAGNpvw+0GzdXsNJjSZcpb3LszNGrKRgSyMT90kdenSgB2q+AdCvZN+paVHJNjyZJlZlNxEO1x5bDcMdjkUAbVvawxKFtYIoYwPLhhjAAiReyIOwoAxL34f6DcSF7vR4HlPNyQWAvDj/l7hUgNj/aU0AaGp6FY3kezUrOOWLh0TkeS6dDC64IKdiCCO1AFaw8IaRbRPHZaZCkL5W+Q5JvBKCD9olYkncCerGgC9caTaSx7Lm1jeEbdsB6DyGBX/AL4ZQaAM3U/AmhXjl9Q0e3eY/JNOuVNym3GLlkI3DaAMNkdPSgC6/h/Tm8vOnWwER8zTUVcCyYDH7lFxjA9qAM/Uvh74evJC+p6FZzzNjzp3BzJsUAZ57KAKANN9FsWRFNjbiJCtxZwKuFtpLc5UxIuMeWRxQBINOtxIXECeeVFm0/doEYkA+wYk0AV/+Ed07yPJOn25tMfZ/sZGV8vPTB9DQBDY+EdItmDWOlW0Ui5Ecyj5gJVUHLn1VQOemOKAK7+APD7OWfQbFnJa4cleGmlGC3l9MsO+M0AXdQ8NaZdoqajp1vPEuHto3H+oZBgGM9sD3oANL8OabZZ/snTba2yBHMYhjzhGWI8w9yCzcnmgCoPA2hB940Sy8zf9vyV4+1n+Pyjxu98ZoANV8CaBfPu1XQrG4l+407Ly4A/jYYztHrQBsW9rDEoW1gihjA8uGGMACJF7Ig7CgCOHTreN3aCBEkciS7kHWdo0AG//AHUAFAFLWfCWkaht/trSrW6K58hpBzEG67WHrigCSXwzpbw+VLpVmbT7q2W0bVAOflQejc/WgCDTfBeiWZU6Xo1nbuu7ypI1wV84DOW/2gooAnk8Oaa8bpNpts8Dsby7t3GVuJ5JNxMinuX5oAi1Pwho1627VtFsLuTb9kEsyAlIQScRk9MEnpg0APPhXSPJMX9jaeLU8tZCNQpb12Adc85655oAZpnhDRrPB0vRbC3ZdwikjQbl83Gf3nX58Dv7dKAEm8HaJJL5txoWmyXJ+Vrl41JbHc5HUDv1xxnFAFq60LT5ovLutOtJLbAgWzZBtjjQcCOPHHl44xjHagBumeH9Osk2aVp1tbxcloo14ct/f9c+9AFex8HaJbSGTT9C023nPWeONQV4x+7IHG4HnGM96ALuoWrSxOsZUMytAhboGdSPmI96AMTw/wCANLs1hMuk6a19HEljLfogzJJDEAWRiOrY643Y4oA1NX8N6ZfqBrOmWl2o5i81QTCTj/VP1G7A6EZ70ATnSrIx+W1haG3x5H2MoNnlDt5OMYH0oAtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQBl+HNeGoW8cq25hEi+esJOfLBJ6tgfyoA1aAMrxJ4mttLt3m1CK4eJNvmpCAWbzZFUbFYgcMw7igDEt/iTGrKNf8AD+taQHb7La3VygMbyN0Es6E4Ln1GPfrgA6GXUZ1mVF024eNlM0l+Mbbd0P3XHq9AF6gAoAKAFoAKAM+01G5kmlSbS5oYk2fZL5jxqXnISfKXHHkHg80ARXWoXwnjSxsA8WDc6neyZC28fQLbtjlpGB4zwOT1GQDVoAKACgDIbxCBeCD7NyYW1g3O77ojnVdvlY/i3Zzn/wCsAa9ABQBlaHrwvRIVtzFsll0rBOfNNpIRu6D75HvQBq0AMmnSNS0zbUAMsjf3UQc8D0FAHF23xE1WYCS38BaxJp7ASwXqSRmSWN3wCmnZzh1wevTtjmgDt6ACgBnnJnHmJvx5hjzyEJ6lfQmgClaX9480q3GlNBAmz7BfFwf7T81CW2xAcfZ245JzQBdFxEWIWWMuPneIEZRT3ZfegAkmRMebIiZIjQsfvOx4C57saAM3Q9eF6JCtuYtksulYJz5ptJCN3QffI96ANKK4ifPkyxvgmGTaQfLkXqHx3WgAa4iUgPLGrnPkxkjMuwc7F/2RQBm+HNeGoW8cq25hEi+esJOfLBJ6tgfyoA1aAORPjjUZJZV0jwffXqROdPnuVmiUNMqg/KsrA8KwoA6DS726mTOoaVLYSZKm1d1Yqo774yR831oAtRTxvnyZY3wTDJtIPlyL1D47rQBV1jVBaQSyNEZBGj3zRA480QRk4Df7WPSgB9rfq0SvcNHECq3EhJ4j3qDyx9M0AWIpkcAwyI6nlHU5DD/ZYUAOLAdSB2Uf3jjt+FADILqGUZtp4pV6B0IIyP8AaHpQAlveQSjNrcQzL9wvGwIDAdCR7UADXkAYK1xCJD88cJYbnXnlU/A0AZ95rwhuIYvs5YyrLOJs/wCoFmE6rjnfv9RQA/StRvJzJ9u0tbQLI1raMJVf7dboeHIT7u/0PI70AaVAEL31urBZLqBZDzHCzDMgP91D64oAfLMiAmaREUcu7HAUf7TGgDM1nV547d5NEitb2QDdbRtIqrMd4B3TsQPl570AXZLxYo917siwN8wLDEbEdA5x347ZoAoeG7/ULiHfqyWMbsTLbwW5yLW2J4WebcQXTuRgZ4A45ANBdRtWICXlszkeZFGGGZEIzlFz0I5oAsUAUdQ1i3t1bzJ4PMCm5jtmcAzhFP3Qf72PQ0AVPDfiH7daxzXEcduHX7VIm7iBcnq5x90D2oA1Le8glGbW4hmX7heNgQGA6Ej2oAdJMiY82REyRGhY/edjwFz3Y0AMgvreXP2a6glI4lCMD5ZP98D1xQA9JkbPlyI2D5cgU/6twOjY7gGgBFuImGY5Y2TnMgIwNp5+b/ZIoAbb31vN/wAel1BMBwxjYHafcigBo1G1LbVvLYy9PIDDdkD+5nsPagDItfF9u93NDLLaRmNYngJcbruW635Cof8AnnhR360Aa02p2kf/AB8X1rGR8jB3A2sRnBBPcc0AMvdb0+2/5COp2NsTjaJ5FXduPGNxH3jQBaSRWAMbqyn50dTw6kdVI9RQBXu9Vsrf/j/v7S3GDITM4XCL3yxHAoAVtTtAgd761EBAmjui42yRuMgrLnGGHvQAsWo2roHhvLZ4CPMS6VgVZPVZQcY/GgCWSZEx5siJkiNCx+87HgLnuxoAzdO1C/kmmW9sbaKFCq6fMkgZrpXQk+fEPuleOvXP40AWLLXdOuSRp2q2Fy68TxwyKxhIP/LRVJxg0ARaNe3sysdTtrOFg7QQpBJuzAh485sDDdcj/wDUADP0nxDNeXMotb3RZLKPbAghcNLPcsoJMhR8KsZO3BTJIPQdQDSu/EelQHF9rOm25z5O2WVR+8PbDEcmgC+rA/dII6qR3B9D70ALQBzlh43tGaYateafZFJ20ayEsgX7b5cUZ+QORzl8cUAb81xFGCbiWONB88krkARqO7sfSgCDT9ZsLsE6VqVldoD5cklvIrBHx0ZkJ5xQBDD4l0mRlW31rTJJWHmW8CSqWnQEjMaA8gEEdKAH2mv6bcOy2OrafcTLn7RbwyKWg2tg+bGpJG1uORQAX+v6bakDVNW0+0Zv9Qk8iqZsH/lmHIzgkUAT3OoW0KF7y7t4YR88lxIwCorHq0jHHJPrQAyw1exulzpeoWd2n3Glt3VgrehZCaALVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAHmWkXVh/ZNmmo6Zd6i0oFvY6ZAcG9mQMf3j7lG1VBLZO3HUGgCTwlaC11EpaeH7zRYntmvbrTGdGSa5hukAeExO3OxiD936dyAaXxg/5BVx/2y/9K46ANL4hi3OnXP20gJ5TFCf+e4Hy/nLtoAxPMn/tOyFw8277LJ56uTkyHbnzAe5I5oAPB/hSxuJJ5dSjkuplvLg6c0rMRpoiuT/x6JnA3NyeOe/SgDA8201Ge7Ov+D/EOrMk76PYS220rpttaqoAti0iYaQkscDuOaALTz6s9pZwa7DqVv5s50u/lkf95cabAWKieRehnUKDhskA+tAHWyeHdN0WGeXw/piwusT3At42bbK9vGxH7rJGXIAzjNAFLwr4D0jyYJZY3ub1hHrE2sl28y7uJFBO6YEHa3TaeMdQaAIDqM1q+rPalRIgS8gLDIEsOlIRuX6igDM1XwxZWOni50wEakiLrY1gkl764lClvtcmeVuASMEkAHigDQ1Lw3bX2sf8TKFJ4FtEke1cnbcTG9kx58XQhME4ORnBxQBo+C7cWs13DbMwtopUbToCT/ocd3bIxWLJPCuTgUAHi4JcXNpBeDNrK0t3fQknF99ghBVJAOoZ23EE4O3nNAGRpehWVlrZXS7ZYIjZG5+zp92F3vxn7PH0AJGcAAZye9AGHpulSX9l5sPhDVpdVlDapb+IY5IFK6gxbaYZmnDBIzhcbB8oxg0Aesae9w0SG/h8qYqr3cOQfJnKDI3KSPlbPQkelAHFaRqFpb2l42qJO8H2q6t5ooSQ0/2i7KhYWBXmRmAHzDnuKAMmbSls7myaw8GrohaUWFxcwyofPglhkJjukjPJJGc8jjr0oA9RngSRSsy7kIMUi/3kcc8j1FAHBPZ+IdAjJsb621XSoh5z2tyMT6bp0IJItZwQG8qMcbgD2FAFrVLe21O+gTUI/PsxA+vx2T/duLnzY1U3UR6+WjnAPegCqjLpE94mgwfuBbf8JLb6av3bbUA0oItIx0E4VTjB56ccUAWPCPgfRpLa2lutPWW9Kx67NqbE+ZLfToGJkuAQSCx6ElccEUAQyX01u2rvavtkRVuoH/uSxaSpBx7EUAcvF4e1f7NC2jfDx4tTTy7+PXfPg3XtySC7XTmTJF0pbhs9enFAHXRaLZapf3f9u2tteJCsWl2FrMoItI7iAOzIp6NMzAZwDx19ADJ0qfTbKxnjvrS4u4mu59Bs7AOd2ozSXJCoZmYf6zHJLdMk0AQQQyWmq2a23ha10RXW4t7kWrKV1a3ihyomCKvMLAE5B6jk0Aa+h+F9N1Q3T69Zpdzm4m06G5k+9YWtjKVUWEg5XZjPykEk5NAGp8Nf+Qbbf9cx/wChGgDq6APONC0rXZZ706P4ktrGL7S0bW8lv5m6ZYIssGMi43KQOh6UAW/iPYCSzhTV7lZA09vaajcqu0Sh5QGZYwTjdycZOPWgCW60Ow06+s/7C0+0shJ52m30duiqLuBbYuPOCjkxugwfrQBt+NP+PC6/64Tf+k7UAc/q1zaSR2sT+GY9buWjF/bWcpAS1ihiUF7qRwQBlgB8pzQA3wHC0N3eL/YkWlLi3uv7NidSkU8qSgtBswMShR/CvTkUAXfH9jDP9jW6TfGbuMSp/wA9FFvNw3s2OaAKHxBsltbaCLQtLgSGW5jsrzTLbbGNQtnV2ZAwKgfaNgB5GelAEejaRqMV9E+m+BV0O1KyWuulJYdtyu0FD9nhc8xSAjIXPPXFAGHr0dpe2txNpnw8tHgdJdQg12SRBM0qA/vYYyMhVI3Y8xSRkbeeQDq5Jne804ysWYwXEkjH+Jmit+v1NAC+FLWBxfjUxBPCbuVrhZ1XaYTbwnEqkYxGvr+NAFLwf4Y0+4uDdWej2dlbgGy8OW8UKoZIejTSBMf8fJyFyPu896AOf8QxW17a3E2j/DzT5IGWW/TXZpVWXfEW/e26bCcKV3AeYu4dsHkA6G/tk1G5so9bHm23ktrbwSDK6rfxCMATL0PkKxbHI9RQBP428P6dZabdjSNOtrRWQzTRwrgNJkciMcdPQUATa5ZwXuoQxaqiT2qwyautjJyl1eLNGoNxEeD5aM2MjjrQBSWzgsrm7i0pEgtWtRq7WMfCWt4zSqTbxDgeYirnA560AYcvhTTrXRUmtLKBL5YYdah1QKPNS4GxgBcHnAHy4zjHAxQB65QB5tpnh/TNQs7iXV9PtLq7d7mSSeVQX0828rqqQznlRBGi4AIx1oAwYrmVrLSov7IfUYZC1xdWAZVF69nGxVZXkIGC/wA2CcHGKAOp8N6NqEV5vtvCMeh2ZiNrfWqyR4uroPlXS3t2IzGMjOAcHvQBd+JFlHPBCk+7Y9zb20u3rsluADtP0NAEWpaLY2l/ZHSrC1tGbztNuRAiqJ7VLNmAkVR/yzdBj0oAueDPv3v/AF9v/wCksFAHE+esmmWihEuIJrx7K5gDhRqED3lywUTekrqvfnpQB09noGoJexSaf4ds9Lt9r2murFIv+nR7B5f7mPAzA4xkjODigDK0zTl0Vo08S6BZXEXm/wCg+K4gC32u5dsNq2RkNISFzuZfU0AXtP0PSpNXuTc6baPMscF7aFo1PlTFmy6sRwwYLyDmgCzoui2M2oX7XdjbzSBobeN5Vz5cbWMRIRW6biBnjnv0oAjv7k391Muk+FNAv2iCabqV9qD489HDMYrZBE/TdyTgZ6g4oAd8JzMLIrcxGIpLNarbbs/Y1SY/KrjtGSaAJtR0y1uNWi+3WsMwW1luIVkGRHL9pjGQp/2WIoAz/EyTi+t49O0Kxv4Y4HvLTSZHWOOCRHRQyAowPkxnAG3jqMYoAm07wfeSm6S/0iDTrG4jAezjlDi31Ihgz2yKFADgqTxyRnjpQBWsNXm1d7KO7iAkiL6x4iXJ/c3ulsY1Vh/00uSXwew70AWk0dr2XVIkuGgMnlWgmA/1Zl02MfMvoe/tQBH4aYWc8MXiHwtp9pe7GtNK1eyUGK/iiQEqjkAhti5wQehIIzigDLnlkFlOqyyRRSahJp2ozpkGCxudSAb51IxvU4/HFAGx4o0y00+WxbQtNtbec3CaI5hUKZdLnifcsgHURgBuQcEZGDQBW8JaFp9xeaib/TLK4bzhbbpkVv3DRDKjcDwx6+vegDa+HBb7BEHlkcKZbKJnOSsFtdyKoz/0zjUCgDq6AOE8M+GtLuZb9r/TLWd2uH0+WSRck2y20XyqT05c9MfyoA5o3N/NYaWsdtFeq7qLm2uH2rfG1icqk87AjnbwCDkigDpdF0bWhfCWXw9p2lW5iawvobeYN9skDgqzoqJzHyM4JwaAOPsdDtP+Ec3G2tfPCtfx3kYG5Jo7xiCJxzlAADzkdKAOy8QaFY2U1i2lWNvauJxpCtEoG6yntZcrJxz90denbmgB/hvT7O7uL1tTt7a7mE/9mKJlDfZ7CG3j2rGjDgMzN25PXmgDH0zw9c6hYIuj3FoRb3UkuhG8UtHqNnZTyKi3RHVQpxkDsMc0AdN4S1kzPOl94eh0u/QpNqyxFSt/9oVtrpOmM7wp6jI6GgDqKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5VPAEcdvbx2eqXME1ufM07UVVSVLKwIkiYEESoxBoAm0zwfNDcme/wBdvL6by201UkVVWGCSVW/cxoB9wr7k9z0oAueKvDEWq2zw3FxJCj7d0yAEp5UqtwD6laAMtfh+8zq3iXxDqWrBCLi1s5FRI1mTo0tvCoyUJ7nHqDQBqXHhmCS6jnaaYSRo9jHCMbXWcjluP4cHv/8AXAJtF0JLISCKZ5N8smquWH3Hu5CSFx2QmgDLvPBt15rvoXiS90vzCJ7+3jjjdZ7lFA3qkqnBdAAcYzjJ5oAtal4TiuYEjnv70yIVu7HU2IMkF5B0cnGCeuflwQSKAHaToN5Du/tjxBd6puAgEc0carFGM5xDEoBL55znigDPsfAs9uyiz8T6vHYqwuLbSF2YiVGBCfaypbYDxjd046UAatr4chjkuHaRpBOVe4hYcRiG3VMKf9tRQBiR/DZcLHda/qlxpqFZLTRJNm1RC2VWe5C7mWE9AW7DOcUAby6FGLkzCWTzDEulNFxgRxSswI9yWNABYaElvNPIkzs0zJPLGRxCbeBV+Q/7QXNAEWv+G475UxdTWs8bC906/iA3Wc4BHCsCCJFJBBBBoAo6T4I+z3JnvNa1C/ujF/ZUskwQAxGRT+6ijUAbSvYdyTkmgCsPh7LHuXS/FGsWFixM7aZbbB9neU5P2S7ZSyh35wDxzjGaAOuoA5yTwJZSQTRTz3ZilkfVZJEbDW0804f9w4H/ACxkAI4PvmgCtF4Bkd431rxJquoTROLqxLhFSHYCPmt4lAJcE8nJ9Mc5AOmurSKZGW5TfGwNvMmT88cgwRuHqD60AcifhiWTypvFevyad91tLZl+aMD7jXgUNsA4xu6d6ANjWvCMN15bWl3cafcxZGnXttjMEbgAq8TAgq4A4I7cUAJoXhCGz803F3c39xMQ+qXlzjN0qAgKIlAAWME4AHegClY+APszKLLxFrcVkjfbLfSFZdscgbO37QF3eWP7pcj19KANi38O2sck7AyuZyr3sbkbR5UATEQAHDIOck0AZGn+BZrYoIPFGufYkIltNLJTEYiPCvdBNxRBxtLcjgkigCXU/BbTTmXT9d1TTZGUWWoC22YvYY92MiRWw0e44OMjtQBB/wAK100W/lR3OoACU65aXjODJY3+/IaKVh/AcjkEkdSTzQBJa+BB50U2ra7qmoXcW82ssmxUVLiMqQttGgHKkH1JHJxxQAk/gFDJI1lrmr2cMzfatV0+3KBbqYKBmKUoWUzAfMVYE+ooAdP4Bt2s1t7XVNVtok2iG7icCQiJs/O4A6n2FAHTUAck/wAN4hLLJY+JfEdk0rfa7uK2kjCtIBj5Q0R6D3NAFq78DQXECxajq2r3SiRdQW6lZN7SQtkBmCAYB/2c+9AGne6HBPLDJM8weEvPbKpGHaeFlPnAg9FY9COaAJtT0yK7ikjuGkWORGspmTGVjnQg+WSDyAfQ0AZN94JtpWha31DUrO4hX7Ja3tsy7pLcqAVuEkRlIYgHlOvSgCXRPCFvYySvHfajczShFvZrlwTI1qGwVAUYyG6DC9MAUAW9T0OC7MRuHmUxSDVLfYR880cbjEuQeMOemD70AGs6Ha30RS/Vyhw6SIcNbTIchreQdGibkGgCvpnh6W3bM+v61fcCFI7pk2xhe4SKNMkjuc0AYjfCuz8pootd8QxWLb8aXHKuyBZweInMe7ah5AMhX1BBIIBu/wDCM23mQP5lxvgR7K0XIxJHcKgPnDHUBB0IoAp3fgWzmhuIzeahGlw5v76SNlDRu6oCIGKnh1QDkE8nmgA0jwW1m6lPE/iG4jUeXHYzvH5ZTYQAY0iXiMdMEUAZ8nwsszE0Ueu+IIrJi7DS4pECQLPniFvL3bUPIG8r6ggkEA1tQ8H2dwsQM13BLDxpmoQsBJaZTB2uQRiVeCCpB7igCGbwPbywTR32p6tc+d/x+3crrvxxxAoUKAo7CMD1oAt634Wtb7aZZbq2nTLWeoWrbZLXeMEJIQeJB1BBB9KAIdN8HWlsko+031zLL8moajcMDJcrtIAZwoGIVOAAoA9OtADrjwhaS2f2aSW6Fv5a6WJQRv8AJhUAHdtxkgf3ce1AG3QBy0/w4sXkkK6jrUMEpNxqOlQTFYryaUfMXCjcPO74kUHvxmgCyPAunfZY4M3XlRbXsLkNiS1nhzh4plAwwye2O2McUAT6N4YFozNJq+sX8hAhEt5ID5MSnOIo0VRye+3PvigC1quiQXgQXTSgJJHqcJQ/8t7SQMN2QeGIwfbpigB13o1vNJE84cyRFprQg8Bpoip3j/cJoAx77wDazSu9vqes2TSYOpw2ku1dRMa4/fKQcEpxlSh79eaAJovAmkpai3jt5RaqTLbDed1rKZSwaGfqDG5yDmgCTRvCq2jbpdY1q/kwbeOW9lz5MTFSQkaBR8xUclS3vigChb/DexQr52p63cwIwu7PTbibdHbzREkHBGTsY5+Z2FAFy68HW8l0J4r/AFG2mCrbXEUDKF1CKFyQLtShJ5OOGHHFAGhaaNbwySvAriSUrNdkngtDEFGwf7gFAGVfeBbaWVntdU1mwd8f2hHZy7RfMi4BlBUkFV4ypU+tAGjofhuy06MppUTxxFmutjMTteZsnax7D60ASNo1uZxKVfzwh01TnjyJJFY5X13KKAKmu+FLPUNhunuYZoyZtPvrdtr2UjjB8qTB4cdQQQe4oAm0bw/HZhtt9qV3I2GuLm7lLNIVHGF4AwP7qr70AJp3hmwtJZpLG38uWYrPftniR4lONq++SfqaAGS+FbF/P3rP+/2m/KuQSYYgo8plIIwqjoaAK2m+Cba3kV7jUNWv5U3JYSX0u77AkoAPkDA5ZRjJyxHU0AWU8J6cIpY5bUTQSu97ewy8iSW6fJx/wLkenagCtpngezt5FeW81S9lQGHT3vJS39mxsuCLZOBl14JILHpnFAF/TfD1pavK1osgeVvtl4WOd0oXHyD6UAYmt+AY57P7PpzrHAZFuLsSk5e2a83uEcd2OcflkdaAOsoApafo1vbGQ2ocGSQ6ldbjnM7oo+X22qKAM8+CdLNssDQSG3TH2Rtx32skZyGhnHIaM9CKAH6P4StbJi0d3qtzKR5BmvJ3cpEDnEe8nAJ56UARx+B9LS0NtDBKlmQ0PlBjkLLIWOJDnqxNAGjf6PbXJjN2jMY3Go2uDjbcLGwBbHoGNAGbqngmxupC/nahaTMv2W7ms5WQ3sS9PtO3r5Yzg9RQA+88FaXNFHGsE9vHF82mNayOjWLBCMxSoQclSeuc96AJtF8MWdhu+yG6llfDXl5cyM8l15YwPNmck4iU4A6D86ANagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoApadq9tdBzZuzBHfTpiRjFxbNhgM/3WoAuUALQAyWTYCSrtgFyqjJbaP4FHc0AU9H1mG9iWS0juEjbOxZlKsNjkfPGfUigBLrW4IZoo5FlaWXe9uFHCR2qAkysSOASo4ycnpjJABoUAFABQAUAFAGZZ+IrWeeaK380zQiNr4kcKbxWICN3IUZPGORz1wAaVAC0AJQAtAGZouvx3yuYbO/twkjae63KbTK8OOYlyflbPB/OgDToAz9H1uC+jD2ayiMs8C+YMEtbTMpOATwzKce3XFAGhQAUAFABQAlAC0AFABQBn2etwTyyxwrLviKw3RYcM08QYeWc9lI7CgDQoAKACgAoAKACgAoASgBaAEoAWgAoASgBaAM3Qddj1CCOW3ikjRx58cb4yikn7+KAB9djFysPlSeYYm1XzeMLHFKi4+rF6ANGgBaACgAoAzrLXIp5Zo4o3DQlIZ3PR2nhDfJ9FIoA0KAFoAzdB12PUII5beKSNHHnxxvjKKSfv4oA0qACgAoASgBaACgAoAKACgAoAzNK1mW5aUS6Tf2gjkNlFJOuBqCJ/Hanurf574ANOgAoAKACgAoAKAMfxT4mh0q2ea6glmRNu6KPGXMsiqME+hYUATaxq0tqqmDSr29y62skduATbxytje6kjiPv+uBkgArJ4qia5lhjtLhpI411GRxj98JSflhXPXjvigC1omqTXcKvc6ZdWLtnfZTj5oNjkfOP9sDP0oA0aACgAoAzNG11L0SGKF4wksmlHcf9Y9o+CQB2Zgce1AGnQAUAYHhTxPc6nF5kmkGzgbEmmu0gZruEk8yxqPlIwONzUAb9ABQAlAC0AZWn68LieeMW5TyWSBpc/8AHwbiBW4XHG0NjqaANWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDxqW51e20lLxPFOsyXwCXDRyPmKaOe5C7ZLMjHCN1+9kZBHYA64Wd5pt5bLFruqXkc5lttTivH3BpYbcuGtRxt+ZSMAbcHgDFAGR4q1vTmaY2uveN5JYyUkOmh/J0m7iQfLM0abeCBkMXxznFABd+I9QvbbTTHq93ZTTyJBqL2+P9JiER3EHHBdlGOOM98UAbejwXVjfmEavqN5avAdViS8cu1nPBOiny7huSJQ+cHoelAFP4d6C0Rnc6zq8oFzc2ptJXUo7JcEb2UKDubHPzYz2oA5O18aLeW5mm8TeIrTVDvubGxijmMFt5bnYhhSMqwkQDJO485PIoA6vVLrUNQk09U1PUNMjmil1LVIbY7Wk2RQnbvPI2lyM9R255oAt+GLm5tr24t5L++vIFSPU7Ka7cs9uZ8hlaZuSCcEZPFAGba+IdTfTLPyr+cXdw8ekvqJwWt1lLFmy3cRI2OvNAFj/hHzZalaBdX1a7Qx3JSO8k3m2ZVhz5UrDP7zI4LEccYoATSbO41zzZZfEWt2aiV9O0qCykKLbQWkhAaaLnc0x5O4EdgMUAdH4O1q4vbSN7/Z5/zWt2y9JZ7WVkLIMDiRlJ6CgDkNe8UWkt7NFrOs+ILC3hWJLZNPEo+2XVyhZmmmtlY/u0KAAkDqcGgCvP4h1OXS5zaatf8AmpOmm6ZrEiskl1byXcBDTRkL0WQqflAIHI5NAG3e2d1pdzbNbaxrF1FNKdL1OC7m3BmmhcqYI2Hy7GUn5Qoxx0xgAr6L4YhGq3bLf6srD7PfsgmbbcSTibi4jzysQACg8KOBQA7RNHu764umvvEOtrDHcm3sLKCZlERSGMnzGXkq2Rhc7RzxkmgDP1XxbYXN3Oms67r1lDCVs7CHTVmBnkaMF2u5rdWz8xwASAAM45oAWx1vVrnT5Hgm1KSW1nMmnztuV9e02xZT/psRC5+0W7EEY5OD1oA6J9X+3XsC6XfyG2SI+IL5oXIF2LoARLNtIyHBd8H0GfcAxHudcmsrr+yZ7yacXc1sArnzBp8V5grYSnOCI+B6DpzigDU8MSaVdiYaZrHiNHKi1v8ASryaTzNDkdTygmJZWbPUORkfLQBU+GumQWtoZJdR1ArmcTrPMxS3jt7yX5o4mOASBknv1NAGBqOsRRRRy+H9R8dSN5qPDqF2ZTDqNvPOoIuIpMKEdG+U+WvOMc0AbHjGV4bnd4lTXv7J2KLO706RwujXiscvqMcBB442n5lHoSTgA7TQ2gMEf2PUpr+LaDDfysGa7Q95JABz+A96AOcNnLqd7cLdarqtvBAE0+2tbOZ4xLNdQK5kneIgkpuAAOVGOhzQAa1DeK9pa22r6iscglm1HU/MxNNb2CqdqTqo5mdxkgA4HFADrMyaffrEmo31xbTRPewW9zK0jafd2jrnZLKxbbNG3Qk8jjvQBy9lok0mnT3Nx4g8QNeL9qvtPmFzJixFnJIAiQ7iCrmMZyvPSgD0nQNSe7toZJUCtJHHeyKP4WniB4PsTQByTawbKTVZEKbk8u5hDdGmTTEwG/3nwKAK2oWF3p9ktzB4g1qe7RV1S9WeZmj1TzQNyPZk7VDZO3aoK++KAF8ZO0Vzu8TR66dK2D7Deae7gaLeqTufUI4CGyBjafmA6YJJwAd1pTQmGP7LfPdx7FEN67BjeIFHzSSDGTJ1PAoA4a20V9S1G/XVNR1z7NH9nisLaG4kRIZZrYElEjYDMbAH05yQeKAI/EmqRT3zx6xa+I7m0ijjkhstMSUiW5uixLX0luQfkCgKCcdTQBWtp/ElxZTpZxeI90cy/YJrndFcahowZSVhuHA+cDcM9/rQBreHL/RzBcf8I9da1BIqEXWk30km/RJUjYjZDMxI8wkkkMQT34oAwTZXcelx3curaw2pJGmpxzyzMVnhXGEntgQCsyYzxuPVmJzQB0epf8TO/aC5u76K0ihW+ubaB2T+0Lq4kIHnTRkHbEg6ZGSeegoAqz393axajDFe3TJBB9u0i7dyZLdLq1lOGn6/uJEJU5zggZ4oAo3GgyadZwXEWratJfr9nbUp5biRxqcd3NGGSSN2xt+fj5MjA780AWPGAWG5L+J4tefTdiLp19YSSBdAuYy257yKBgfmypBKv6fQA1tZvtKW2gSS91vUVcBLCOylYza9FDDyZpo2TIZTljuUZ60AUPBd8Y7uWK0tdatbXyo9Sh0/UdxaxuHkcH7NI7vlZQAfvsN2cY5oA5zSPCYTSEuLXVdVS+jibVbO4EzBYI7YMfLFuDjawBByuTk5OKAOyt7rztShbZt3WTz7M/c8y6gOM+2fSgDjU1OO9SWTULTxvPel5U0u4sI5/L0xYZGVVszCdp27RklTk5zQBp6w2r3MVnJrmka3cWojJ8R6balkkS+Kr88lvGyEhSCcDp6UAdj4Qn0uS3B8P391c2+TsM8js1qwx8jeaSR5Qxwf65oAzdYtf7QvhBe3F2tmkH9rXFtDIyfbriacqvnSxkHEIRjjcBnBPSgDEspm0cao1nNd3LRbJ7R7hi7bzYIVEznBKwkgdc7RySaAMRr14YUl0TTfiDcar+7uJ7uWKcrqis671libK7WjJxhBjAwaAPZ6APLtKu7kaXYJZXk1r5zx6Tc3URw8Ns6yM32d+xcJjPbORQBstpUWj3VuNGkvfs87Npl/p7ys+ZEhdlkhErMR5W0hsNjHUZxQBzstvb2dw58fRa5ExmNxpfiaGaXyRAZQUWZEfCbemCmOvOOaAPWqAPLND8Li5sJZbrU9Sa5zcT6Zcea4/shrW5l2+QisOjjcc9eh4AoAu6l4jmuU09b2K/liuIjqmqQWYO65aG3jIXchBCl3ycEZxjocUALY393pz3TWWlatHpwgbXLeO9zi21K2DbktyzE4nTBxnAwcYoAwvFnh+OLSFuI9R1BtQCw6rJqKTP8A6VPeyx7sx8DaN3yjaMYHvkA67UIF1DUfK1Brk2sUC6klqrMouby4mYbpGQjIjRcDtnNAGY+rz6QmoLZTTSRQRx6lo6zMzmze8hYbTJIxJVJE3de5FAHQ6R4Fs4BG32rUXuV/fXV4LiQ/2jLIPm+0KTgrI3ONoHpigDnLvxFdWdrqT29ztkW5aztJpDkWZuI7dQRnPEJfd0P0NAFnXPDsWjxRzaPc3wmjeK3vmkldv7Xtrq4RWFyshYZkLZzjg9PSgCr4lhjgupm8V6XrVxpzhPsOp2ryFdCSOIbhPbxNlRvBbcFOc4oA9CspYnjQ2s/nRlVkgnznz4mUYPmd945z3oA4aXxFJpDX4uXZwB/wkmihyT5320bSiMc8LdgAD/a49AAdX4a0iSztokuJppZFUfapZDky3D8sWbJ6uT3P1oAzvD8zm9vg8jsokhESk8RhrCP7g9zQBwN1ZxXOi3X2yaW58uae4tJizDLwzkAkZHAB6HI9sigDsPEWlwWENuulfaIo/tdtkNI7FhJcrkNJIxOG9M4oAZpf/IZuf+uEP/oRoAg8PwadcaRA3ieeUwLGL64nMrqVMe7lpY2B6Hpk59KAF8K6Xb6fbTz6t9ss7eUfbfsE0jsdL0yJDtBLsx3zKSxw2cnaAMUAc5NZQ2sltJp3gjWNGka4htY9SllUm6tLmYBl1FPNZv3qHoQee4xQB0/9h22rXt0NeR7iGDyrLS7XcwFo81uHZ02EfM5YAHqMcGgDDtGuLawmjsr26VnvZPD7ai7ZeCG5vtpeSYj7xQnng5OetAGpq2iWeiS2j+HoZ4DJcJoWpxqxI1GC7RvmulfOWidQd3B6560Adzfadb3KMl9Ak0TDy54W6SL/ALVAHlNppNpB4edrS1jjeSH7ReOv/LxKG6v+FAHaeOvuW/8A192v/pUtAHM6xNBd31wuu+Gda1qCLyrXTba2VTHZGW3VmMqNInzyM2M4PAxQBl6qupDTNmo2+p2SLeJa6Qk7Yki0nzlKb5FJ5hBwPmOMcGgDqpvDmn6ZfWn9hWSWnmmWw1BYycXsMVqzDz1zyUdc5OT60AQ+HPB+jjULxhpdv5kcsUtlLzm3eezRiUOf43YmgDOgsoNTe6Os+D9T1WTzpdHt9QjMA+wWlnJhVsGmmQgx/eJC8sTyelAE134d8QXFvZvrejQ6hPDvj1vQp5FP9pBsAPvyVLIq7sNkcnkGgDq/BlzpDwEeHrGazjV3gutPlUq2n3mQWV4iTjGQcA7fSgDoaACgAoAKACgAoAKACgAoAKAG0AOoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOIu/h1PLpQtPt8KybUga72nH7m4VshPcD1oA39T0J7i4tpEmRVhaSeWMjmYXFsy/If9ktmgDIXwlq8XnJp2p6etrNI+oSSSxsZLUXpy6xYYA/MTgkcd80AV7X4d3EcdipvoCbVvPuGAP8ApQKkfuvzoA330KQ3izecmwQvpRhxyXlnRsg+gC0AVPD/AIf1KyklDXdjJaPLLqyLtbzI3u3zt3ZxhGzzgntQBV0/w3rtgvl6FqOkfYw2+wF3G7PYQSOSV+R13CMn5eVwODmgDUvdBlluYJfPjAiWaCWPB/fNdiPlP93YaAGweG9l686SIFeJNPki5yZoZGO4n0KED8KAMgeAJxYQwx6hFHdQlLzT78LkRXts+QfLPZgSD7GgCWHwtq811DNr2oaY/krJDbWltGwCPdRqC4ldicuQRjoBjHOSQBg8K65aNIPDOr6XBbSu2oOtzCzPps9xjcbMq6gjdlgCuAeOlAG/oeh29hAkVlu8tB5Yduszk5LSH1lckn3oAytR8Oamk7TeGb+whkkVbXUrW8RmS4MGdrxmN1IZFO3uCPccgDtT8OajeWhj1HUbR7gvHdSTxxlUjEF0j7Yo9zHCquAS2T1NAFrXvD0l49u0d15YhmGpSRnpcIsTjAHqC3HOOtAFVPD+pRXry2d5p/2aVY4dQglRi6/Yw+PszqwHz7+4P09QC7omgtaNOWnWQSzNqseBjyVkhjGG+hQ0AZd74Y1eG5km8M6pYRmUIupWV7GzI01uuA8DRupB8sAEdD1PbABv2NrciMLrFzb3chytxIke1ZQ/YREtwBx1570AZHhHwYNLVw19JdMzAQyPn/RrCBAsca5J4t0HtnJoAZb+F9Rt4ZV0vWYred55NajnMQZVjuLgtsljYjhl4JBBHagBdF8NXyztPr13YS3RQaZElnGVSK2D5/eF2Yks2OpwO3U0AV9I8GXsME0GoahaTWTiWKzMaESRR37uW8+QsR8m84wooAozeBvEF1CsWreJ7AW6GMwtbW5DagLWVSPt26QgcL0XHPOcDBAN3VtO19nJ0bWdNWJgIXsryAsLfAOWgljdTl/Rsj0x3AJ/DHhxNMto4o5/OCZLzbQvmySyFiViHQFmOB26UAZ2o+GdUjneXwvqNhBLKqwalb3cZZZmtwQrxNGykMinHOQRjPQUAJq3g+9uEgZNaUanATPa6m0Q23DyrhlmtweFuF44bI65NAFnRvDt8szTeIL+2uLsp/Z8EdshWOxtNwJEKszEmZwCSW9gMCgBdO8KPbWbQxX4LETCO8Kf6pr2WRsmHdz5Rf8AvDOO1AGjoul/Y4Io/O83y40sfOxjzvIjAzsycbsepoAox+E4d90bqbzo7nak9vtx5MSWoQjfk58wDPQYoAxR4D1OZEh1zXLa60xCpEIiIl1SG3IKpqM5YjEZAyVQFsc4yaANbUtN8SGVjo/iDTo4GAiFrdW+46eVHLW0qOuS/XDZFAF3w/oSafbxxQzPKsai3ErDmUjvtHqaAI9N0Bre4uJDdrIsxjnWDZg2rW8AU5l3HPmBQfurj3oAo6t4Z1Dz/O8Oapb2s5QWN9a3EZaLUo42JUzBGUhoNzYOT6dM0AWG0nW2g2/8JMsd3u89r5LdSuzP3BbMfu/8D3e9AGZ/wjmoJ9om17UbSe5aA6akNrGVS2t4d543sxJdmz1GOlAGT4d8I6tc2VtHf67E+ntHFdXds0P72SPYp8kzlsbAeP8AV7sDGeaAOh1zwxfSTJN4f1OK1u1X7DPHOpaPUbMsTtuUUg5iYkgg57d6AILbwLL5F0uoaoJ7y6Vob/URHgQo8JVVgg3fdtVPHzZPOTzQBf1bwt9qtRD9s8vHk/6Rtzn7FMjf6vI/1mzHXj3oAL/S9dZ3OmeJbWCJgEit57UObGQLjNtKsifePOGD8+3FAGf/AMIC8C2v9haqLeS2V7SCS4j3i7guFG4Txq6csyg5DDFAFjRvCF1b3Lzajrsl9M8a2MqGMKsHlSMR9lUMcLg9DuOcksc4ABjW/wAMNRW1W2n8WCWwG1bmL7OBJPbq2SkdyJOFkP8AsMw6ZxQB058Pj7WsyzhQsLaQtqF6iWZGyJM/w7MY2/jQBmReEdTtmceH/EcVrbOxvFsp7ff9gmmkJb7DIJEwspJ4KsBzigDRv9L1dmQ6Z4gjgKjyriKeAOt6xx8zqrIQeOz49qAF8O+HPsCOJLs3M0kjanqFztCie6mABMcIzgBVA6n3JNAFTXPCU88yTaNqo0+8VG0+ScxB1u7ORgds8RK/6txkYYe+aAG6Z4KEQuP7U1KW/NxgagzqF48naRGF7bOB3HcmgCHSvCWuW2xW8aSzWiEBIGt18yaCI8LPeFjkEcEiMEjuDzQB1dAHKxeAUWyigbUZRJFtlsNTjXBt7yBiVdYiT909QSQRxQBNpvhS9Eyy+IddGoyoDHpkaQiNLJpRhm8sM2WdeM54GcDmgCnqPgfVbtXjvvF8sli5JuLY26eYYHfO2O8BAAHT/VHA6ewB2FAGFpPhb7LamH7Z5mfO/wBI24x9tmdv9Xk/6vfjrz7UAVZvAw8m3Wz1GS3urZVttM1MIDgLCFImgJ5W4UcjcPY8UAaGl6PforjXdZ/tEt+62CJUSGIA8RxKScyZ5Jc9sAdwDzfXvD9+YxaaV4ovrtQ8dtZWItMjTraGdDnVr45BWzTGMBcnAweaAPQNZ8LSzyrLpGpnT71VNi1yYw63VmzZ23EBIzsfkYYEH1oAbpng2OOOYarey6hNOPL1i8cBftKGPbtihXgKicAZJ9SaAINI8JarbFBP4uu7m0j4tLQxKHljUEAX12D8wjB7Kme9AFqPwbZ7LhLsvPFcO19dxnjZ50SLhGX+6EB9aAKNv4IvmeP+2/FF1fwRMLuwtTEqmWeIfKdRnBO4xdRwnPJyaAJtV8MazMz/AGLxdLBBJlZ7SW3R/s6MmCLKXK4yPUPzz65ANnSdIt7KFI7FWESKLaHd1KoOrn1br0oA5PxToK3moWe1LjCCS91NlyFltIHjZVnwMHNyqkDOOCSOlAHc0AczqXg+7aZ5NC159NeVVt9UURK4ufIBAaMsRh1Q4zkjAGVNAFS0+GsMVhJbDVLmRZN7SXsgBYPM2clc88+9AGnP4ZuLiKNdX1Xz5Ulj1Y3McYUTPayggeVk4Bx6k0ATW3hiGO6knE8pkkRLFoeMRpATyD6tQBi3nw1ElpDBDrVzDFEVm3+WjfbWhbI+0ROCCFbnGCD3FAF9PCV3LFLH4h8RXWpwyL9lKNFGhtg2eYmiUc/UGgCm/gG9m8n+1PFupXSQvHfQQlEHnzWkgIN06jJLAY5bHfGeaALmoeEJWnaXR9audOmdBZXwRFZbsRk7WeNx96HJAPPHHTOQCO2+HtktrJBeXN5dRSO97NPI3ziWaTdnzR3jcA5xyeooAda+DpjJG+ua7d6k0WW0+J0RVjuGUgvMqDlgpwMnA6gZ5oA6WgDCsPB1pFZi2uS1zbhDYSl+DNG2fToRnt07UAYx+Gc0hh/tPxXqt3HA8d9plsyRhY2tWGPP8tQWJUYyTxz60Aaep+D5JJjLo2t3el3DKLa/khRGF/HF93zoZQRmHkAgA4OKAHah4MjurdYtR1O/n2ul8byTbvkkhlDc7VAw3I6cfhQBfv8AQkuJoJHmdWhZ54owOJjcQMvzn/ZDZoApxeFHiu3mtNYvIkk2vqGnBUK3UsEW0HzGUkYQDoRk96AK1z4IkEjtoviHUtLWU/aNVtoFjIuZiAC0BlRtrSL1I68HGRQBZv8AwvcSCP8As7xJrNlJGv2WOVWVxcrgc30UysGYgdTznmgCzoPhyKwRhHdXVy7udQvrucjddXMigEsFAAwqgYAH50AatABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAV77Ube2Rnv50hiUeZPM3SNf9qgCxQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZ+peIbCzaMajdrC0riwsFIJ+0XL9ANoPX3wKANCgCrZapbXIb7FOJArtYzkA/u7iBsEcj+BvwoAtUAFABQAUAFABQBVvtUtrYKb2cRhnSxhOCfMuLhwFAAB++x+g78UAWqACgAoApavrdnYRNJqtyIIFwZ5iCdm9gB8qgnliB0oAu0AFAGTovi3S9R3/wBjXhuAh8uaUI4ViSw/cyuoDDKnlSRQBrUAFABQAUAFABQAUAUbXXbKaWWO2uN88Wz+0IdpH2f7SmV+cjB3qOxOO9AEV34jtIZo4naV7iQNNDDGpPlQxdWuCOi5OMnqeBQBp0AFABQBVGq2xl8sS5nCC/eLH3LdnIBLf7TA/lQBDoviCw1GISaPc+fAcpHLtYbijYPyOAeCPSgDQoAKACgAoAKAM5PEVg1wYFuT9rCf2i9ttbi1LAZEpGPvED72aAJdL1i2vIw9g7NGS8CMRjc1vKyn5T/tKaAFn1a3jljjlciWQPJbJj7624Gcn/Z3CgC3QAUAFABQAUAFABQAUAFAFDVtdtLFA2oSOqlls4gqkmSedsAKqj+I0AX6ACgBKAFoAKAKcGsW0kskcTsZowk90uOEW63Yw3uENAFygAoAKAGTTpGpaZtqAGWRv7qIOeB6CgCDT9Rhuoke1LGN1W8gLDBMUygjcv0NAFqgAoAparrFtZxl752WMFYmIGfnnkVRgD+87CgC7QAUAUH1u2WdYmdvPZG1BFxx5MLqOW9SW9+hzQBeoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI7i4SJWaXO1QZpMf3UGeB9KAPKJviJfCAXEPjbw40mPt7eFS0QzZnnYZtxbzAn4Z420AdT4l8ay6aYprht+lOpgulCHdaXbpuRiwycTAFTxgHHrQBieODrzaK7ajcwRXRC3OpQBB8trNIMxqWPBhBGTySQQByDQBt+IvEN/pFqv8AaGrWNxdySLpVpfyR+XHayXJOGuUBbi2UFjzzigCho/jR47yGFvFmm6/HMJCs9uIw2lz2qbv33ksRtnXIGRnjqeaALvhy58QXssr3GuW8VrHcS6dBYRwqTdWtrIwxcTnkHpjHpznOKAILSXxNqE1z9k8RQ2EEMp06wjWBG+0SJGp/0pn7DcOmCfUUAWtK8XPfabHNJq9hpLsALi+nAKQzRS7W2q7KP3rKQMtxnvQBm+GfGUr3axJ4ts9et5EkuEnVEWTTri2KcSrFj5ZVJxlM56Hg0AM0XxBq99O6nxZaWd5HI0Nz4bkt1wtnHMeUlJ3MZIRnKtt5HA6kA9GoA4vwjPrt+qy3+vokXmSwjT4oUxcwQXDqPtMzAnKkfwlRgDOTnIBgyeP5bnzpLfx1pGl+W8lvp+jTCLN4tr0N35jbv9JYH7pXA9TQBsnxnfX8dmNG22Mt0r3k12wDf2ZBaIu7yI24Jd2AGRjHJHagC7cXuq6RbTya3qyasqL9psf3SoxYA8XLIcYLEchRgetAFG8ufEemLHLq2txX0ReO21fTxCirYx3cgXNlMvJ8iRh1LZHpQA64uPEF3fzxadrgsbWNIbozLEjPHNOH+WPzB0mwScq2MDGMnIAQ+Nb6CzuGv1iuLuCVtCjk27Vv52dBG0iKeBJ5ibsEY5xQAl9P4h0ry5NS8Qx6lal0stXt3gVfsKXUgAeyeIZ/dSEDDbsj3oAtXV3q9/dSxaRq50yCAIlzcpGjPeXtym7CiUEBYoiP4QST1oAdq9xqNqtmt3qEF1M1ytlfXQhVRcxNBMfkhYtg8DkMD6YBxQAlzPq99czJpOvf2bFB5cMmyFHN5dXEe4+b5o4VEKjjknPIoAzfCU88VlcHUtXtLGYXNwb3UgBsgnFzyY0k7O2QM0AVPD/jkm9iig8bQa5DKsm9TCqtYT2qZGySELxOueqnpweaAH2fiHUbi7ljuvGY0u4WVorPRZbZNt9pyy/KYZZACxuY/wC7JkdcYoA9IoA4T/hL9QTTpDLMH1RHbw2GAUGbVzNsRkhxj94GV8bcY9uaAO1tIpURRdTmaQKEnnIA8+VVGSVUAfOeeAB6CgDi7WTxHqiyS6P4jXT4t72ukWJgRluUtJCu69lYFv38ikcYwOnNAGPrer3WsWVjNZ6i9kXngjnijRSBeG6VdyeYD/x6yqxA6H+LNAGp4tu9dtvscWm+JJEmllNle6k8MZMybc58jbj5R6Ae9AG7qiyWdsxvfGFzb8hzq10kJNurYG1I0jReT0yhPP0oA5zQPGUjagIYvE76xA0TTt5kSK+m3kDDhmiROJVJ4K5HHPWgDY+JesXNlp80lg8ayr5YQuqsCJLlAQ8bgj5lJHT6UAQ67cazNqEMOla3LYW5ifU9QMccbNKsUqj920yNgksOx+lAD9EvtTma7guNXnaeFkS11rykBaK8gVhuhC7S0GSPujIxkCgDnfC2q3Wk6N59zqTXaCJZdOspEULZSlyABIgBIldlzkk+lAGzqR17S4o5b3xNLfBXjg1qzeGIJPFdzKp+wmNFIMJYEZc570APdtau9QnjtvElxY2kUcUqwwxxFnubsPz5ksbcLsOf0oALxtam1ERW3iS4tLVbZdQu/KjiL3d3JPIuVaWNsbguTxjsBzkAGJpt94mvobpm8TmCe1kl0iz8mJNmpTWK5LalGyt/rwQPl2heoGaAOjv/ABEJbS3kk8RJoplEVy0oRWa4+0Q58u2SQNyWI/hY8e+aAM7w14xkNxcpPrv9r28ca6rb3WxVktRlg0dwiKgJG0EHaOvPsAT+HrLxDexQz3XimS3eTbqDaZHEhhXTpsHYFIDbmXHzeZkdAKALCeJZoJNRa4UTR24S5toAACY009XIMoGfnbPXOO3FAGJew63Y2/2yXxB9ouAiXOqWBijEdxZFgfLtpAoYfZw7bSWOT16mgDU1Y6vdaj5Npr93YWQthqN0tsse+W5kuHUeXNIjEZA/T3zQBoeEtQvy9xFq979skgkEEN6VANxaXEKsvnqoA3RhsEgAGgBfE1/dtLBBp17JaNMZJbq+jALW9lZxgsLYOCN0rMozg4GSBmgDJ0HTbq21ORb3Vp7/AP0aNra4mUB0gN3LhZ2TAJU552r9OMkAx9O8VaxLpFvK894XeQwa3fWcSb7PTvtMoLW1uq4yuFHCEjrjNAHTaHfQ/ZZX0nxbPrCBWmtp5ihaxkWLOJSirznnDKCKAOckn8QW+nx3cniq7nnWOPU7jT2RBDd2siglWRVzuZTy2489ABjAB0ep3F9fXbQWGp3Nhbxxrf6nd2wHmTT3LttSOSRSAAq7iQCT045oAz21vVLWK/jn1F7iW3h/tDS9TYDe8VxbSFftSgAFrd0PO35hgkZzQBVlOt2NtFc3PiS+upj5H9qabIE8qWG8kRStuipkGPcPm3nJBJHOKAOli1K5/tF4zO3kC2jvVg7LcNdSgkH/AGlAHWgDjdB0PVGsGk0/xRqFq6G5uNOs4wnlh4byU4vAVYt5rA9xgdvUA201M3d1psjIEMlvPfMg/gM8NucD6ZoAxL3xpaXM041L4gTaKY5H0zTbGAKNv2Y4L329G3ebIDgBlGB6k0Adn4F8Ry6lZQy3I/eMpS4OAN80DlSQo/vspNAGLFa6rf3t4reJL+0tIzFHZQW20Ms89kpJaRlPyoTnHc9eBggD7HXZnsJP7c8Qmymikk0S71qNQDM1pc7d0MTBvmuUGOATk/L2oAzvDfiWIXyR6Z4m1vVIZI5JbuLUYyps5bcrta3doo+JAWBGD79qAL/hqy1K9eV77xNqyRx3U1tZ2MJQI9tbXH3bolCSDjH3hgdOcmgCt4j1ay86Xd488RWroFDW1jAXj0lto/4/GjhfO5+SC4PbjigDp/Busz31nBJelTK6CS4YD78g6kKP7xGaAOT1zxjaNeyxax4uk0aCEJFbxQEB9RuLqEMWllZW4twwAAHJ5PHBAMXUfFU99pys14Z3ivY9Mh1JBt/tFLaddsiAHrIhB4xz0oA9ioA4Xw/Bqmqwi4/4SLUrF5G+1afZIEMdlYRykBZYcHcZ4hkksOTwBjkAuXTXt/eyRQ6veWNtDHHPcJbYDX91feZgmYg4ECp07nr0oAxtQ8Rapb2V8k2oSvd2x8i11IABp7aaNGQy443KrYPAB69c0AaF3Bqemy2rP4iv7zzZf7I1W2n27JmuIXbdbKqjb5LpwB24PfIBW07w/I+qXTDXtZjCi2vGhjZNtyrmU7JwUPyoBgYIOCck0AXLO3v7y9uxLr+pQW8TQx2dpAVG1pbWNiXcg8E546cn2wAV/FOo6c9wyyeJPFEMiIpuLPSkkK6YzbyJL9oUb7y44JxjkqRyAClH4h1e50uCSOTUZz5hh1ueyXE0+nW00ilraI9GlKoTjkAnFAF+xWzurCf+x/FmrXsJVmSWRwZdMeNOUkd1z8+OQwJx065oAr6ZdS6Vo4mtrq6uZBbRXUEVw2VtpDAMCJABwhbp3AxnvQBjp4rjtWhbSfEfiLU5y6Wut2d1DNsvLeUgM1nG8ahTCeRhlB6NmgD03V9SW1hkkdciNHvWX+8IYyf1xQB5jq2j30mnRz3PiXVppJPsuoanaSEGK4F1dRELBbkfL5DMMFcZx82c8AGn4o8VWzXxh1XV9asLZIlugdPEm68u53/5ay26sQIkHqAT1oA2PAOvTXSTLLLfXEcchg06/uUKte2TgEeaHVTmPkZ2jPfmgB9xCjatHvUEi1lkjP8AcY3UQ4/4CTQBm6XpeoaxG8z+ItYsZWeSLSILWXEdjFaSso8+324be6EnIOQeMUAZ174j1TULKzm8zU1tG3SeJxpGRKpQEAwEHO2OYHdgk4+lAHY+DpLF4M6RrmoalCWMizXchZ7ViBlHZgCPLPOGyRn0xQBv0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARXVssqMshYKwMDleoV1x8pPtQBwWi6JrNkiQ3Pg3RNQ2Ytk1rzERJrRBwZoijNvC4BGwg9d1AGt4l8Iy6pKkeoIi6UqNcXEaNhr2/YFVBUDhbVSW68nGRxQBQ1jwrrN5pUkF60Ut4ALa3nVv+QgtpMpVpN3QzqozycHvQBb8QaJf6raoZtKhtLyORNZs9PuHDK9xat924kjOMTKSKAJ9CTUHkBu/Bem6TGo+abzEZ5p2/wCfXyV+6ozkkgn+71oAueF9GuLRZheBAXuJ9Sh2nOYLmckbvcqaADw5o1xbNcm6CASXDala7TnMDwRD5vfcpoA4/TvAWr21hZobKwurq3lbUZ9Nmf8Ad3iySS42y7T80QkDA4wD1BoA2otH1qe/imv9O0+0gRJbXykfdITMEwbiQAZ3Y4Aztx154AKfiDQdc1OPZqHh7SEnDg2muRzf8g+FJAQ9tGV3bgoxjdgnknHFAHf0AYXg/RriytlS+CCQPLMwU5G2e7kYc/7jCgDnrPwrfac0q2XhjR9TgaRtRsbiWQK1uLl8lLnejn9xzgjORjjOaANTXdB1Etby6Fa2AuYdySaczYS4tbtAHWGYJwVZVIOwe47UASX2malqlvPHrFna2KOptbHZIXZGKn5rnAUcNjgE+5oAzbnTvE2pKkWu6dplnbhkudVvoJi/9p/ZHVsWsBRdonlUHliQOOTQBt6do1xFeXMkoTypEghtiDyWtRLncvtuFAGS3ge5nhvI7idbczTnVtOuF58ny0hKmRP9mWPkelADbrTvEepeUmtafptjaqyX2sPFKXOpyWsgIW2j2jCu6gnJz2HTkAlvdK1uzupJfD1lZ38MwUajYzSlDBdWyAB4JiGGHj4I29hQBZ1HSNVu1tTeQ2STR3A1PUI4WJWG3WKUYidgMlQy54GTnHFAFe703XbO7lk0Cwsb6GcI11DPLsNje2ybdysEbKyRAZGM5HGO4Bl/8ILrItsSNp094l23ihIWJEeoAzMcOCGx5qsSOu04yeKALX9i+Ib29tZtV0/TLKGDzlNrHMXdvtdvty0mxR94DAA9cmgCv4j0HxFqiGHU9B8Pld2bfXVlObKDfkNbWrISHCAD/WYJ9qAPQaAPOZtHMus7YAhtQkXifVF9NUhEqIMr3ZCGweuM/UA9GoA4i10fxJpokj0C00y7t3ke7026nmZToqXTZKzW2w7hE5YjEgJ74NADtQ8D3FvZQReHkt5pIJIdQjWU7RevaS7jlgDgzvk0AWdZ0DUr6SyeSC1t2ikN9qVv5hbyFaI8RSbRnB46D8uaAJ/F/h+8uvIfS/JklglGqrZTOVS+CIwwXCthhng4IHegDPtdG1+4vop9YstLtIUjltVtIpC7xtLt/wBbPsXPmEEgAYUd8mgDS8eeGbnVLKWHT5bdJX2eU8xIVfKnRjvZQTyqnsaALL6HOb5Zg8PkiB9LZMncZpbiNgQuMYCqe+fagCLSNCvILu7knltmgmMM1jGhO6Jre3Ct54IH3iBjBPvigClYeB3/ALMFrqVxGH8o2E08OSEc5wY9wGdpx2GaAK8mkeJNQVIvEcGlwQK6XOpXlvISdbW2cMFhtyg2h5FUk789loA2bDQ54ru4lkeExyrBBbopO5GtBJnzQR33jHJ98UACaHOL5pi8PlGBNLVMncJoriRiSuMYKsO+fagDO0LwheWsV4txLas088+qWZQnEcN6gAE5KjlSOcZHoTQBSl8KavbLYtp0Gn3k9rEdMurN3Ki7863jUm1uSpx5bJnlORnoaALGj+HdYluppvEsGkxRyQrpUNlauzNFCrscXMpRcn5iMj8KAGaFp3iuxSOFY9EuLeMiGLV5Hfc2mxsAFayVfvrH0PmbfXPcA0I/CTO979ueIwXO2JFQnckIs1Q+bwOSQcYJoAw5PDXii5gW21Z9HW1G23vtWjZi2pWETfdjs9o2tIoAJ3kD+GgDpU0OcXzTF4fJMCaWqZO4TRXEjElcYwVYd8+1AC6Toc8FxdSTPCUmaOe2VScosFqinzgQOrKehPFAFPxT4f1CZ4JtBlg+1wF2jtZiQmo210oDJI69CQAQcEA9aAG6Lomrm6afWzp8ZeJdOisbcsfsKRTMwEk7AbidxyQqjsARzQBHpXh/WtPsoI9Ik0l7iPCXazFgl5Ad2QkiqSCSQc7T70AVrTw3eW4vZdQt9Lt2mQJHaWZJEUdrA/M0rImWkLH+AcYoAytG0LX7/T7eK8k0UWDxQfablC4lOnCNDsWAqRuZRt3eZ05C5oA6PVdA1RLnz/Db6b5rRjTdQtLvcFuUjfKsJYwTuiyR90gg+woAqp4N1CSC8Oo3Nm2oXUbWTiMt5VlGkLqixsRnCbiSduST0oAu634ZubmyEMEluso8jLuTtP2OeNjhgCfmVDjj64oAtJoc4vmmLw+SYE0tUydwmiuJGJK4xgqw759qAOYs/CniyC3aCC78O+Q/nL9qPmb7CO9mc/u1AwxUNkZKYPHIGSAbx8KMk9o1k0S29vHLpxjYncyzJEF8sAY+UIc8j2oAqroWvWUkn/COvo01tK51OSG9Lq1jczY3eS0atkSNzztIPrQB09qkwRftckckuAtxIgwJJQvJjQk4DH3NAHB2qa8L++Ph+TSZF3wRzWl5uUBvsMfzRXEYY9OMFcd8juAXZvAN2LeMW15avfJP/wAJTLLKpEd9qEjuWDqMkKQ5AwCRgHGaAJ7bQvEE13DNrkuiIkazWwtbQuSv2oR8+dIBncV6bVx23Z4ANTw1oc9msounhYvPNqkXlk/LDdzEgPkDkA89R6GgDEg8M+I7V5l0a80VLWaSTUxezB/N0+W8OTsgUAN5bdMuvvQBt+EdDnsLSGK8eF5EXyJXiJKswJ+4WA/kKAM2+8Oavb3Mk3hdtJdpgkWq2t9vAL2isFa3miB/hOCCv40AN13wrq+oWqJf32nG5EqahLJGrBEhimztjyWJKJwDgZ7460AddQBxWn+HPE2njytEvNEewD+bYy3O/wAzTrWSTJjSNQQRGCQpLj8gBQBe1PQNViuGm8My6eZHRbLUrK8LBJ/s7Ha8UsYJBjDEfdII9DQBRbwFey2dxHf6jby31wTcX96FO1JGCgLEvXbBGoAoA3dd0J7toDHMieVMuqyBh/rUjikGFx3JegCl/YeqxXzy2D6a1rKsUGpLMW8yBrPzMfZFUYPmB+7DH6EAu6ZoT29xcyPMjLM0c8UYHMIt7ZV+c/7RXNAGOfDmvWk0x8O3WjmGd/7Qna8Vt2n3BQA+SsY+YMFBALLj3oAfpnhvXNPtI49J1LTJZ0eS4uWuUbbqCXE0jY3RkbT8w5Ctz2xwQCTSfCV0puX1aSwjurhVtrlLRTst0gjYA7nwSx3nJO3PAAFADNK8J372Jt/Er6eU8oaPDJZ7s+RHHtDOZAPmAAPTGfWgCXSrPxajIuq6loUsC8XF4iP5uphf70RIVSe5BfPYCgDfvbGK4jdLpN0bq1rOn9+KVSCM+4NAHESeBPEL2yW8uuaWbaMxiOYRNvvLazmQos3OBsReSASSB75ANzUvDV4LkT6Dc2cUxQadqNvcISt5boxIKumCGjJx3BHUcCgDW0uLUFT/AInF1aTSkl826FVijPRVDMxO31yM+lAFR9CkN4s3nJsEL6UYccl5Z0bIPoAtAGO3hXXbbzE8N63YW9rIzXcBniLPo0ly5LCyCsAQGJZQRwTigC0fDWp2cMEfhPVLSFYl+zSw3kZZdQXaOZXRlIKtk8EA/SgCfw34durUzPql1bTXUzi6uxboVji8qMKBAjEnlRk5PWgDfoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBjyKoJkdVUfO7seEUd2J9BQA+gBKAESRWAMbqyn50dTw6kdVI9RQA6gAoAKACgBjyKoJkdVUfO7seEUd2J9BQASTIgzNIiL0LMcAFj6n1NAB5yZx5ib8eYI88lAeoX0BoAIriKQZgljkH3CyEHDL2JHpQA+gAoAKAGiRSSFdSR99QfuZ/vD3oAdQAUAFABQAUAFABQAUAR291DKoa1niljPMcsZBDj/Zce9AElAFX7NaQs7lIInYKLy5OB5iQ5x5rnsmTQBJb31vN/x6XUEwHDGNgdp9yKAB763Vwsl1AsrAyQW5Ybpkj6mOPqQmRnjigCagAoAKACgAoAgh1C2kZlt7u3kkTCXcKMCbVnGQJkB43D1oAjuNYs4pESe5RZ3y1pb85mWIckAdkBoAt0AFABQBGt1CzFUniaRQJJoQRmJJM4Miej7Tj1wcUASUAFAEcF1DKM208Uq5MfmRkEb42II3DujAg+h4NAElABQBTt9b0+ZitpqdjNIPneGORSyK3dkB70AXKACgAoArWep2lyCdPvrW5UE28zwuGEUyAZVypPKgjjrQBZoAa8asCJEVlPyOjDh1I6MD6igCGxmtXQf2bJbPCP3EJgIKoITjEe3j92QR7dKALFADXkVQTI6qo+d3Y8IoHVifQUAJDcRSKGt5Y5Y2AmhlQgiaNxwY3HZhQA+gAoAKACgAoAasajO1FBPzyED77YAyx+gAoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAyWZEBMrBVAMkjH+FVHf6CgDy3xfr3iC802WVdL0xLGSPzYrcuwmt7WRxteRsFTuTB2jGOzHpQB3+tXWqR7f7Ki0oR/M9/c3jsBbKu3HlqoOS+T1IAx70Acte+K9Ru7G+C21pDfwCWwuFRmKvGIs77dtuctGTgY+8OcA0AS+GtfurDS45dfhsxCkEL2C2rEtcwGFQomDhRulYgYBIz3oAuN4n1u0MTeJdM0uG2kZbO4e3kYtpVxcNhftBZQCC2ASDwTnkc0AR3XifW5ruaLQY9BHkhXlgvHffqJmiU5twnRULAEkNzxxQB18TOQPNQI2AZEBzsYjoG9j7UAZOk67NcT3Mc0MSiF0gikUn98lxArfOD3XdigDjfF2vX95pd2Vt7JCkkulXYJbDW1pKRuh4PzMQOvFAGr4o+0GxY+L9J0i5bzIkFpA7lDHNcRqCZCFOU3E9MUASmNxrWSkexrIor45DwXwyAfQhx9fwoAk8JuXswfD2maZZEySqLX5ti+TcupIC93Cg+lAD9A8S6nc3U0dzBpjwRARXF9bM3GoPg+Xhx1jTJOCcHAPOcAGdrPi3xDp4aS9j8NXEEeJdS021d/OgtC33o5ZCASqkHBjXPY0Aa+t69qHnpB4eTT/tJRtUuZ7vcVs7SNwBmKMgkzucD5gOCeaAMPQdYltZNRk8QR2sDoYri9SFyy/urBP9TIyqf3oAwNucnHNAEj+L/EdtFHPrenaKtixQ3tvCzeZpNvcsAGlmY4byyQThRj6c0AXNU8T6q120GjPodu6ol8DqG/OpidmGLJEI4iK4J+bk9KAOosmuCi/b44Y5sA3McRJVJcc+W5A4B9qAOZufEGvS3U0OiW2kqsaxXX2663ER/aQ3yvCjAkvt4wVAwc54oAjtPH8yWksmtWEaXcMh0a7tIG+W71DKBfsrt2nLr1zt79KAFTX/ABDZyQ/8JPb6NJBK407zLLeDpl3KvyicysciRhtyNvOOuQKAEfXPEtzdXEeiDQIYYWjiWe6WQtP9otkbGyNx9wk859BjqaAOyoA4jwU92ukwHTZbGOQR7hJdZ2RKCeZApH3fqPrQA/RPGN+bsQa1caFcl0N9Y3Wm7sJ5LDK3Mbs3LA5GG/CgC18Sv+Qbc/8AXM/+hCgDI8SfD3SrCB5/DFqumXkCtqVvPASBcJAuSl1HnBWZRj/JyAatxfQSXlkZNLs2kkimuorphl7EokXEEvHDB2B4+mOcgEGia/4kv5JPJj0OC1iuJdIlMiyF721tZsZhwwAOzjncCewHFAE6a/rF9LMPDbaPHBCx0ySa7VmN9qEaqWVPLddoiDAZIY57UAVv+FiyS2kb6dYwm+lk/sO2sJW+WLUEdg3myj+GNVZumSMDgmgDWtr3V7YSN4mm0drdE+2m6tFdSpjUlg8Ds/EYB53c+goAq6Pf+JrkRySw6HDbyYuJNPYSeZaWMq5BNznBcdx5Sj/aoAq22s2dnLqLy2FlAsRjnuZ4lw9+BZK3+kMTydzEDAH4mgChLqeq2G271yy0LY/l2eqLGJBJpNhPKNu25kcgiF3+YCOME80AaOo654ja9aDRU0JYxEmqpc3QkJRZJGUh0Rhksy8cjA65oA0PCniW4vBKupx26XcMjadfeQDsmwMq0AYniRT0LEg/hQA3xBr97HNDDov2AXMu+eSa5BK2dnbAZJgQqSXJwPnUe9AGD4evr62u9QfxM9iWSO3uZJbRWCvaRRznIjkYnO0HPzUASP4w1+K2S6u4tG+wtsvruwRJPNtNKuSMMl1vwWiRgxHlKOoBoA72gDhvCUl8umZ0h9PWcPO0T3hby41Goy5M5Tn5Uz6c9SKALGm+KtQF2kWpXehXsciPc2t1YBlNtJbbci5iaSTh93B3Dp+QBqeMdLvbu0lTSZdk7Lsi5x5yhgSu/t9oQFc9s0Acr4f/AOENmeJJPC0OjaihFxa2VxCUk823HWG7AG8df4zu6sKAN3UdW1e5uWh8Pz2VoI0S71PUp0LlHuS21bW3DL1CHJJI9BmgCKHx5JFb3Da1ZIt5bH7LfW0BO2+nkVShs2bJxeblwDkg8c8ZAL2mQeKFkU6te6HLCwzfWkMbqdNcJx9jmLNu3P13BfVfSgDEs/E0NhZ3Ulvo9jF5dxNZxW1uNovJ/tYRTcOSeZGK5PQDoABigBY/FupWk0A1fWfD2oQzONOkWzG1tLvJIyVEQaRtyu4xk7T0+lAF1tV129mmHh640u2ggf8As9hcxsx1S8WNWYMVZdqoHABAYk+1AGZ4Iku4dKj+y3GmWcivMskt4WMdsov5c72DKTjoMuPegCTw542na88i68Q6JrKNGb+11CxABt5omAKXMaO4wy8g7gfXtgAbd6rr9/BPLpNzpkVoPOs7OwljJOqW9tuUvJd7htLuGwPL7DceaAOj8F/8eFr/ANcIf/SdaANygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCC9tfOjdd+3crQb8fc8xSM49s+tAHmF7c6xJphtY/CesNeJEujzSbQImW3AAa3uWPzeYq5AAJzwcdaANnxRYx/bUfXPDl/q1j5QtbKKKLzVs9QMrbjPaZP8ArI9oyVI46igDP8HeHryGG/8Asmgz6ashZtFspwOFMBA3IrH+L/a/GgC7Z6bdajpQhhs76yuo44bVReRsga+sBGw27hypkQDIGPSgCbUNQvdYWOEeHdWsRvju9dmukwlrDaSqxW1n/iMrqACvGOTjpQBB4wjt7pmW88HeIDeLlNB1iyQZDgcNFexsNuxz0cgd+eaAO00mK7SGMapKslyESO/lXpLdLGNxXgfefPYUAcq15d6ZeXLTaDq15BP5V1ZXFkm/bNDbqhSdMjGSuckhfUigDIt9D1ifSbpbnSp47yV575LJsAsbibd8oz3+tAG54huLjVLF/sOjarC/mQ+XbXUe15UiuoWJWInoi564PB7YJAL8mnXB1JHED+QLaSzafss73URAPuVBNAGFbLrlhpZGm6TcSX2+ZIYABm3W5vZSH25/gjIYc+maAL3hWR0g8jT9A1+wZY2aPUL9UAubxurSOkjndLIxbpjr7CgDhr7w8s1gYofhtqDarsAvNSliTLXnVn/tEsSxmbcQAT6HAxQB3urQ31pfJPbaddXtu8P9i38duAWsnhlLK4QkZD7mBx06+xAMuz8OX2ojUf7R0+6sBchItPhuCD5QjswAziM9Q2Cw3HGMeuQBLw6tf2sds/h3ULWRtmn6zeShfLtLW3K72t5VY584AhcD64oAveKoYLp3TWPBGoXiKvm6RqlrtLGUgEiGQEMhV8Y5wcZNAG34TttSitYhrzO10F23Jd9zD5jgTT92VMAnoTyKAOaXWLq11O68jRL29iMdsLmS2KlrR1WXH7hiMiTnkHjHTngAgk8F6leWc5kt0t7qW4/4SfT7OU/8e/lGPal2yk8yxx884BPtQBduJtU1d4Fl8O6lpkUcqaxqs91s+aS05VLIoxz5ko5O1cAepAoA19D064ju7xp4HSN3hktJD0nWOyQHZ/uuCKAOioA8xXw5qKafYrdaLPeJEyy67oXy5uoQj43KzAH7PIVO0nDd+lADtG0B21KKXTPBUmjWYiktZyyRoZpyR/rLeFj68HOTz2FAHU+PNOuLmxnSxgeaVkMcEK9ZGyPu0AYV/f8AiLWYzDF4YutHhf8A0bVNRu3XMdk4+YWkCnJaVeORgd6ANu/0mb7baNa2rfZ447i3mdelt5qw7Qf97aaAH+D9OuIFn+2QPEWubi8hDf8ALSCa4JBX2daAOOvPA9ja3M7ar4Hn1qKaQ6rZ3dqoLWrzY3JdJJIuAH5BBIOT06AA2NQ8IzC3tm0Pw7aWdzBIurLoquMSKwIZBcAgbnUg5ORkelAGtHeXGrRzR3Xh/U9Ot3jayNxd7A0kk6kER28bNwikHJYZPAoApeHtc1yNYodT8KX/AJy7bK+1JXTyWgiXHmQyg5JkAB27B1x2oAjuvCNzdnUllj8pJ9kWnTueJHjsEGTjJwko54+lAFS9k1/VrcW994dvLGRtsGu6nKyGNYI2BY2JRiWNyBgDauM9eM0Ab8Wm3P8AaLyGBvINtHZLP2a4W6lJAH+ypB6UAR+FvD91bTXj3ibBLP8AaLRcg77ZIlw2VJ++xIwQDx70AVPE+nXkN1Bc6fp1zfCNX0+/s4Su77PcYw1srEZMbdRnkemKAIdP0LUL2S9Or6XJp8NxFHptqrOrN5SJMCZkjPBAcHGSPQnnABi6N4fSGOOK/wDhPYz3ahbS51Bkg8q6jiwDI14cnMijdgx7s8H1oA9RoA82uPCmpLp8KT6Obsx3LarqekBl/wCJjYG7mbAycHhkbBPOMHnigCxpumSS30Etj4LbSbdUmtrqZ1jV7iR0j2/aIYieEAIU7z34HGQDs9Wlv0iY6NbW09wMGGCdiFlXeMgyAHBKZxx160AcXq39ra0I45vCFzpxWVL291G7ZCLAW8mf+JY6MSWlC4ztxg89jQBqXsWoafdyTW2kXWo20sccF1HalfMs7mzZsbYpGXKyq56EkEdMUAUV8F6je292dVEdneXLLewQK2RpbWaoIxLKnUoyAkjI9PcA2dI8QazO6rqHhO5syATql3JImyOTbx/Z+wsW8xvUJtHU54IBhXPgO8urO5juLeBJmuZta0xZiCsoN1uXzghPE6cEHkA8jNAFjStGgMsf/FqdM0/H7+4v3+zf6BNHyPsnkbiTuxg4THWgB1uus6dPcLaaDLfxTyf2rpt4joq29zLEoK6jubIWLYDkKxPYZ4oAyI/COsJY2ov9HjvJYp5NR1fREkXbfwzTzEGJicHySyuAWwejc8UAXNP0C9l1CKeLwtHpdsI5LSUM0YkdnC4N1BETjdkgfMxGDu28ZAFt9P8AEVnbzW9hoMdzkynStUaVBG8F67t/pkZbcGiLkYCEE9wOaANawXW7K1sks9HincLBp+uBpFH9mwJEoZk55MZB6E+wNAHVUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBUg0q2jkd4osTSbUupc/6xLcHaMf7GT+dAFugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAikkC9RXFiK6iv9oKS7Asqn7tXha0ZL9wwce5JXQokhTAWmAUAFABQBxtr8WdMnQPaaV4llgOWF5HaSFNqEgnzVB4Qg5oA6jTtUtbuNZNOuEmhcCa3mX+ND6g9x3BAIPB5oAtUAJQBnTa5Ek6RG3u2d1a6WdV+SFYscTSZ6vnjg0AaNAFCLWUedohaXoZUW7e6ZP3brMxAEcueSMHtQBX1TxGtvJHHb2kl1cyZZLdGA8i2i6vOzHgJkD3PAoA2KACgAoAz73W4IJYkmWUyTM0FrtHCtBCzEyknptX35oAv0ALQBn2+twSzSRRLL5sSxz3DEcFbvfgIc9QEOeB2oA0KACgAoAKAM7TdbhumlFukg8qQ6ZMW/wCWkqRIxKew34oA0aACgAoAiuLhIlZpc7VBmkx/dQZ4H0oAg0rU0u4Y5IUdEkRL6JG6ok6AgPjuAaALlABQAUAFABQBn6rqzW3l7NOvrrfIunt9nXP2NZs/Pc+iRY5PagDQoAKACgDO0XXIL+ISWiTIhLwKsgGQ1vMynIBPVlOOelAGjQBn6fqzTvKradfW4jb7PHNMuFv1KA7rVu4ByKAG6zrsVkqGaKR98selRhcfLJdyhQXJ7JnNAGlQAlAC0AFABQAUAFAGVZeIoJ7iaKFH8yERPdOeha8ViAo/2VUH8aANWgAoASgAoAWgBKAFoAKACgBKAKMuozLMqLptw8bKZpL8Y227ofuuPV6AL9ABQAUAZfh/X4tQhElvEyIS8KqSD/x7zsucj++VzQBqUAZuga6l/CJIYXiUs8AjY8g207L1H94rmgDSoAqaneywRs1vZTXbqN8dpFjdcH0QmgCS0nkkRTPbPA5USy27EE2zsoyrsO6HjjigCegAoASgDPtNRuZJpUm0uaGJNn2S+Y8al5yEnylxx5B4PNAGjQBQsdRnleQTabcW6o3kwTPjF+hH3ocdgaAL9ABQBleJNeGn20srW5m8tTceQDjzSO2/Bxk+xoA1aACgAoAKACgAoAzdf1yOwt5JZomkWNTcGIf8tSo4Ab/aPtQBJpVzfSpnVtOis5ckG3SXeAo6Hzdq/e+lAF6gBjzIuPMkRcny4wx/1jkdFz3IFAA8yLjzJEXJ8uMMf9Y5HRc9yBQA0XUJbaJ4jJjzGhyMqnqU9KAKn2y98/b/AGX/AKL5f2j+1PMH/H35mPL+y9fufNnOO1ADdX12C0ilYtHK8cb6k9oGG544EJ6f7WMZxQBNbaihiV7p4oVKrPIzHAjMqj+I+5oAsxTI4BhkR1PKOpyGH+ywoAxfEXimKyhdrc29xIrRwSW28Zj+03CLmQDP3d2elAG7QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFK/+7Xzufr3f3n9bG1ApRTOP9XXxuDxU4/7q3/XqdM4rqakDsfvV+h5fWbXvnFJEtegiRaYBQAUAFAHknhjx1qun6bAX8HzPAAlpFqDXEYRhNNgNNjcwBJ7pxQBp6w99olhbxC6ZJpZxpd7d2oZms11GaR2OnptJJQEhfkz3AzQBa0u7mhvIl0ZvFVzZyB4tUXUYrnbpksEWVeG5u0BHnsCpG7Bz0HFAFZdev4LGaH7Zcyakkx8J2V1Mx33b3rjy5C2cgi3cNknqDQBtwNPDqEUf227kiFo7MkjsfPmiuYQHmDE5YqTycnnrQBzWmX0aTqni/V/FGnah5zT20rzOLfWYhMdqW6AlNrR7QRtVs980AdLbarPHeX3mSzSxxxW91b2zMdsbFJyfKU5x5u0Z4+tAGNa6NqNxYi4fxFqyai8f/CQQFJnEMDGPcsf2H7uzbgHKMTyc0AGpXd9qUum/Z9TvrCGaKXU9UitpGUzxeRCdoK+jNjOcgZ2kGgDV0SOe0v5oV1G+ubYwx6zbRXUjObCV5XUiGeRicPszyTz09wC1461CaKBFtbyS1eaaHQ1uY2w8CXcwBNq394R5x6daAOYv/DcFhqmnCyutTaNvtWbe4nd1ieO06wiVjgyljnnBoAoNrUWoPcNqEfjV5BLJYaLNpsU/l6VFakqGjSMgF5GyzbgfTAAoA7/wbf6hcWcTa5bzw3W0xXiSoVZ5IXI3PEwGPOA3dB16UAcxbazJbXmryEeZ5UVvdQxn0hsZGx/wJs96AIbrQLu3svtUGt6lLqixf23PcNMxjulK72jNoTt8sAkABVI4IOaAH+K52aaKXWbHWrjSDCsm2xkcHStQZ877yKBlJHlEDOTjnjmgDtPD72rW8Z07Up7+Erut76Z9zXKE9ZZT3HTkZHQ80AcvPaxaxf3EWoXOorb26QwraQysi3N1fozF5TGwJMShQMnA54oAxIdWudGsdRe1upriaO5aK3ubjli80duoMx7mPcO3OOaAC1meCWA+HbLx157Sx2uuzahDOU1KymYBmuhJwphzuBAUDkYxQBJrscUFxM3jb+34Lctu0PxBaTSiPS4GRQEaGA/K2/PLIQT+ZAOg16AX97DDcXNwLPyZNZuoYZGX+0JFljVRJLEynEW4t97BPUdKAM7S7GW1l1GP+1dUuoFhinso7uVn+xCeGfIhZyeCQP65oAZDLPJaaZDDdz20cyRx380JwzW1rp+8rHIOR55UAkEHHSgDSttPGl3sMelXF39kmSaSeynkZxbz2XlkNbSSsSDIHII3YPpmgDm/DkcVtOq+Nxr1rqrSk2mrGaTyddLSHakBVio3JgbSo4wOpwAC1rWpwXN7Omu2Xie8tofLt7Cz01JtiSzQKzPdyWxBLHdgAnAGcdaAEt38QXVhh7HXpRHcG3uIZi0U+t+H4zkYkcqcsjAH5gWwRnJoA6PwPe6JIjjw+upwOpC6lpt88pk02ZgcCWGdmxvGehwfXigCXxhM6vZ+XI65u0jkCn/WIbabhsdiRQBkP4ei1HUbldTvNSNukdu6WEUzokk04k+aQRsDlAvrj17UAZdv4sv4NPuhFf3LTxXT+FdOv5yXcxvcoA07kcmFHPXg4H0oA7PR/A9jYuGsLjVd20w3IluJGF8xx81xHIxG5SDjAXqaAOMjmdNFzDI6N55AZTggNr3qPUUAdX4gmcXtiEkdVMkwlUHiQLYSffHsaAMJ9durS11OS3lYyJPKLQsc+QfssONgP9wnNAFfxF4HtrL7K1pfao0v2q2j1AyzSMuqu1wvzTxSs3IbJGMYyRQBoSWMWr6hcx6ubw29ukMdnaxSOgmnvkZi7tEyklQAo5wPTNAFT7Nqz215b6RPcTSwypBpUhmIaawkET+Ub085WMsmSeOAT3oA0PBd9ozSuthbaxp14FDX+h3rP+6RDjfBG7EEMcDKnnjIGeQCz8Q9cmtLdBbveR+bNHpMs9qpMkEM2SfsipzucLtGOcnigDB0EpDewjw5pXjC1tXEkGsQ38c/lIEiJV1kuN2GLgL94Zz+YA/Q/BsWordm/wBT1XzDc3Fpp7rKwGjiK5bBtI1I5LYznqAB0oA6vwVq095ZQSXrbpWjVriT/nrIowSQP75GaAMLRL+3g1DVGutsaILa7urk5+WBLEn5lH/PMAngZoA5fVpLe0SGbRNE8Y20hlidNUu52KX8LzKD9vhNwxAuge8Sk+1AHsdAHjY0VE0uW5hvdSS+WSXUbe7ErfuHtbx1CrGTjaVXkEHP5YAN99KjsTYSadNdJLJImnakWkci/iu7V2PnozYyHUHp9KAMy81CG/vLka14a8QatFCy2GmQWeNmnYjBLf6yM75X5zyQOARQA7U7PUbixt01qTWLdvtsdiHmbEt1ps1wyr9qkQnnynGeTyMkmgDQm8F6cNQEMSXEdjJA+salpYkby7+7hnRQZYy3+3k4wCQM5oAjiv59Ig1JdKaRo7fEujROSfsAubRGwm/PywO2cdKAG+JPCtppln9o0u6mOoRbNRfVWlYnWDvG4XbZ5W5DHjA7Y44oAv6p4dtdQ1UrqolmgW1SUWJYhJpZbqUZljBGdqj/ADigDRRBFqUSW+5IVs3WKAE4QR3UIHy/7K8UAcT4iOl3cNxNpPhDW51AlubXxKJhmG8iz89ikk27y0cA/KoGM4WgD1fSpneGMysWYokkjH+JmQdfqaAOH0bQbHWZruTXYLiWSO4fRdNYuwOm29nGmDZFCMGRiWJHWgDAsJ57TSLSOMX0oe4fR71LPiS6tlurgstsxK487Zj7w4PWgDZ8O20kF7H/AGB4U8Q6VYskkGr29ztESTKoKPDEsj4YkFSeOo96AN/4c/8AHkn/AF0uP/S+agDD8X3KzXyxanourarZrANRGm2gBD3c87ruvFZ0yI1TjrgnNAGPdC8i0/UEGj6rp1gFWTQYLw/NFFNGA6Jhm+VJFJA3ng0AanjHXVuJ7SO50jUr60eN9Zu9NtcFr1tgCidSy/LBkkjfgnGRxQA/Q4rmL7Utnoer6dpph8+0s70D/Rb4K4YWe13+WRNpxnr0A7gF7whoVlaWUc9vbeZem1WWa9mYs0ytArbXYn7qEAAcYAAFAB4R8EaZLBbz3kMs1+6x61camXYPJcTgMQSpHy5OMY244xQBGdRmtX1Z7UqJECXkBYZAlh0pCNy/UUAXPDfgPSkSGULPJelVvp9VMjb7+SZMn7Q4PKvnp0xj0oAyptcvLW11N7W4YSpPKto7c/Z820H+rB/uE5HbPagBdf8ACdho8STaN5kV2kkKXV2zsW1qOedVZbwsTnzgxPQ47YoA7zULloonaMKWVWnQN0LIhPzAe9AHkuseCtPbRzPMJ21B4V1a71MMQ93LcgMVnI6qd2MYxjHpQBteMb2Ca/SHVdF1XVbZYP7Xj0y0CkPcyTsu+6RnTIhUYHJ5PSgDV8BRXkbXCnRtT0+w3pPoVveMN0KSRDesSBmwsci5ADY5470AP8Q2kd9ewwakoez8uTWZ7Vs7dSuIZI1VZgCMiHduxyPUUAV/E2k22mWZTw8raek00djNNG7Aact7Mqs0IYkL8mem0A80AQar4Y0zRmtX8PWkdk/nRaFciLj+07O8baRdf3irENkgtx1HUAENp4I0bUNQvm1rTYrtg0FvCJOkK/YUJ2KO7n/63egDEuhFeaFKL+HzTA0sFi8hJMRtZmClSf8AnlE23qaAOq8R6NaxLaW1nD9ksJJmgvY4yQssCQyP5TN/0+SD+8CeRzQA06RaaXqFuNBtI7aKdZbXUrKEYRhZxBlk8pRjMZ+UnjO78wDM+F/hfS3ieWbTLWS5+0TSR3jqC0JjkwBFJ1AA96AEtPCek3P9pPqGl2s83nSQRXEigtbLDaRkfZ5OoIZicgg0AUI9Egh0q3uPswTUg1vf/wBrNzLM1xdIv764bJKyQvjBJXHGMUAdlF/yFn/69Iv/AEsmoA5BfDOnXujyT6jYxS3zwza1LqR/1n2jY5AE452oMLtzjbwc0AbGp3tlN9mhHhW11u8EA1WK3uCoSytSqqWmdw3+sbgfI3Pp1oAyPD2p3NmuqrDpEOlvCo1a20+KTelnNNZMf3JUKMSMgbgDrjAxQBJ4h8E6TBp0clvYotyrW1zLf/8ALS/luLqLcb6fq3mMxPJxnGOgoA9UoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCtcQeZ1+teTmeHctF8zSlMWK3Ve9RgMsjHb5/wBXCpPuWK9kzCgAoAKACgAoA5/TfBlvFYi2vpftUXlnT55duPOR88quTgjPHJxQBFe+DHuLSOK81RnuYvLubLV9nMV9ZkbXMJY9Rwfm5BPIoAs6Paa+HLa/qmmOm3yYbOyiKqZCw+aWSRmOVAwACB65OKAK1z4HhkvVuDduFUBpdP2jbc3sKOqyO2esMcjDp6c8UAXn0Em7Wb7QMCF9KNvjqZZkbcHz2246UAYN54N8Q3YEeteJbCezDpePOlvia7EEgYLIwbaOR1CZ46YJFAG/aeHxFcTytcCQTLFbNblf9SLQSdXzz5m/0GPegDmI/h5rKQNbQeJLddLO6BGMOZ4bKU8xrNu24IJGShP6YAOifwrEJrd7WRYY4EksILNV4eK4WMDa+ePJCehzQBKmgYu2m+09YV0n7Nt+75Uztu8zP8W7GNv40AN8S+G11GHaLp7aVWW/0+9UAmxvLd8qwjPXB7dxQBmQeFNWmmgl17XbaSSEyOtnaw7Y5BcQMuSzMTu5znOOwUdaAGSeFdatpJD4Y1uxt4JWa+uoLuEudPu58bnsGV1++ecNkZ+tAHUWsUiIouLhp3AEc1wwANxIq8syLgDeeeBj0oAxrXwdClxdSTTGZLlYoLm0YcRLawspxID0lU+gx6+gBlL4B1ExCC78QRy6UNqJD5OJpLSJuIprndjaqgDIjDHpxQBsapp2vM5Oja/ZwxkCFrW5t9wtvV7eRHQ59mLKfagCx4c8Px6dbpFDM8oXLPMwA86WaQsxCL0DOxwOw4oAzr/wnffaTNoWtx2bugstQtpoTIl35JO1gokQgxBj3I9uuQCKw8ARrBcRatqM98tw7X13PtCshniQYXbx8hTI4A7Y9QC3p+ja8hT+0PFUNxEmfNWO1CvqHHH2qZnccf7MaE+tAFLV/CGtXXmqPF3l2UuYp7M2yloraZcMtvdFxjcucZQ4zQAzxPodvbiKeHXE0prcfZPtcyb0nspio2XcW5ch224IYEH9ADN8Iabd3L3j3N9dXEUyx6bbajNFs+0vbxSBjbWmBhI2fAySTg5J60Abc/gdWtYI4tQeK5t1jGmaqiDMNxbRbctCTysy5yu7BHfODQBLpvha5WYy63qyX1yFNlYPHEEXToJMZ8mIs/zSsBkljxwABnIBQuvBGq3QRNY8UrdWiyLfSxfZwsl4luwIWe6V8Y3gEkRKT6igC1qPhK8M7S+HdbXTpXAh1RHhEi3xhHytsLLho14znkduKALVzourNCiweJpY7pW8+XUWhQi7BDfLLartG0bh0IPA5J5oAh0LwpcW80kur6v9vunVbPzViCLb20JJxHCrN95jkksfbFAF3WtB+2NAftPleVMurY25+0eXE67c5GM7855+lAC2egiG4ml+0FjKsUBhx/qBZh+jZ537/QUAZNv8O7MQ3Md9PLPFcTSa1Lj5TayXDKQImBPMDqCD+YoAt6PoWtQuDrHipr6NQYooEgVPNYgc3bhmyVA7bRmgCsngKL7Cbe4vpWBZ7lbuMYMUsl2ZFKpk/wCpcjvzigCK38F6o08EuteKTePCZHihSAIs63MBX51Vj8yk5zkjHAA5NAFyLwXAY7pL2czRXMj3kyhcG2W4hRcISTym3IOBz24oAyv+FfatN5I1nxpcXccMkeo28awKv2o2rg/6dJuJYkAc8epBPQA0dV8JXjz+boGuHTp2UWeoBohIl/FETt3wll+aIk4OenFAEsPhJ4YWXTtYvLe4dzql3qYClrm9YgkyRMMbWwBgY+UYzQAzSPCt5FOZta1w39xsOmwbIljSC3eQMcRgsSWZR1agDS1vQob6IpcvLHyJ7e4iOGs7mFgVeB+xicA/oeKAKWk6PrcUmdX8Ui9ixsjtY7ZEDOT1nkBYkgehUUAWdD0EWSyAXBl3yy6qzYx5ZvJS20DJ/wBWDj368UAL4c0EadbRRLcGby1Fv55GPOI77MnGT7mgCgfA1s0l401zOwu0SyvIhgfZ44Ldk/cv6urZ5FAGRc/DjVbmNI9W8ZSSwIY5beGG2VPN+yuv/H2245yo4wUAPJBxigDuqAOabwJAbJ7b7ZN5beZuucDKfarhn4X/AGS2KAL2oeGoZxAFkeJYJF1C3Red/kxOoVie2G+tAFC88H3ImaXw9rTadLJj+1Ynj8xL1ogAGSJmXDBRjIOD3GeaAJNR8GC6S3W81W8laCaPWxdSBd15LbFuJQoAw27sKAL7aEhuhN5z7xE2lCHHBSWVGyT6grQBDH4Vtt9ybgtMlztW9t26LGluEIVh/wA9FFAGTB4AufkTUvE17eWEbLPa6bIigy/ZzlRf3I5YQsAcYGSPmz2ANxdCQXRm8595iXSjDjgJFK7ZB9SWoAG0JDdCbzn3iJtKEOOCksqNkn1BWgDmm+GdyIXgt/FV/FpzB447FY13W8c275FuzzsUkcbQccFsHFAHZWlqIUVVYsFUQKx/iCKBz9aAOfm8EyiWVtL8QajZRzES6jaRhSGm2gFrR2GVZ0GMgn17DABHB8ObFLNbdrm7ZUY3tjehsPaXRmZg8bjvCze+e9AGlpujX0TltQ8Q3l58v2dLYoiomSPmKIud3H97HtQBNoGhJYQiOGZ5VDPOJGHJNzOzdB/dLYoAq6x4WFxKktlfz2N2gNut3EAftFo5yUuYn4Ks2D6g8gigDA8Y6bex2MsQn1nV7mc/Z4CsQItHkI6+WoCpGB/ET9TQBt3vhBZkg2Xs1tdQDbY6hCATGWjCsGjcEFZgORj05oAs22i3YjkXUtcub0uDGHZI1FojgjEKRqOme7MaALGmaPHbQRxZ86NI107Lgfv44YwP3i/7YFAGPp/gma0Krp/iHUIbFX+1QaYAp2Rk58v7SwJ2B+3XHGaANC28NQJJcNIxlE5VrqBxwqxW6pgezqKAM7S/BV1alBF4p1VrFDm00ohP3UaH5Ve7C7isXTBbkcHIoAv2/hOzRbhZw08Vw7Xt5DJ28+FFKqRjghfrQBm2vgFgYxqevahf20RE+n2EyphXjzt+1yquW+zjpk9eTmgDqmUH7wBHRge4PqPegDhJ/hIHgaD/AISnWVsOTZ6eNmLQFsgPNt3MsZ6Avj1zigDoNa8KC5dZLHUrrT71AbWK/gCnfbSHlLiGQEEE8jI4PIoAt6PpU1shF3q17fyM32ia5uNvDFQMQRIAAoA6AdcnqaAK+u+F0vTG0V9c2V1EWfT7+HBMHnrhg8TggiQYzkfSgCJPCKSW8kWt6je6mJD5l1PPgFWwuPsqIAFERUEYHB560AVbHwK6yo+seINT1TysnSYbgIBaMVI3TeWo3MEPVuR1HJoA2LLQ4IJZpIXmLzFJ7lWIwjQQqo8kADqqjqTzQBnt4HsTZtbme8+ztv8AMlyu8faZmY7W244Zjj5elAF3XPDttqEe27aeMhhdWt1CcPZXMR4a2kwcFeex44NAFPSPCjQSGTVNXvNTutv2OK5mCqLS3LZIt7eJQB5hAycEnA5oAvaN4ftrBWWxMmxpH1FlbH7qS5fJEQUDhT0/nQA2x8O20HnbDLIJpG1C8SQjHmTRqpEeAONqj1PvQBSHgexFmtuJ7z7Ouzy5crvP2aZWG5tuOWUZ+XpQBfXQ4BcGYPN5pjXS2TI2iGKVmBC4zksx749qAMOX4ZWTRyRx6trcNk+9m0qKRQlu84Ofs7bNwG8ltu8oT1UjigC3eeB7eR4ntdT1SyuIk/s2K6tmTNxa8fLcpIjAgMM/d60ALo/gTT7MzFJL26ecLFqsl2+43flKwy3A++GOcYHYACgDOX4V2OxUl1nxBLaoVmsbB5hss/KmDAKAoJC42jcz4H3cHBAB2VABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAN49ahtLdhYD7mqV+4WHUwCgAoAKACgAoAKACgAoAKACgAoAqxapbPI8cU4aZAk11Fg/uUuN23LYx8+098+vagC1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBVv9VtrYKbyXYGdLCHj79xcyAKAB6saAIdR8QWFo0a6hc+U8rfYrBdrHz5z2yoOPxwKANCgAoAKACgCnf6xbWxjF27KZHGnWoAzvuHVjg4/2VNAFygAoAzn8RWS3AgeWQXLIdRjj2nDW6sRnzQMcEetAGjQBnaz4gtLBA1+0uCwtbeGJSz3dxJ0W3hXklsHoKALtvcCRVZElUMBKqSKQyBx0ljbBBHcEAjvQBJQAUAFABQAUAFAFe/v4baN3u3KxIrXdw4GdkUKknCj0AoAZperW95EklkzmJ1FxAWBBKOP4lNAFfSPEEN7vNlBc+SrG1ivHA2agyHk2RBJKo3GdoB/hzQBp0AFAGRL4qs1uBCsV9LNgSztFEzJZLLu2/a51GB5u04yaALOm63a3fmfYmkPlyNplzuUjbcwYzs3DkDPUcGgC9QAUAFABQAUAZt34gtYZ4ophcedLva1KoduLdMnzJenT3oA0qACgAoAKACgAoAKAKN3rNvDJEk5cSSlobQAcM0MRY7z/uA0AJa6zDNLLHFHcCSLZ9oZlIV/tCZHkSHrgdfSgC9QAtAFHUdZt7Uxi6L5kkGm2oUffnkVjyfQKpP/ANegC9QBR0nWbe9jD2JcxkvCpYYO6CVlPH++poAvUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBDdXKxIzSBiqgzuF6lUGflB9qAOT0C38Q3kUU0/igQ+Zt1Q6WkEbRx2E6giMOQrbgh5bzOvbHUAT7dq2o3c6aZrv8AZ1rBts2aGNGe8vpYs5dplYBYcgYAyeeRQBn3vi/WV0+cxzW6ajBOugvdbRtu5PtUQ3mLnAuIZASBnGeMHoAaE93q2m3FsL/xDJqMMzHS7mCWKJTDcGNiHtPKCnAK4IJfAPXOKAOi17WUsbeWWRQwjRroIf8AlqyKcDP+22BQB51c/ECW0hjmk8f6PfyZSTVtCQw4MNwVBFiIxvzabs8s2QOR2oA6vRv+Qle/9c7X/wBBnoAXx/r19Y26tpM8cUpmitizqGDxSyYIkQ44YehB9CKAMvUX8R293BDD4nlmhuFkaW6kgi36Q9ioJNttUDFxuC/Mr4680AanhzUdRW4uodX1IXiReVeWd66KreReK/y3AjCj9zs6hRnv7AHH6l4wNsVfTPiLcajL5scE1lJCnlanbSThStjIkYGYxkkrI3A57UAdRqEusXGpeVZeIJ7GzW3XUrmOGOItPcy3EijZJNG+BhRnr04HOQAS6hPqU08dta6zPARD/aWtapGieZcKW2KLcMpVTcOHYkIcYwMZFABqt5qmmWuDqZ1K7eRNL0q6mRV8h72RVX7UE4PkZJztGehHegCvMNW0mSE3PiG61O3lkXStSiukQG3urvgPZtEowPMAG35gM9R1oA6rU53jikaFtrhGljb+66IccH0NAHnkF54itrOC6vPFE927eRNqGnPHGI7iyv5VAWEIgIaMSA5yenTFAHQarcX99dmDTdUuLCCONb/Vru3A8yWa4c7Y4ZJFIAKqWJwT0HrQBTfxDqtvHqCXN/59xbxf2jp2pFFBljntXK+dEoxmGRG/gAIxxQBe8GWGoSRQz6r4m1S8lkiW5mtWEaxKbhAfkhjjBzGDjO7n9KAOQttR8TJpgvJ/FVxPdBftq2DpGIJLQS/dniSMElkychlOeO2aAOlWPVbC7thc+Ir2/SfzLbULedU2wzwWzMGsdiLgZUjHPB5ORQBU8R6xZGaRf+FgaxZyr8sFpaRAx6dL5Y/4/pVhbOWGSGkGOQMUAZ+rXl7qen2Ek2pXFvK81ss7QhMSTyXCjfhkPMRGQAQOeQRigDqdcub2z+xrHql1MWuVsry4lCbru3kgmOJVjRRwQOiDoO/NAC2viGaC4uk1q6XykVdc06RgBs0xozuG4Yz9nlRuvPIyewAMoazrbW1mk975d/dMWuL1EX/iX2mx5CIkIxuihAQfKfU89QC9YPfafdxw3WsXmo280clzaSXQUyWd1ZsmQ0qKuVlR/wC6SCPSgDS8YazPZWsj2RUTfLa2rsOIZrqZUDMp/wCeTNn3oA5bXPD99azWRm8SajfxG6QSw3YQmO5+zy4Nu8argbd2Rg9sYxyAU9V8a2k91cJqnjW60OKIrZ2MFvtDXcnl5Z7iR1fIDHAA28e9AHWeBfEk2o2266lt5nV3097uHhdQFu+A8aHp5w5x/wDqoAfJqVyNRWMTt5BtpL14OxuI7qMA59lYjrQByWkw+ILqzknbxVqSTIbhtJtkEeyVbWaTAvg6MTudSOowMY9aAJfFkL6pHpsi6jqFmJJoZxDAV/0d7i1dtyEqfmjxgckdeDQBt6u9/LPDbWWr3dsvlNqepamu3zbmK2dFAifbgGWRssdnsAKAIrTUtRs5LiG61KW92QDXNKv5gvmRxvvG26KqASkiZB29OtAD/A+m6lJDDNrHiPUbqR4kmazG0RBJYwQWQJncFxk7+TntQBx2nar4gbSheN4qv5LpQ0ws3VPKnihuWUieJUBJZc87h29KAOrS31LTru1WXxFqGoRzebZahHchcGeGBnD24UDHK4xyMe/JAKfiXVLTzZT/AMJ14itXQBRb2UBaLS5Ag/4/HjgfO5zkguDzj0oAfD4s1O8tbEWtyttc3X7q8vwATbx20DM5t0Ixum2cZUgZoA1rixu9Ltrl21/VdQCxPeW0d2UzbywQsfkmRB9/A7YFAGaNZ1G6gsI4tRmt57iJb/UtSjA3pb29sjN9nBGA08jqM4OBnAoAs6bczaffC3a+nubWSI6hp4mA3WM8EmCquij5ZEOeckEe9AHOadPr8+ltczeKL6O8QTX0UCBPLSOwlkykse07t4U87s9OeOQD06yuvOjRtm3cqz7M/c8xQcZ9vpQBxGgaC6ardsdb1eTCwXLwOy7bj7Sk3yyqEHy238IBGO+aAIrzxDqK6dfOl/MJo5rm3sp+9vFBckAJ/uLxQBc1KLVdNNs51y8u2eaLSNZtZiPLlF82C1ogQYMMhBHIGODQAzxLf6ebhhP4n8Uoyqv2ix0tHI0jIJ8y8aGNvvjHDEg9wR0AMl9f1e50q3a01iaO6knXRl1EDBeM3roDKpHVkAJ460AbhtrzTb23WHWdSu7efzbS8t7x93kzwQFw9s2BjO0gj7vPAzQBBZ6fe6xJcPca9rFhHHM+j6VbWUm0R/YWwXuMZ3GaTPBGMUAat5eXcN5Zxm/mkRo7g3pYAfbZbdIcNKqgDOSTwAOeBQBxZ8ZWd+8zX3ijxFpzrI9jo1vZRzFLaK34D3KRRkMZnySGJwOBjrQBfXW9W1GLTg2pX2nSzM8ervEu1pTZwuSAjDjzWQ9uM5AoA6LV7aysbYJd+ItfhBcR208cjPPeTOfuQMVdjv8AYZA7gUAY3hLWWF6YrW+8RSW5gOova6ssnmWd1FcKPklmUEiZG9SB+gAOv8Q3ltDA5v8AUrixj4iN3B9+J3YAfZ12tkseANpJ9KAOG0fWjDfQJY3/AIs8ubzYL3T9ZSX5TDAzB7OWYeo2kA/gKALOmaJqeotdi68XazCI7mS20kW7bRZ/u0Yedj7yxhwNpOOD68AFbSvEz6h/ZMt6yrIzTxXDHA8y4jtJVJUD/nq44+tAG4viS4gk1Fp3eaOALdWluTwippysQh/6aPmgBNC8KXrLDLe+Ktca6Oy+1BFk/dXAcAlI7NhgL2yFDY9CTQBm+JdQ0+WWQR6x45ldf3My6QJDHpM6oOJDCuCR1IZnweDgcUAUry9vtRsdMaXUHguXni82+jUZVxbTgsqMCMuB6YB7dqANyytrrTL6ONNV1K8tJ45JhHeyl2s7uyKcxSvziRHxjPXn6gGHba/PY6QptJvJd55NOF3tLGxS51SUF0hUHJjXOBg89j0IA7SfEdvDdwLoeteJtRhkLWuqQ3yTEW7FCVeOWdFx84wQDjHbpQB6fQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAR3FukqssudrAwyY/uuMcH6UAcfoVl4rslSD7Po1xbxlbaDWXdgTpkRAAexVfvrGMZ8wL655yATXOkaxYXE0nhywsL6OfbLd2U0nlm0vIYwN0MgVgVlUcggHPIPJoArv4EvmspI5by0kvZZl1rULjkI0y3cbEQjBOEiQKM+nOOwBp+I/DNzeTWr20tuqQym9ulkJzJGY8fuQAec+pFAGxqmmx3UUkc5YJIjWUrL1VJkIO36A0Ac7pQ8WQiOKew0Ro02QXGsGVv8ATrOIgHyrFUGHeP1faDnqMCgDR0/RJ4ru4lkaIxSpBDbgHlWtBLnzFx33DHJoAg8a+GbnUoVSxlt0cSx3rNKSAY4JMnBUHkj2oAs6hoc8t3byxvCI4lnguEYnc7XYjx5QA7bDnke2aAKU/hGeWW8Ml1HHHcQx6ZbyJktbNFFKCXUgdPMBHzfXFAGLd+HfFV1bJBNb6Daxp5KTXYldv7SSyljP7iERjbkLnkt6YwcgA6ZNDnF80xeHyjAmlqmTuE0VxIxJXGMFWHfPtQBV1rRNQS4W40BbeacIdLvdPncqt/Zl9w8uYA4aGTplSMEjigCK90DV9RtdusTWFleb11LTntgzDTZLaRSolLEbiCCCcKOeBxkgESaXr1/JF/wklrplpBC4vzFbSM/9rX0SkBgWVdqRsdwBDNnHPFAHTahbNLE6xlQzK0CFugZ0I+Yj3oA5y78IXkmnRW6S2onRbaCWQk7WawliLbG25+YIcfKPfFAE+paDqUd0J/D/APZ7syDTdUsrlmUXUUbkq0c8aP8ANESRyhBB9hQBSXwfqUsN4dSuLE31yjWKCIt5dlAsDKi7yuTsLsSduTngcCgDofD+mS2ltDHcNG0kcUdlMyZw0kEQB8skDgkegoA5v/hB77+yfsvn2f2nyvsXm5bZ5m7+/tzj/gNAGzrGiXM9xayWzW+yF5JrpJGILx3Fuy/ucKeVLZ5x9aAMq20DxDZmddEfQ/JllfVYb6cvvs3uzlt9qqYby2+7+8XjrQBAvgfUk0+3it59PN3A8N8pct5dxJZzhsGQLnDD/Y/xoA1tS0TUbsWpujYRzRTLqmoJGzFSkcMgItWK5Jy46haAKvjDwRLqTwm3uIYlBNnrCsD/AKdpEzKWRSB1ZkXGeBkkHPUA0PEug3F0I20q4hhvIX+3ac8oOyVijKUudvO2dGIOOR1HpQBWsNC1KW5E3iE2MZRWstJsbV2Zbdbgrueed1TLPtA+4AB6noAX/Eugf2hbvGtyYGbbJBcAZ8ieCRWUlD1Cuo+tAGBcaB4ovJLdtYuNAhjhlGoTWlrvP2oCJhuE0ijBTdgDbg5JLcAUASy+HNas7iWTwt/Y8sc5F1fW98zqbe6jXGbaSNWyJRyQRwehxwADp7BbsIP7UktXm5MzQKQvLHHlq5J+Vcd+Tzx0oAzn0Oc3yzB4fJED6WyZO4zS3EbAhcYwFU98+1AFXRPDNzbWRhnkt2lPn4dCdo+2TyMMsQD8quM8fTNAEB8IXXkWKLPbFrZ4Zr1yTiZLW0dD5HHVmYYzjigC1rmg3zSpNoE9ol2itYSQ3Odl9Zzsp2yMoJBR1BBAPoQRQBWsfC1+5nk1y5tDeSxjSoo7fd5enWiBsCMtgku7EkkD2A7gGz4f0yW0toY7ho2kjijspmTOGkgiAPlkgcEj0FAHMQfD65j0n7LHcW3nbGtzOSdvmSzFic4zjJPagDf1XQpp7i2kikiCwvJNcI2cyJcWrqPKwOqsw644oAxrfw94ktWlXR7zRFt5ZJNTW+mDmSwe9ck7LUDa3lMeMuoPceoBHB4CvorO1S1vLVNQtsXNpOd3lzy7WDJMQAdk6MQSAD3x2oA0hpeuXcM6eIpNIQSRtYW9tabyIvNRgTJcOAfn3D+DjHFAFSXwTeLBaf2ffWsV/aqsME7qSl0otwrpJ0O24wOeowDjNAFvSPD+omcz+I5LA3Gz+zbK2tNxSyt2cEkyyAEtMwH8IAHA7mgCho/ga8tdKa1e4tXuDFPZJOM7PMvGkI3HGcLvGfl+lAHVWNqYY0VmDFVWBmH8RRQOPrQBQsdCeK6nlaZGWVYYI4gOYjZiTO4/7e+gDIufAk72l1Ct5CGnkmvoJiDiFbyXdiRf+mZyPfrQBr+IdCe9WIRTJHsmh1Vyw++lpKCQuO7gUAZI8Oa7aTTHw/d6QYJ3/tCdrtW36fcmMA+SseNwbaOCy496AI7TwFcx2kEUuoRSSRXC61Nc7cfaVS9aTAUd2Bx6ZoA2tT0J7i4tpEmRVhaSeWMjmYXFsy/If9ktmgDKbw1rVnJKfCt5pYhmc6jPBehj9gvZR8zWzR9RKQDg455B7UAaE3h64e4tpJryNzCkttdHbj7XLdLH8yKM45QnGTQBSi8OaxZtN/wj9/pphld9TWK7RibG8uPveW6NyrPzjAx0zQBduvD1zLLavPexO8BeS8cLj7bJNasmYowTjLNnGTjpQA3xLoF5cGKTR7m2ju4Wa5s0uATHcedEylbjZyMq3BGcehoAr6b4d1b7WJ9avrBm8ltL+xWynbbNJOjZSZ+TwvOQvsBQBd8UaBNfRAWV1HBOkkeqWUsgyouLSUECdBjhsdiKAM4+GtZnubeXVtR04LCZG+x2yMBN9ptiuTI5PIY+gAHqaAMjRLLXWkvf7Gv9Phja4khK3EbE28wt4fnt3RhnIOMHjIGD1oA24fAscJshZzDybXdlZOTdeZbMuc+u87vT0oAs2/hYeZdm8eOWG4Kq0GPuRJaqhEmf7+DQBS0rQPEdr5ca6/pj2Me2KOVoD509pCRhJn37clPlLBM98ZoAht/C3iC1kmGia1pcdrLI+pn7RCzSWE11977MQ6g/PkjII9c0ARD4fXi2lpFb6rDFNbyJftdbCRN5KSDCx5H3i/qOKANLTPD+qNOJfEt7p00qI1lp0FnGyrbrOylmYyOxLSbQOwAHvQBXg8Bf6EILi+ZJA76jaX8I5s7prtpFaNW/55EjPrQBoaZbeId4OsahpBiC7HgtomzdTEfeeV34CkcAKfc0AS6RY6vHJMdX1iG7hZvM0i3SMKdOt8t8sjjrwR19PfgA16ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAQKB90Ad8D1J/qaAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKAEoAWgAoAKACgAoAKACgBKACgBaACgAoAKAEoAWgAoASgBaACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDhbfxLOdQJMmoNaMzeGI49reVHc20at5nm9MvN5kR6nIHpigC54g8SavbzSDThpZgiiiv5op0fddzXtxKuEmVwFCiPrsc+xoAiPivU0YxTyaf9qEzacl7HBIyNFHZxSZFgshbJEm3/W4HXPagCOXxhrZyUsNPt9ptrO4tZw5ZrnVJAvyyAjAt5GU8oSw4IU0ARjWNdmuI1t77TIZUW7hvWdH8q9FpNa4YW4kGDh+pd9vOM5oAm0vx1fXrK1hYR+T+4jubPY5fbqFvE5dbxcKBarKOCpLYOCOBQBqeFNQ1e8tUk1STTkmkQXlqkMTBbVZkyPNBlbdnIPBT04oA5PT/E95ZWsL3M0t3MbWK8ZpHkImuNSu0AMyO7coX5Of9wKuFoA09Y8baraGUINNmaAW4uyY2A1CbVZmUeR+8O0QHB58wnkcdaANNPFN3Hb3TX9tC89t5kcuwFVvzBarICkZLECVHA+83rQBm6tqWqO3k3V7bJMJLaZ7u08xA9revL8kiLLuBUxHkSjII4HIoAPEkl5Lfxxwx6hPF5El61pb3Lw5mFxEN0ksTKTsU4wSRzxQBLfa7rUIujp8mleTAU03T4Z0kZ7ieS2hbN3deb0Uy/3ST3OeoAXniPXoBIGXTpWidTeX8MDkRadLbM27+zvOyTHKAvErcHOOCKALHhjVZ7i6u9t/HcWwMEliRuI2z2ERzbsXICvknATJJySaAMjR9buTe7ryfUkt5TLbaMu9mTVwJB/y6nhPsSxscgAsGyTgEUAafiSbUI50jsL2ZRdf6Bu3f8glrQbma0HrPbbx14YKR3oAyrv4iavFbecbOxcSRy6hp9iUcPYLZMOL07zuzHnJAj2nsQeADZ1PxFqYnEWmNp0RMqWKTzxswjiksZpCWjWRMnMYA+Ye9AGZeeO9WaOY2A0iGaCKTUr9ZlZhfvaXM6EWiK6EAtbscktjIGO9AG14inkae2iee5gt5DKbqaGQoZZYIgVQTLg/vcsflZT8vpmgDBPiV4GU2S6k3lx3ds1tfyBibmO9tAPPljZ8i3DkAli2OCc5NABqWt6y15bwxanZx3CyPHcXCRv5V5HJp7sBcWAmz+7x3mPOG9qALUfju/cRNDHbEboLHWIBExEc1/dBMw3ZlGBg7seU/oTzkAGfHrF8mkb0vrnz/PMf2ksSxRtb24LnsY+PpxQB0PjHXJrMBrZFZljuNQjVmcK0traEgTRI6ggnsQfVcHmgDn/+E816IyG8l0WWKMWlxPHFA6tcx6zNgiORp2wbcc/dbPoKAHWHiW8i3yA4giiu76605mdzc/Y7+YDy7hpGwx2jJw47KAMYANCDxVr0hVGsbaB5JFtbHUZ4XCNG1rM7Zs/MyTF5JHEoB3A9iKAL/wAP7u5mskOoXUlxLvnSWdySX8u9lAxuJOFUADk4HFAHT0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAUxotkECCzhESsLuGLHEc8cu4FfcSc0AOn0m0lLGe1jcsFt7gn/lrFA7FQ3/AFzZmP40AR3Gg2Eu77RZQvuYXs2R9+4SNVDZ9RGoX6cetAAug6eoxHYW6L+7YRqMBTZMCm1B/wA8Cox6UAV7zwjpFwQbzTIJGBaZWOeHuNu7OD/y12jPagCxJoOnvIryWFu0y4WGUj/VhOmB/sZOPTtQBZtbSGFFW1iWONQLeCJekUUa4AX/AHQKAKh8O6aVVW021aNVW0hjZQQkFuylRg9omUEUAST6JYSljcafayF9n2osoP2j7K+V83PXyW5HpQBOlpCu7ZBGC5826IH/AB8PsVcyf8AUD6CgCnbeHNNhAFrp8EahheKqjpOg4Of9gcD07UAT3WkWc7K15ZW8zqGihaRQfLSUrnaD/eKrQALpVmAwWyttjESTx7RiVo0UDen+wiKPwFAEN74d024z9u021mJIlZ3UZLouOH/3cjr0yOhNAE0Wl2kbl4LWJJWAhmlUY81I+m8D+4OPXHFAEK+HdNV966baibP2jz9oykp6mNu289cYz3zQBalsoJGVpreJ5EJktZWHNuzoQfLb/aUkUAV49A01C3laTp6Fg0NwyxqPPjmbLCUgciVuTnr3oAba+HdNgx9k021jYH7QsgUZMwjK7nk6kiNiuSSccUAUdY8E6deqFntrdI/n+0hY13TJcvuYRzsCV86TkkYJ9QeaANa7061uABf2dtcKCJ40mUMElToVVgeVoAjTRLBQBHptmqBXtEiVBhLe5YFlCAYxMygkY570ARN4a0kgBtF0wgMbqNTEuEnYYLKMdWA69aAHtoGmkqX0nT2Zdv2ZzGubf7Ofl8o448k9MdO1ADv7EsPL8s6bZm3yZWtCgKF2k3ZMRGP9Zz0680AIdC04gg6VYFSDG6eWuGSVcEMMdJF4PqOtABJoWnsD5mmWRDbFmGxf3y2jZQScciBunp2oASHQNNjIMGl2KMNyQusa5iS4clhG2OBKxJPY0ANXw5pSrtTRtNWMETLCIlwska4BCY6ovA9BQBZs9PtrdAun2lvbxDPlW8KhVj3Ek7I1AHzMSelAE9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUA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" 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BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAzDetc8r9EwIvsx/jdjXHLCyfx1H95rzdkg+yJ3U1UMDH7Wv9ehPtGPEQHSNa6Y4eC2pr7kQ5Pqx3/ATW6ivsxQm/JjqoYUn5AID7GhLzFfyYhBpNr+VlIUCiy/lAWh+SELVAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANfoaAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAm4eo//V/hQAtABQAUAJvX+8P9r/Z+tABkdiKAFoAKACgBNw9R7e9AC0AJkeo9aAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa/Q0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgClqF2sEbuVJCK05UfxbRmgDyz/ho+37eHbo9wfNXke1Ar+Yn/AA0fb/8AQuXX/fxadvJhfzQv/DR9v/0Ll1/38Wi3kwv5o3PDHxnsdTnETWNxaMRutpHYYlf0z60hkfiT4yppk5jvPD14xA82OUSD/SEP/PPNAGV/w0Zbf9C7df8Af1aBX80db4J+IdprKt9nt3tpEOyW1Y5+RuhJ/wBqgZ1+R6igDz3xP8ZbTTJjEmnT3jqN9y6uo8tj2HvQK/mYv/DRVp/0L176geYtA7nY+DfHZ1dGaHSLm2iU+VFK7Ai4/wCubf8A16AOsoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAY/Q/SgB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZXiH/AI9Zsf8APN//AEUaAZ8jIRgc9qDJjth9Dn7gHqx7Y961uKw7ym/uN+VFwsT2808TBrZpYpVPnwOo+41ZGp7D4gto/EmnpNpkSi/iG+aM9WAHzrt/2v4fXtQB4vuHqP7w9xVGSR0XgrxY2m3SOzsIT/od6q9JLSToW94qDRM+jde8T21hbvLJIjoFEsKgj98z9An++aRTPlm61Ge5dnu5MysfOlY96DJk+k6VcX0iR6cA0jt5YP8AzyRepIH92gaPqXQ9BhsIUjskCxqNinu8nq340jRGrQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAx+h+lAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAy9d/49pv+ucn/AKJNAM+QkHA+lBkza8H4N7bBlXHmpuXqJMf3/pR95p9x9YfZ4v8AnhD+X/1qA+4PJT/nhF+X/wBagASKNf8AVRKo6lFAw2fX60DPnT4n+CV0643W0bi2mP2u244t7ofwZ9GqhNHCDJ4HI7kUGTOk1XxvdXdpBBPLKUiJNxL3ulT7u7/coNW/M5wsB1IA6knsPekZs9v+DvgtoYzcXcIEjjZp6sDmC1U8kj1kpFJHrlBYtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADX6GgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZeu/wDHtN/1zf8A9EmmDPkROg+lBkxwlKn5Hfdnz1lHBi/650yiz/at3/z+XH/fxv8AGgB41G725+33X/fbf40hI+mPh/JI1hb+ZK7N5au0rHJc4/iNI0RY8ZeEotVt3jkCh8brOU/8u8/qKAPlm5tZY3ZbuN451Plyx4/1bf8ATQe9BmyOtWSjofBHhJ9VuFQKfJH+l6o/9yL0z71kzVH1HDbJGoECKigeVEg6KAKBk9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGZrv/HvN/wBc3/8ARRpgz5DToPpQZMvaHpsd1cQpcFljkkFlcMOqI39z60yj2z/hnXSv+gvqf5ilcdhw/Z60rGP7X1PH1FAkjv8ARNEisYY4rUu0SKsMTt1bb/epFo06APnr40adBDeIYovLMkZmutv8coPU0GbPOBWrJR7x8ENPhW0dxEPNaR4pZMcmKE8Csmao9VoGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAx+h+lAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAzNd/wCPeb/rm/8A6KNMGfISDgfSgzZb0nUJLWeORFDmNkngjPRyP7/0plXPT/8AhozVP+gDpv8A38f/AAoC4/8A4aJ1P/oB6b/38f8AwosO4yX9o3U1Un+wtN45H7x/mHtxQFz2rTr5polZlwWUTEehYdqkZ4f8df8Aj6h/64n/ANHUAeX4rVmSPoL4Jf8AHgf+usv/AKMrJmqPSqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAY/Q/SgB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZ2sxO0EwjRmYxukaKOXYxHhQPU0Az5UTwtrGBnQtV6YP7l+D+VMzaF/4RfWP+gHqv/fl/wDCmTr2Y/8A4RfV/wDoB6p/35f/AAoDXsxP+Ea1b/oC6n/36f8AwoHr2YyfwzqxQ40TUycYA8p+T+VAa9mfVWiROsEYkRlYIisrDlWA7g+lSankXxo0e+nuYTZadeTqIjHJJEjEI/m9GZR6UAea/wDCNat/0BdT/wC/Tf4Vq35maXke7fByxuILEi9tZ4H8yR/LlUg7Gk67W9RWTNEeh0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUAN8pf7qflQAeUv8AdT8qADyl/up+VABg/wC1+lABg/7X6UAOoAaUz1wfqKADB/2v0oAVRjogA9qAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEF5dCFGZlLBVM7KP4gik8fWgDzSL4+RFBJceDvEMdkTtbUguUX5sfLLgA4bj73XigD0+GdJFDQtuQgSxt/eRxxwfUUAZ+qaxPbvCtvpV1dCR/s088YONOjC53XBAPHbt9aAKPhjxpb6mkzxW728UUr6YXlI/eC3jQlnx0GWPc8DOewAM6f4lxGa4j0nSbrUHgRLuT7OQTfPOV+W0Rc58tGz65yMd6AOogvlaNXuEa2BUXEiTcG23qOJs9CmcGgC1QAZoAKAM/WtbgsIXlvVlaJFM8qxjJZR2QEjk/UUAGj6zDeRRvDhd6JfmAkE26XMYIEgHtQBd85M48xN+PMEeeSgPUL6A0AYtp4wtJ7yW3himE0Src3MjYwwmCkCLnPyqwzwKAF8NeLrbVFlawhnRI5W0omTGZpIVUkqoJ4Jbjv64oA2YriJ8+TLG+CYZNpB8uReofHdaABZkJIWRCwwZEB5QN03L/tYoAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAec6NrOvaiGePxjo2nhpJLaz054Fdo4op2UBnMqklsf3RmgD0KJXAHmuHbAEjgY8xgOoX3PvQBJQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFHWv9RL/wBc3/8ARZoA+cRb2raOpm+IEkb/ADFPDKsCHcXLYElupz85AbJBA6+lAHdaNr1vbaqJPED22lh7CJwk52rHM5iJWPzP7hVhjOeMdaAMPwT/AKjTf+vuX/0XQBmI6m1Vb+Z47F9UaHWTnCtb7Iv9dKOwXcevbPagC19i0mBtVXwzJC9mII/sjRPuU52Z2TEnOJCe5oAvaH4UsdX1CFdejkuIxYQahJGWYfaJfJiH7yRSD/Hnr9aAMi0vSbW1h1y5k/stL2XSdVl3FRLFCI2UTEHhWLuT6YyCCKAO3+Elrp8V3qC6E8bWgeJLJkbcDF++/wBXKScgHvk/WgDkvH93FeTXrx6f4ctmiK2Ek93LKLi6eIgBtOgDAdh/BjHUmgD0TXrmWXQd1zK8kjWsU88rHmWR4kJLn1Y0Aef6DBo9rNpjeEr5pr6TEPiOFJSSYnVdwukzx5HzYGBkDPJGaAMDTzf3DGT7TpNtq4n+bULm7KzLOCBs+xMcbecZ247ZxxQB2en+FvDEes3Ueq20CR4jOk28sj/v7i9jTcIwW+bzGc8cgewHABh6Db2dpY6g2jMIdWR5LCNUkbzLfRPOh3FYd3SP5vmxketAE2j6WkcczaRqXhlIzYzJqen2VzIz3eLZ8PcQOmNyPwRuGM8e4B3/AMJvBelW1rFNa2bC8kjMd3dF2PmxySZx5WccFR0UHjr1oA9FoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK9Wn+HZjmWGw0trpg4W3Nu3nPdupwIlZNwLtjGMeo9aAO78J21/FaQLrTs1yI1S7LHJDhekj9yo4PXJ7nrQBs0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANbvQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGTeVtP2jy/LwfO34x5eOfMz2xQBhw+EfDCsptvD3h1XP+kWbpBHltmDugYL/DwcigCxqOnaHdjdq1no12i5jWe5VGFuWIyA7g4ycd6AHRaNosIjEOm6RCAxn01FjQCOdx1tVA6sPTmgDAvNU0BLiG1g8P6ZcQ3Jk1CZkSPyi9vGx3SRgEMzMgHbHrxigCW+tNEtFQaL4V0K5jmlTQ9TWBYlEUEucm4AU7vJwPl70AbkFno0Dg21vpME2BpMcqKgYRoFxGrDnCjbhfpxQBU1TQdHSF1OmeHolYm5hjuok8qTUWQ4a4i4yTjnncR3oAyPh74Jj01Zn/tDT7qWZhLO1mgWO3SHOFgjQ4+Xcew9/WgDZuvDPhy9cSXmk6LeSHMUVzIiN9pIHTcQc7Ap9cY4oA0ZtPsfKKXFpZ/ZQvktbOq+WlvGOhjIxhAPTAoAo6T4W0K3YyaLpGlwOw2faLdFG6MdoivQN3xjPegDn/F83hmxZZrvw/pt7dmVNMjdVXct3L0Nw+DzEikgkE9AKANTxRd6HYq0+p6bp01zGvnWzsqea4ToLeR+eCex4oAseH7TTZ40nt9D0+2nnjW8upERdzrdorFZrgKCecZz164oAtWvhTRoAwstB0mBXBt7tIoUAuoWH3Zgq8gjseKAL1tZwQqFs7eGCMfJFDEoCxL6Ii0AS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADdg7qM9jQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa/Q0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCpqumpdwyRysVWRHspGH8CzoRwPYGgD5rs9c1hFS4KuDYBPDpiycP5/njKyHcMxDap4wRjoMUAbcOh2Fs2nxeMJ2h0xoDrEkcjFVm1a4diRdEY/1SMg5xjpnrkAqR2UV1b2kcklzPYNqL6dpTSZBl0iRox8h4I3Et7g5oA3PHHhKS0vLSHwLElnIYrgWoLMdvmxvu2ytuOWj3Y5yDjGKAK017ZnSLD+yYRbOl5FBfqp+ZNRiSTLSMAOZBhvUAgdqAI18EabfLq8t7CzXEUs81hLubFuYWkbiNSM+ZjHOcdh6gFhbjTL65s/+E5uojYmxV7V52KrNfgYfzpcj5iQx4P93vQB2PwR/wCQav8A10k/9CFAHmF/Y6nBLLDYRlVsJJfFlu3OJLUyQlRtC8GNMtnJzn0GaALkts0tvbya3vtLC8vJNT1/DMAsTSDYrtkfKcSHJ57jpQAmpm2jt9Uj8NXTy6Qv2d7IKxZI7p7mLd5ErZ6sGHU5AHJ4NAG74s8GaTptlaHR7IwvJcWsl9IXY/aHSCXBIcnHLHoAKAMLxJDpE0mpt4olX+0lfy9AjkcjFsCQv2eJSM5j25yDjjpzQB7f4L/48LX/AK4Q/wDpOtAG5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1+hoAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBnt4c0oq4fRtNZJD9ov4jEuL6bdndcrjk7ucnJzQBLe6NYXKhdS02yuYxykM8asEI/uowPSgBraFpxCB9KsCsZEmnIY1xYOnQ2q44KY4xigCSTTLR5FeaxtXnXKW10yAvbq4ORDKRkbgT0NAFceGNI7aJpfLjUW/cp814ucOePvLk89fegCZdGsAHCabZASZOoqI1xflxg/ahjneDznNAGN4k8GxXVuE0qx0KF04sBc2yOlohPIhgIwNw9BQBN4O8Iw6RbJFBM0pGZbic/8ALeeQ5JVewHQe3XnmgDTfRrBi5k02yZ3X7LfSNGubyDGNtwxHIxxg5FACNomntH5b6ZYtbD5FsjGuxVHYQ4xx9KAIk8NaSsRjj0XTFtifMlsREuyVwRy8GMZBA7UAT3OkWMyqt5p9nNGpE1tFKikW8kY4MSMOCgPGOlAFe/8AC2j3TbtT0LSrqTHliaeFGIQdt7g8DNAF+G3ijULbxRxRqBDDEgAEMaDgRoOyigB9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADX6GgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADW70AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa3egB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADW70AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa/Q0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa/Q0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa3egB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADG5/XNAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoARJFb/AFbqw5QkHoynBGf9kjFADqACgCG7vreBS19dQQRDmWeVgFiBP8btjqfegCagAoAKACgBGYD7xAHViewHqfagAVgfukEdVI7g+h96AFoAKACgAoAKACgAoAKAGpIrf6t1YcoSD0ZTgjP+yRigB1ABQAUAIzAfeIA6sT2A9T7UARi8gO3FxCS3z2w3D/SFAzmId8DnigCWgAoAKACgAoAikvIEZVluIUkbP2aFmANx5YyfKQ9dg646UAS0AVzf2wcI13bicj7QlqWG54QcbliznAPfGKALFABQAUAFABQAUARrdQsxVJ4mkUCSaEEZiSTODIno+049cHFAElABQAUAFAEcV1C5YQTxSFT5FwqEHyJdoOJQOh2kH6GgCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAae9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDA8cS3SWNwdOnkhmWJ7iOZDgxCJckxuO4UGgDll8LazZWwm0Lxhr11OEXUZ9P1OUSR3yKmSiZUFd4zghvqe9AHST+N4lt4JINPuria4CSaXpkeN07zRBsNIcACFMkkkACgBLLxxERN/bWnXemTQp/ad7ay4bNjtJ3wSxEgj5SODkEYNAD9H8VX106+f4U1S0gcfaLS9keIgx4yPtCRuSpcEcYPP40AV7nxzP5si6R4Y1XUo4mFtqF5AYwEmIBK2yyONxiB5A6Hg0ASav42NtNHFbaNfXlxJG19aQxlRkxEZEzyEAYXJyT7DJIoAhur9Xu7L+0U1KxuGW4misFlXY7pEmVvVXO4opyuG45NAGNpni3UIZb0WegatqrLcPNI0bKBbWwtosLE0jDJyp+VQSPTkZANLVNX06+SxlhudTEck6NYi3k27pWic4v05yF2EEZ68ZxmgCW8+IEyzzRaZ4Z1LUHg2PfvAyDZFcQhgY1dgSWGQAAScfSgCpH8WrV4xMmiaoNKJEM+tybAIJHYD/j23biI5CFJC4znGccgG7rfikWrpHZ6dc6heOGmtrGEqMQQ4y08sjAALkAZPJ4HfABV03x7aypOdRtLrT5rcGfV7GYZa3gVSQ0bJkMJEBwQT/LIAmheMb69MZk8J6lbW0i/abTUGkiYeW0e4GeNHJHmr7dePoAdBe38FujPezLFEoNxcSn/AJZxoOSQPQUAc9F44kDxf2poN7YwTN9l0+8lZDmeTO1bmJCSpuFHHXB4PNADpPGF08ki6L4dvNQWJhY3k6yRp/pJUEiFZWGfJUjPI68ZoA0NU1e9hMYsNBur0vkysroq2IQD/Xux/jzxjPQ0AZ1v4/tfJnfU7K8sntyY9Vs3GWjIXI8ll4InUjHP6c0AWdL8RX87KLvw3d20bp9qivBIjKhwPlmKNwSD6EHsaANLVNXtbKJ5NRmEUKDzp5D/AAqPQDux4oAzdJ8Q6hOyC+8MX9krr9oSZ3QiAjHy3Sg5BYH0PvQBLpnieK6tjNHbyIg83MJIyfscrqef9spQBUl8bR+TbNbWE089yFk03TwygkSQ7yZJGOMW8fU8+3WgBtl44X98Ne02fTZ4E/tS9hJDrJZEMd9nMoG4DaQflBzxQA3RPFup3bRmfwrPBaSr9pstRWZG2RNGSPtkS4x5gxjBfk80AZHhbWdXe/u1vdDnWPzFWScTIV06NLQbf3ec/wClKFPC8E89DQBe0LXtKtobuRrm7jhS5n/tNrht3k3MbgEW4A4V+No5PNAEtt42vVdP7d8M3OnW8rLaafdtIrEXM+dq39soypk6fxAHgkUAGoeNb4XTwaL4ce+mRFvJ5nmCJHHN03SFW5P05oAsWvjyya1knvIprVYjJb6lavgta3Nq5BTIOCWOMYPORQBWtfG18kkY8ReHG0yKYi1026M6tm7kUkJdxYUq0ijjG4Z4zQAreM9UkkkGi+FJL2GKT+zbuf7QiM8yopP2eB+DsVh1dc0AdZQByV145vGMh0Hw6+o20TNbXt0JgpeaBRuFlCynd5Z46gE8LmgA1D4j20cds9hp13ei5IhsY4yAyO6ZHmhjjhsA84HJ5xyAW9H8V3Msxh1rRm0+62f2nCiyb0ubQSbSY7gKvMbkZBUHkEZoAseK/E6aVbPNNbPOqbd8KnBcTTKvysf7u7NAGfaeM70Txx674dfT1m3f2VP5yv5skS523cagbW2c/eYZ4BoA1tH14XbTBbcx+VKdK3E5+0GOKNt2McZL479M0AZh8f232VZvsdwS8h0qxsVI3Xd6LlkCoxwP3jLnk8CgBdO8W3hnWLxDoi6dK4M2lukwkW+MI+ZfMCrho15xjkd+KAIdK8Y6netnT/DSPZb3tPtzXChyLeUqStpt/vDoXBoAw73VtYXW9tnpMdwgtdsMbzhQbaa6TdIo2nkONu3vjOaANy98aX4upINI8OG8lREvTM0wRGjnzkSOVOCpxgYOeemOQCbUvF11HKsWk6J9tvfLGp3kBlCJYQFsfvLoqeXfOAFycZOBQBe0DxGl8r77aS1uI2NlqVjIQTaTqAeHHUSKQQRwR+NAFLVzbG/sxNbzNLtuJ7SZZMCDbHGCJYMc+YG45GPegCh/wnGtzSXC6P4Piuo4G+yGd7rab+YKDtt4/KPIUg8sB70AZnjPxPJf6Wsmh2rSQSmJLhjLsa2R7pAVJQHPmPlDhhjk89KANuLVF0q1iSPw/DbXDsbHTNCt5dwNxI7H/j52jChcsx2/L7nGQCbSPF11JOYde0ZdOuSn2+yVZg63turYOyUKvMZ7benNAFbw1401XUstF4btoLUSNpzXD3J3SLCcFoYPJwQDx/rBzQBR/wCFg63KLh9O8LWz2ttLJp927TnzNRS0b5jYwCPqi84Lc9Bk0ASRfELUMQy3eh28GmTOlpaXDzYltUuj8r3cBXGJTjpIcDnJFAGrqniLUTMYfDen2c86qt5qFxdSFY7JJidq/IrEtNtY9AAByaALnh3xGt+jF7V7WdHbT9SsmIJs7qLqBIOoYEEHAyOaAKut+JLuOZIdBs7W4vGU38puHKpYWcbAbrhkVj++f5QAPUk8cgGD4b17ypdRl122+wbHjkvYi27ylgskGYnAGRKBlflBORxnigC5b+M9bjEcmv8Ah+0tbKRktlaOYmTSvtTYU6gjKBh2Kg4bK55FAHaUAcZe+KvENntfWtD0iKzLx2dyIJ3aTTxcyBd0mYlBCOR059KANkeJ0+2m3NuQ3kDXFuM/eUzlSpTH8Jwc7vwoAry+NbeI3f26Bo4rbaZplOTdLLbK/wAkeBgjdjqc+1AHK+INV8QSC1/trQrO3he6tpYTDKS+n/6SpC6hGyjlhx8pIB69qAOgskt/t14dP0q3W9EcLNdvIwF+00b7ROoyAIzGBkKTjtQBj/CO9uV02M30NslsolnS6EjF5cXUhPnW/ljG056SMT6CgCX/AIWDraQrc3fhy0j0s7ZiBMTPb2EpGJJIQuCCCDgOTg/U0Aa+seJ9SS5SHQ9Nsrl3ibUluZ5Cq2yxSAZlKKxIbI6Dr7UAQ6kTNc2cevWVvI5E2pSRROTHFf2Sx4YBlBOwO2M4weeSBQBJrWseJ7fzHsdD0aW1jBm8uSd/MvoohkmFVjIBccAEnmgDf0zUo7qKOSBWCSIt7ErdVSZARu+gNAHLnxhrNxcTJ4f0rSnWBhBdpdzMr3jMgP8AoyJGwAYcAk+5oA3dTm1vav8AYtlpLSH5roXcrgW5wOIvLjbOTnuv454AOav/ABDd3NlqCavZQW91DFLbXYgYskyzWZZTA7AHlCOo/wDrAGrY668L2kcsKeVLCfInB5W8tokO1l9Hi3HueKAB/Gio90biBVsrZV867U5N1dmLcyxDgZiQqMZ6nFAGY3jXXbZY5df0LT4dPcpHK0MrGXR47tgFa9iZADtJAO0kjt6UAdzQB5/c+P8AXGt5LjS9AsZbBfMe2WSUiS8tIM/vVTbgKSM4znb07UAdB/wk8vnWqfZ48TxyX0r5P7hrdIjhB/tbzQAyLxd/pk8NxAiRRRJqf2oE5KyZyGQD+EDtQBjt481iO3FzdaNZLpxxdNArsZotNlIw5XG3OCGI3dO+aAO5SRWAMbqyn50dTw6kdVI9RQBx3glrsacP7LitZJ99wLdLhiqljqEv+tkRWPyjn7vPTjqAB2k+KNYFykWuxaNNHKj3em6hp7Nt32rLuSVHJ+5u6g4Pp1wAQ6V4t1zUGZtFt9Ba2WU6dPYzOwmgSKXBad1yAWAJC7OnO49KAO3oA8013xHr19Y3Eun6fpR05opoYYHdhM9mI2HmiTlemW24yR/FnigDWjSz+06f52nRSTmCVra9LNmzWKGLIRAcHzA56g47UARaT4s8Q37u2lW/h/7OkzaZc6fMzie3iikwWncZAJAzjYeO5PFAFm88Ua1LeSW+h2ulKURL43t2XIRZSePIjxkn/eXHUnsQBkHxGaO1mfWLBBdwP/ZN7YW75FxeOyhfs7N/Dcbh1GRz1xQAv/CR+IbKWL/hJrPSHtpnGnJNY786XeTfdFz5hO4SH5cgLz25AoAZceK9anu54dBbw8jQ7GMF2XL6kJ4Fb9zsIwFJxnD+pHqAX9SnX7bZi6sLN5SlxOtzyTZSRxxgi1bI4lDYOR09KAK3/CQa/evL/wAIzb6OlvE7aYzXofdqV1b/AHvJKEbQrfKCQ+euPUAnd4zqUYm02x877M919sAJeIpcINqS8fL87dUz9KAM7/hK/EU8TT6RZ6M9gpeWC0k3+bqVnauQWhnBABnCkqNjDpzzQBLrPji+8yyXw1b2Mou0kuYJbvcPs6xQowZgh7IxyOp6AjrQBc0fxNfrLNF4nSxWWNF1ZLu0DBLixk3A/unLHMTqR9457UAY8njXxClv9qksdIXTcC+Gnnf5505yMN5+7buZSGxtxjjOeaALeo+MtRku/I0KbRLdvLXU4J78Of7TSYn/AI8kRl/1eP7xPoODQB1lgbvy1/tRbUXGP9KFuSUEn/TEuAcfUUAczY3kUF9fvcuEjWK2uZ3P8EcaTkkn2AoAz38Z+JI7dbq5s9EGnkLqEmnrv86LT5yMEXO7aWRCGxsHoOaANm/1/UprgReGTpfEa6nf39wGdYo52YKscUTLzNtJ5ccdjQA3w74h1a6iuft8Glx3UMr6ZAELCOR4bdCDNIcnDu3PGQO2eoBm2/jPVYLmCPWL/wAMXcUzNaLJYbw1pMkZI3qzvkSEY7Y60AO0bWoLCPUZbsOY47mS4kVesm20g4T3c8enrQAk/jLVrFoT4in8PtFIy2V9Z2wYSaPLdfdLl3bcE4B+RDzkDFADz4u1S5uZ4tGvfD9rPERDb6bfI5fUlMYO9ZEdcKwPGI5COp6igDtqAOLTWvEd+0reHJtHgt4nfTLa3uUZjrNxbnDGSZGG1Q2QuATxk8EUAdD4e1+PUbdJYYJIQ4JeB+tvLGxDK/8A1zcEdBQBqUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA096AHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGH40/48Lr/AK4Tf+k7UAclL8S9OmsxH4a8/VL5olsoLO3jciKaaLGbqXAAEZBJywOB+NAEHiTw29gunmTVL+ztIFfStX1O1PzWouIUAYsythXmQA/JgA9qALOg2vh95J57fX9c1vZAdPvpLjDLJYyMzFLcJGmSCh4BPXHegCn4b1KyhuoU8CeIbrUbF9x1HSJCWXRLZI+Ht7lxlQHwNpJ3Env0ANTRPE9jpAni8R3ItZhNNqFmrj5tZsrycsrQFR8zOWK4GWBGCAKANLzN+qRkK65s5HCsMFd13D99T3FADdfs9+p2BJYBFu5gR/EzQxjDH3DE0AZGjeNtI06S9GsXpgb7U88IKt/pINtFxAwHLDb0HPT1FAEFvpk9ta6at5bNBJ9s+1tbt1thdLdMFcDuisBQB0fh3/j9v/8ArpB/6QR0AcRpkbL4ZIkRlPly5Ujpm9fqDQB1OualFpmoJNq4Mdk8H9jfb9pI0+7juC2Lhh0Fypx7kDNAFfT9Ttb24uriOzuJtPEK6IrrGxOtGN3ZjbRAZIAYL05+lAGT4ev7KC7hXwL4h1C/snJh1DRJN7LotuImIaKaUZTy2A+UnLHI60Adv420m4vLKdLCMPMyFYIyf9a45wD6vjHp60AcfaTaFfywA+LPFVxOHjvf7Gfn7Ld2xDf8TBDDkbGHPzAelAFfxVqOiwyzSaBrWp6XrAJj+xJG+PEF1EMANZspDCVgBuH1NAGp4g1nZcxf8JXqeoabYeQLoG3eSNbjVmchlubmEg/uU2kDcBnuaAK3hM2Si/MttrV9Zlo/lvEkeXULf7Imd0co3EMOmR93FADfC97Zw3ccfgrXb++05hIdS06TcyaCscfymC4kGV3SYXbk9cmgDqvHmn3VxZSDT7dp5R5d7Fbr1uDaXCPtT3cKQOtAD9H8f6PfuE0u4nlm2/aJ4fLYGxUdrskcEnjGee1AHHWfiy102yng1FJ1vkNzFb2IRs6kLieRla1IXlZA45xx1NAFbVtLVLfS5dTGqwW0UItdTurNmWTSTdWkQDuychUKkN7H8CAbfh6z8Ns802mXWu6wVi/s+5nnMkou7SViTHaeYDuIZeQMgZweSaAMzw/d2UN3CvgTUdUmtGLtrejyhzHo8IiOChlTKkSY43c9KAN/Q9Uto9SvI55SkztDc2cRU/6TDFYoCY2xjCEYPNAHPQ6Vf3FlqKpZzyuL2a9srUrzdw29zE+Ige0xB9evGelAGlrPiix1xEg0IXEk7SRXGoJJEwOhW9tOrMb3cBgjZtAzyTxxzQBuaRC41G8LRuFMdqI3I4cqs2drf7OaAOMj8O6hdWOppYwzrcNezXliOhm8maFgYmYj7+3g5+lAGhpel+HLySH/AImvjK5mVl1W2s71rhhZXNs3W6V1KgxnjlhnsTnkAr+KDpSySyeHZtb03Wlb7OsUEMmNcuUPyrc25Uqyzno3HXJJoA9NtzKVX7SqCTAM6r0WTHOz2BoA8jsNKsdPMsfiDUfGVlL5sk1oLFrjy9UtpnyrwLbhgCwOCM5B60AbNx4btrc6YmkWuoR2yyveKkqMXthNC7YulOMfOcHP3e/SgDoJYZP7VQ+W+z7LJGZMcBzdw8FvUigBvxGtDNYuogaUF4EeIDO9Pt0WeB/s5oAq+NbWZ7mwMUErqs5MzqCREDCf9Yw9aAK1pr0WkT3g1iG7CvJ/b+mvFEzf2hFLAgKwsoI3RumMEg9+nNAHMjR7y70e1Z7a9jMVy3iDUYIciWK0S8n3fZM4O6NHyOQfTmgDpNA0/QpbmNrDU/Fd/LGGu4ZLx52js/OjK/vGnAAaRWPHX16UAc/qM9j5hfwLb+INO1lnBl0hoZFjv5PMGf7TjYbACgLZDj160AdLqt3FZ6tHJfQXAie1bSYZ4opHMt19sQhWSJW6A5/n2oA0tIhkGoXhaNwpjtRG5HDlVmztb/ZzQBTvL4aXfSyalBdmzmjijW8hiZxa3dkzjbMkQY/vFcEHbjt2oAt+EYp5JLmaa0nto5pFksIZhhmtrW3VA0kZ5HnlSQCAcdaAH6vbynULMrFIUCXSSygHEbOsOA7f7eDigBPB8Lq955kbrm7eSMsP9YhtoeVz2JFAHF6Vpt0mgRLNZ3KTCRC9uykMo/tkH5oyM/d56dKAOy8XRTxyW00NpPcxwyNJfwwjLLbXVuyFo4xyfILAkAE46UAVbO+Gq3sUum214tpBHLEb2aNkF7dXhj+WCKUKf3SqSTtx2oAveArOeGzUXdvNC++d2ikUghZL6UglT/fUgj2oAzPDlnfLb3wu7CeIm4u309WQg3ltMcho1PUSMTjAwe1AFHVNKuTplkr6VezOhs2vrJEbekcATcJEAyNgBz0x3oAg17wzpsN/LL4h0zV5rWZIzFe2ZmxZXdspUrdRWpz++XZgkEZ4HegDqfBuk6ZBGzaNoup6eHYvPFel987R8BmWV2IDDpnB9RQBS1WS4stQWZ9Ov7m1khGj3EtrEznT54JmYGaGME7ZQxHCnB+tAGRFo95qiakP7NvrHz9g00XaFfN8uzQAt14ZlGe69CAQRQBW0zQdCl8oXngzxYt0Sq3sLtc+XY3ETDLNcyyhSqPyMMxIHAzxQB6FrSXjQSjSW23RjddPbj5bsxnby3HD468etAHkN9oGnTQR/YPAXiQakGgmu9RmhkzHMsyb2lmc/NuG7oGHfgDIAO21eGez1OO4ew1C4tntzoE72sTObGZbjeGmijBOJBkcKcHrQBjLYahqsOp+To+o2jTFU0uC8Qobv7Paqo2iTH+uKeuBnmgCzrHiG+1FbQW/hbXo5BcW97q5lhdV0tYLhc/Ow+YE85XIA5YjpQB0Wk2c63920lvMsbJbJbzMp2ztEJsiJz18vIz6d6AOd8D6VO2mNaahY6ja3ASewuXlidU/0maTBguWXByrA8bqAGnVtTmsfsv/AAjWspfmL+wLiZ4SIYiU2M4vBhduzLDBPoBQBvQaTNFqEWyGdoVtHsDdbTt80XMOAz9MsoJxmgCbVrOdr+0aO3maNUuUuJlU7YGlEOBK46eZg49e1AHBXWh28kcw13wPrmp6uTNsuzG2yUO7FPs19naFSIrwMc5AG7igD0nwlbyx2VstxDJFIsEUM0TggwyJAuRIh7qaAOM8ZQWc0khj8K+KItTX93pesafE3+kuUG0vex8bc4B3HIGelAD9fsrl5YD4x0PUdUtfs4iuraxRnWDXdwLNNbRckMvCnoPx4AKmk6E6W2pjTfDWo6fFIjf2Tp8iHdNv0/H7lATkySZ4BJBODg8UAdJr+mXTWMTWdrNJdQeTrFragcyy2gG5fL65kiLrgc56UAVoPB95Ppckd0Fjvp1k1G83fw6heMWxLxx5fyqcDjHFAFLXdV1DWLcW7eFtYt7iTy4dXnmixFpkaOpdoLpshtuDtwST17YoA9GoA8lbUdRsdLmtrzw5qklxHDNYteImIZrIK/7xLtjj5YjnH3iRgAUAdBfx3UJsZ4LC6u4Y43tdQhtl3PHHeW8eGihHXa6AHGTzQBSsNMudSvLxrrSdTsrWa2XTIJrlNpkWQMDhM8FeeCQw4yBkUAZul+GNNSOKLXPh3f3d6gFlJOiExSqjY3pes4AEgG4jhv8AZoA9WihRABEoVQBHGo/hVR2+goA8zutA1NdMiSTSr6cLcPdazpUJw+oaW95Mdq4P8YZWxnkcUATaRpVu+oQyaH4LudKtgk0N1cvCI/tMrCPAa1GCAnOCQN3OBgZIBU8R2Mt3Ju0Xwjrul63vVYtUQARm3Ey5N9dxPtZWiHQ5ftjFAHqlAHldvNq0GnSWg8K6zNdrHLpMVwqARXUMiuA8dyWxynbls8e4AOmGk3f2ixb7LJsjhmt71/8An2lligwH/wB4qaAOa8UafPeSBtF8Ja1p2tBxFb6soAjW2WUZa7uY2wyyR54PzdsYzQBa/tWa21mcxaTe3iGCJJ2t8E2vzHBaJiMhvbJHpQAkvgW+urW4Y2n2e8mnXxDZWMrD9yLVl2pcsOMzKpzzgZ56UAaV5LqertbqNBv9OjSSPXNWnutuEa1bIjtQCSxeQDnAAHucUAUPGNsLxpFuvAOtSXK/Loet2RTJbZwxud6ldsnYhhjk+lAGwuk6n9osGv1M0kcM0GsXa9BeSxQc5wP9a6tjgUAUrK71bSXuE/4RjUtSR5pNX0m6tNm2QXrbil5vcFfJkOM4ORzj1ANcWF22oRySWjLH9le1mkByIrqS5iO3f9Ae1AHOWz65YWr2tv4WvruYB7DSb+Mp5MtrMTtNzMzggwq3I2844POaANK28JSW02niK2EkUEM1pcXIHENxJFCMgnvMQ3b1oAvS6LNLfytLDKLd7VNNNwP+ev2iXIUnuqMD0oA4rT/BNnbosV/8LmvbxcWz38bIIb5UOPMe5Z8jzEGSPLznjFAHT+LbW3mIj1HwDe6lAFH9nXlmUzbyDsCWQps45BIP4GgDY8G6fqFvZxJrRc3CqUmDvuMa7zhZJh1MUeASOD2oAojw3NPcX32uFkt54YdOimP/AC1xFMG2gEH5A49PY0Acvpfha2t4kg1H4WwXdyuLOXVESLy7yNW/1j3zNuBZPmxszngdqAOhvrS6028M1jpGoX1tLEmnXFpZ7c2U9ox2kQMyjayEjr8p+tAGDa6fqV/Z6gtvY+XctdM/2HzB++WJbctGbgYH75FKnnHODxQA+TRLi8ubR9K8BvpcULg31xMIUbyfLPyxRRsSViPuOTwOuADW/wCEQu7mDUIpl+ztNNJNYSv0kjktocMcZ4LqQe9AFfSdLtJHRZvhPY2kowdQvGitxHbOo62Uq7i3zdPlB9SKAIfGen3F+HR/AV692CT4e1qCSMCKRB8ryXW9WXYcHaQc478UAegWkcqoouZA8gUJO4/5aSBRkg+59qAOJ0+LV9G86Ow8M3GoRPI+oaLcwSIFjN0c7NQ8xgR5LZ5AbIx3zQB0PhLQprC1jju5VkmAM15IvRrq4kLNs9hIxxwPoKANugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGnvQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoASgAoAWgBKAFoAKACgAoAKACgAoAKAEoAWgAoASgBaACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAK2oadFdRul0GMbq1nOFOCYplIO1voaAJYYEjULCu1ABFGv91EHHJ9BQBJQAUAFABQAUAFABQAUAFABQBQi0OzSZ5YoMXDqtrcTZPzxQk4AUn37CgC/QAUAFABQAUAFABQAUAFABQAUAFABQAUAU9T0e3u023putn3mEMsiF/lIw7wspIIPQnHtQAaZo9pZxhNMtUghXiONc9Serscklj1JJJ70AXKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGt0oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAU9W1i2sonkv3ZYUBnmZRk7R/dUepoApaP4us77P2GDUREB58d9NC6x3UZ7200gGRQBStfiTo8rgK18kTN9ks9TkhcQ3s+4jFvekYO8g45we3agC1q/jSwsnCTJfXExH2mS3tImka2twcbrhIwcAn169qAMLxD46E1kZfC9y7L50emvdgfcj+1KGMee0mcfjQB0Os+K7ayZVlstWuZGBmWKzgdysanq5QHHJ9aAIY/HGlPbNOlxL9nTKXu5GDWkkRwVmgIzmM9ePpQBRf4p6GhxctqUAYeZp8k1vIBq4yoxpuV+YksvQd89KANXRPFVlf7hai6hmTC3VldRlJIA4yC8DgHEg6HoaAKD/EnRw+Ga+8nd9ibVfJfyEuA2MNfEY+/xnOM96AJ9X8d6bZS+VcLfS3JQX0FpbRM7XMLuw/dIgP3NpJ9BQBV1Hx5aiymn09Lx/LDQy2/lkSWd2mBi5t3HHlEgnI4HPSgBvg/xetxZo9/DqqMkMdxqFzcQOPtjeRktaHb8wYgn5c9uORQBLafEbTJZUjlttYtHkymnvd20iLeuo6QyOvcc9vzxQAXvxF0yGaSJYNVubqPabm1tIHcpHNGCG+QHgAgdetAE1pf7r6ZP7akkxFHL/ZRiwLPczfMtz3MncY9OvYAhPxE01WUXVvqttGz/wBmwX1xAyxyXHbErDpIehxj9aALeo+MbO3kMawX93OE+3T29pGXNvBngyhe8h6DqfSgDSsNRhuY1e1MnlsPNj3qQcH+/GwBGPpQBk3vjmwhmaIW+pXFyoW5kt7aJmIhkB+bK9lxjqOSAM5oASXx9pC2f2nz5WtBjeyqd0bNKFw8R7pIcGgCTTvGFpcI7yWup2MSATzT38LRgxMDzG0gGQoHPpxQBDYePdOuGjHk6lbCX/kGzXULKt+cE4hkYdXUZAOCR0zQBlP42e31CeK5h1S6Xy4biwtrWIt9nAEm8vt6byV6nnoKALuqeO7Mae9xpt4Fj27YZ3Qn7NO8gX99BwcxSHkf0oAxTrE+jXUEN1e67qqtBI5UAu99qRnT5iCeAiBsfNtUfiaAOr0XxbY30bNbfaIyhMOoWkyESWE0Y5WeEZ5A9Mg9qAKNn8QrSWRFudK1yx8w+Tp093DtW9k2k4RgSQSo/iC57UALqnxBsradoYtP1e9u1QXz2lnFuPkMRyCWA4yO/wBOaANbRdetb+IPp7SbCWhdJFIaCaJyCs8Tcgow70AU9e8ZWWnvEl1BfTTS7ksLe2TcZ2gC54yOgYe3rQA248Z2sMCyXtlqVuzE2trpcifvrm5DkBIbcE5MhGR82Mc5xzQA3T/G9nOsvmWepWk0Sm7u9Ouo8SC3AOGiQEgiTBwQx54OKALF74rsILYTyySNbsI5YCgyZhdsoXYn+0WFAEGr+M7a0kEcVjqV/clftbWdkgZoLcNjdMWZQAx6ZbmgDL1/xek1gZdBu5Y23w2z5GHs5WvYlZLiM9GUEgj8uKAN7WfEBs9uzRtYvmbO1LKMN5Yjx/rnZlAznjLc84oAq2njewlgmkEd3EIQ7apZyqBJaNbx5IeLPUr05wexoAND8ZwagwFjpWsrAU+2WupzRbYrtAV4iYnOTu4ygyASMigCfxB4qs9NVG1FLoq7jT4vJQsRM8bkZjXn5thHAJz7c0AQaH4ztr2R4zY6lY3KATy2V6gVnt5OjRbWYEE8fe4PWgDMvdXttTtUuLPWNSttOTzNWvYrcMsmox2YYbfOVwQAytkfxccigCt4o8YT213YfZXvXtpRPLc2cCZa+K267Bs/2Xb1AHVuBQB0Gh+Lba+Z1FpfWdymGudPu1AdIpBwyhWYEP7MffFAHJadrjmw09tT1nVY5ZJoYGmiOTqM0rP8l6zEfJLjnr9KAOp1bxnBbSeXb6Zquo3G37TcW9iisbOFjwblnZQPNOcDOT1xigCa48URpAklvpesXQfCRWsEJ8xGYH/XxPtxtxgkkDPfmgBdD8VQXxdVstQs549ou7K7QBo0mUlWG0sMSYPRj05oA56D4xaU8aySaXr0Fi3yHVpYh5cDk4xIVcn5X+XhSM96ANPS/H1tcypHPpOtafJIDPpxvYwo1BY1yRAVZuUTnBAOKAJbzxrCkrpY6Tq+ovGA2otZopFkXAIDNI65Yqc4UMfagCLUPiJpVvbwzL9quYJmWzsTbrkyTSoxAMZI6lSPUHr3oAn0bxjDdytHLpmqWFwFF8treqoNxbF8bodjtwjcHkdqAMLwZ4vvLma4W60fxAFM7iKecLs0mJLaPEc5EhwcjoFIyc55NAF+6+I0aGQ2WhaveWkTG31TVIAu23ePr9niZgWEJzu2rgdeaAOotbuGZFa1lWSNgLiCVeksUi5BX/eBoA5vw5qlwTem4a6udlxJFbQLyVhitYSEtkJ7knAyBk+9ACW3juXzI11jwzq+nJK32XTLmbYRLKFJxcrG5Kl1HGQc888ZoA6h5FUEyOqqPnd2PCKB1Yn0FAHL2PjyS5ZTaeGNbeydvstpqyhMS5fAdrffuEbAZ3FemOOaANqy1yCeWaOFJg8JSC5ZgMO08KsPJIJ6Kw6gc0AZ/wDwnWmi1M8v2iODLWyRMo3zzwzsm2GNScmWReOfrjnAAzSvGLyyiPWNFvdLuXU3VhFOyML6GPGfJmiYjdFnkHBAwaAK1l48uLlgbHwrq81mXNhFqaNHgyRuVJe3LghY3B5x2oApt4jv11V0TSdZmhFuhESPHtVzcv8AvVR5QMOpx/f4+7igDR0jVLY3t6ovNULR+Q95HcSDybRZLckHTo/4dy8tnqeaAOavPFVrczQ3OpaRry6VH8ul3x2CNLmdseddW24NtC8AlSAOQOaAOo1vxqLSdIbfSL69uZEN3ZxQ7QJPLYAiWRyAMDnJOO3XFAFvQPE8d95gayurO4iYWuo2E+3dbyMgIKshIKyA8HPNAGzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANegB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQByvxK/5Btz/1zP8A6EKAJNStZZdLdbaJ5JGtWggiUcyyPaEAIPVjQBxNppU99YwxSfEjSo7dlgtLe3FsokjlgdNqBjNnckigfd69qAOo03VbW21G9Gq3MNs7CC8snnYAXNhHARmEk9IZt+fTNAHMLdwTaXcNZOrwte/aLV1HDwyavGQVB9VPpQB0Wq61fzXkkMXii10WKOOO7iYpGX1F7gvkqZ8jbDgA4XOSOaAOSt5lk0rUymprfgzykagFC/bP3UHIRABz7DB6igDufGcEfmWJEagi6SKMj+BGtpuFHvgUARywyNqcwtWWOQ2SCKT+7KbqYAsR/dOO1AHCaNZTTaWsd/4+0jTrXabG9sZrYB7B1lIKzO0qnIf/AGRQB3Wn2Yj1QhyJHWyithORywF3Lnnn75APWgCppsRSTVQVVRuEwRSSMy2CnPPd+/6cUALa+JvsejRSafJbyyJBbwnnItZJI41zcKvaDOT04FAHO+I7i4jlsfN8fpqzm7gZbRUhGI2LAuvkjOMNjrjmgDpvC/8AyFdT/wC3P/0kagCk99Jb6nfPBB5zpaJdRQZx57xBiBu/2yMUAYGuazNPYwvf+OVnlmaC4fRUSHa0klxG2yPYu4fYwDklznGD6EA6bxDaWpumk0HxjZ6bqaIsOo2c7Ax3cGCV+3Qkg/dPUEkDtQB0vhXXpNQtYpZ7dYXcbpI1PG9GIzEfSQjI7460AYNjrVjBql2t9fW8DtFbS26ytjzlhEudrH+7uHfP60Ac3dJDLp968UKG2lvVurRsDbe25vLZSyjuJnVj796AOw+JEMr6fN5MMkuNlxNCmczW0NwhYcf3og1AGV4u1yy1BLVfD+pWtzcPPDqFkIiGMEMD7jJJF2EKg5yPagDU0eNf7TvCUXcI7VFfHKqwmyAf9ogUAcHrVsw0zVhJPF/x+vOrZOArz27YBx1OcfX86AOy1TWLK11WH+0r2C3D20lnbvKcCSdrqMgbz3YKe/PQc0AY99r09udTufDsEFxtWCzhuBgrPc2iHewIPP2RJB+IxQBl+I/K32HleOLnWHa7t76e2YxEAM5/eQrEgKqWJABYjnjpQB22jxr/AGleEou4R2qK+OVVhNkA/wC0QKAF8FKA97tAH+lyHA9TbQfzNABrSg6lZZAP7u7Kn+6dsHT8KAMv4iR3CT2UiavJpsCPLBd6kEUiwkuoMK03mAgBjlcngZoAteHNOga8aR/Gi6zdJEdOljVIh9kgmmB/eNABzuToeaAMTSLNzcx2ciuYbWZ9e3EEbrBFUwguAAcSzHufudBQA3UBPbancm68ZnQo5UguLGaVYtl6ltGVKxy3IIzC5zgEHnJoAbeadaR6dcNp/iFtWElzDdXN2FUK10t9AD5SxgD5tvUcHt7gGp4j16Q33k6n4pOg2YhF/BOjxq2qXDykcXMwOBDjoBk9TxigDGsLuGa31c2urTajHsZI9QkABuhHpmOdiqDtxgEKARzznNAHpOiKBbxbVAHloFA7ARjoPagDnvH9/Bb/AGNr2ZYolu0eaVukSfZpuXPovfsO9ADFuobzVI20m4imjigdNSuYWyrNeSIUR2U4yQpb+fagDkNL8QabYaJLBqmqWUN8iXOlT6czjzBdSzSgBYSckNuByARigDU1zU7a1utIfULmOCIJOss79IvMsowPMbsNxHPQdTxQBtabeW97qjSaRNb3Nslt/ZtzfwNuWW7muQwRXXgmBASfmJG6gDkv+YbpH/X3a/8AoUlAHUW2sWenahd/27c2lkswhvtNvLhwq3cVvAFZVlfAzBJzjceuaAG+JfFkcptPsniKTTNPn82S51gKF3CCMFVSedcL9o+Ygkc4+XrQBneCTbnU7j7Dr9xq0fkRhL+UqS5ErZCzxqoYIe4Ht1FAGfdiAeGh9oT5fKQqB/z2a5XB4/6aYP8AOgDs/EX/AB+2H/XSf/0gkoA5CykeznvE1Hx5LochuH1e3jmWHZeWVyi4NvJcIclQAuA/y4xjJoAuJpFnbW+njTtRmvoGvFvoLmVcbxPDcH91FgYG45HHuKANXVP+Qzbf9cJv/QhQBJ4P1ezW4vIpb23S6Ny93FZswDzQNaxcxRnqPlPTPvQBxul2uk2scya9431zSJlklF/pSOgEyTythrGBomZhPEVPG6gD1Pw9pdva28SWEtzJCqBLaSf7zRY480YXkD/ZGPSgDivt95b2uqPpRcTrcSy27KuTGwtYOVXn7g56UAc7rc2lCaxOi+M9Z1WU3UBug1wzxokzHmVBwrPyAPlOCwxjoAeseILCa5tpktTiR4pLSA+kssRA59iaAOe8L+PNH8mCOa6jt7zCaPJo4U77S8hQAq1soJCoQeSAuOSRQBWtvEun6df3g127Sz8zydS095uBfwR2iqfsx7lHUjHU9gaAOUWCW70mJoP7RgSC7bVbxoV/eLaR3spZoEIPNusmeVOCORQB0Xh6PQrq6jax8ba9rE0W+6gikZWS38yMqTOyQrjcrHGWGaAMo6vplvIH8C69cJPJMIb3whIpIvJJJQHK2TANGUTLFvu8Y6UAdLcataW2r4v7qOAyW0dpYGTgXdwL2T5YmPf5hxnNAFMaaLm61VNPdVmkggtXfJ+S6mtJgC30Xb0oAp3nimwn03yLZIjqLRDQRoO077S9MYU7rfGQtuTkMQFwMg0AbdtamHUoVZgxWyeBmH8RS6gHH1oANKMMGoagzKQPLtbu5I/i8uKYcD/cUUAdFomvWuoQpLprSNC+WhLqQSEYjlD7g/0oA0KACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGt0oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARXNnBMpW8t4Z4z8ksMqgrKvo6NQA9I1UARoqqPkRFHCKB0UD0FAFCPw1pKSGSLRdMS4JMj3ixLvZ26lpgM5b60AUfEugPd7DbaR4cupBkCbUo932QEcG3UDu4GfmX60AO0Hwfa2dsIrgRXo3G8u5JUGLq6kl3bvJOcbHxjk4wOc80AXtR8PaZeY/tbSNOvCMiE3ESt5QbrsLg/exQBIdGsCrK2m2Ric+ZeQGNdt25AGZ0xySAByD0oAmms4JNv2i3hlKn7Rbl1B8iYAjdET0IBIyOaAAWcG/cLeHziBbtcbRuaFWJCmTrhWJOM4oApyeGtJeQSS6Lpj3AIkS8aJd6uvQrMRnK/WgC4LODfuFvD5xAt2uNo3NCrEhTJ1wrEnGcUAC2cClilvCrP890wUZuWCgZmPfCADntxQBWstA022Vl07SdPto2/wCPiKCNVE/H/LVFAzxQBFbeFNGg/wCPPQdJg5FwvlQoNs0fRhtXqnY9RQBejs4EZmit4UkbH2mZVANx5YwPNcddg6Z6UAC2cAYstvCJSBDLOFG6SNCcB5PRCTjmgCmvhjSFLFNE0tXf/j6kEKZucMD++bHOGAPPfmgB1/4e0y6IOp6Rp1068QyTxKxhGf8Almzg96ALyqB90ADooHYD0HtQBgHwZayzzvqtvZXkUohSOznjDCF7JZOSHyMtv9OKANw2sJXaYIjGMBYiBhQnTCf7JAoAkoApWehadbszWGlWFvI3E80MaqZwP+ejqBnFAFpYUBJWNAxwJHA5cL03N/s5oAjOn2xBDWluUY+dPGVGJpCesi45JIFACXWnWs4IvLO2nUjyJFlUESRE9HDDoSBQA63sbeJAtrawRRAeXHbxqAqJ6LGOMfhQBBbaFp0GfselWEGW+1SiKNR5s6n7z7R1B79aALSwoCSsaBjgSOBy4Xpub/ZzQAJCi58uNFyfMkKj/WOR1bHcgUADQoSC0aFhkRuRygbrtb/axQASwo4ImjR1PDowyGH+0poAhstMtLZcadY2tsn/ADyhQKOP9lQKAJlhQElY0DHAkcDlwvTc3+zmgBlxY283/H3awTAcqJFB2n2BoAcbWErtMERjGAsRAwoTphP9kgUAMuNPtpsfa7S3mx9zzFB2bv7uR3oAcLODBxbw4b5Jl2j98oXGJB3wvFAEiqB90ADooHYD0HtQBla34fF4YN8wRYpRqjoRn7QEhkXb+Jf3oA0bezgiGLW3hhX75SNQAWI6kD2oAim0ixkObjT7ORz96R0UlsDuxHYUASvZwN/rLeFgAYVDKPljccgZ7MKAFgtYYhi2giiXqEQADJ/2R60AC2sKgBIIlUcxIAMRkf3F9qAG3Fjbzf8AH3awTAcqJFB2n2BoAdPawyjFzBFKvUo4BGR/sn0oAIrWGP8A1EEUfAjAQAYRScDjspJoAFtYQu1YIhH0WIAYAHonsaAFaFCQXjRmHMTEcxlh/AfcUAMuLG3m/wCPu1gmA5USKDtPsDQBKVB6gHup/unHb8KAFoAjFrCG3CCISY8tpsDLJ6F/SgAktYXIMsETsvMLsATET/zzY+tAElABQAUAFADPJTOfLTfjyzJjkoD0LegNAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGvQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBr0AOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAa9ADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGpIrDMbqw7MD1x6EUAOoAKAGSzIgJmkRFHLuxwFH+0xoAVJFYAxurKfnR1PDqR1Uj1FADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBGoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAqarM6QyGJirBHkjYfwsqHp9DQB5z8MvHdy2mzTeJ9QuLgRysjzEZZbdYojgAY6MxoAsJ+0P4VMirnUwp4a7aMbIMn/lr82ePZDQBi/G/xy0MccOlX88Uj41OeWEkedZMHACzKejsCcfSgDpfDvi3RNL0yKS51u6ntvnit7qdT5l9Kbh8hYck/K2e54GTQBc8JfFvQtZcppz3UE4+dLa6UA3CAcmDazA7frnvjFAFDVvjx4as3kSf+0pJY2azmiijHMsT4OxmYDgj1FAFvWfjJ4esfL+2yXv72JNYtFSPO+2uM43c9Tg0AZS/tE+FjGW26qHBEYsjGN7hu6nftwP9/PtQB0/hP4haTrKM2kyTLswt3DOAGtw4OC4BIw2D3PSgDC/4X14W8/y/tV1jPkf2jtHlbs/89d2cZ77cd84oA9BoA4vxZ8X9C0eTZqH22efAkkgtlBMCODjzGdlHI980AaHhz4haRqcLy2Ms0UMeftrXC7fswWPJ3tkj5F64Y0Ac9D+0B4WebyxNfKufJXUHQCNiT1Lbs4J7lB78UAZHxS8dXumXlmYL+6W0/wCP6/toD/x+wiQZBGRnMecAtjNAHW+EPivoutMy6Z9shmUed9nuVAMsQI5jKMw+Ukd8+1AGBcftF+HInZZbDXcqxgkcJHjcjYyP3vT8KAN7xZ8V9F0dwmofbJ5yPOa2tVBMEWDzNuZRzj1z3xigDW8L+MtO1eHzNHlkKZ8maKQYa2lAHEq89iOhI96ALes69Z6fC0mqTiKFRvkbuxJ4CL6ueBQBx3h/46eHNRlWOH+0LWViIbb7UigTyt0Cujtyx45xk8CgDhPGHxcVdUj8ubVlsrdja6lZLgfaby2lkBaJA2CGUjGSPoKAPQtY+Mui2UEEtzbao8c4aezjjRd0axbc+eGcDgsOhNAE3hz4uaHqUczwm7tIYQsl9LdhRtSbdjZsZupUj1z0oAzdL+P3hi6mEYOoW2T5UV3cIoRmzxlw5I3+6geuKANPxh8VNN0d1SW2vLy6YedFZ24GVjLdZWJ/iwcYBPHOOtAF3wh8QLHWVc6faahA0ZEN3FcpjZK+eFYE/dxzzkdxQBoeJPE1tpdu82oRXDxJt81IQCzebIqjYrEDhmHcUAct4a+NuiarOIrCy1iOQhpfNmRAsaRISfNdZGxwPTGaAK1z+0D4ZjkZQuqSxq32aTUYowY9xzyr7844P8HOOMigDd8W/ErStIhR7sy3Hmc6dDBjN0oUHILEfKMjJ568A0AZHhr44aLqk6RWNhq8cz7tjSqm1DFEzHcyyE9FP8NAHQ6B44sdRluI7GC8SS3f7FetKFAlkLuP9HKseMoeoFAFLw58UtH1KGWWAXdrBF/x+SXQUbRtzlQjN2/H0oAxNL+Puh3Myo9lqltG7C1sb6ZRtnkJA/eEMcYYj19WxQBp+L/i7pGiyrHqlpqkkjIL1Gt1QgRu7D5i7rzlT2oA47xl480vWdLEk7a5p0f2hbEeSisXuIoi3zoZEypX/aBDAccUAdVrXxU0rRI4F1RNauy8SzRXCqhaZFUDN0zOvzP1OMigDHX9o7QhGxutN1WG4U+StgVGZDg8+ZkABCMHOD6A80Ab/hf4n6XrcMptheWjxqWvISRuihZT81s464A9Mg9R0yAYXwt1rSbLTppDrGpSWiSsZZb1AptyUQ4ghSST/WMw/iyzHp6gFvRvjzot3Osb2WpWiyHyNOvJlG25Ykj5iDxubjuM9cUAXPFfxl0nSZjFeafqs8+0TR+Sq7ZDIOBvZweT/sn8aAH+E/i9peqiXyrW7tpolN5PaSYzJAnUwkH+A4BzjqKAPNfB/wAYoo7+d9Wm1q4hmb7Po8JIP2GGS4JUPGz4ARSOhNAHpfi74uaZpMgjNreXt2cObS3H+qV+nmMe7DsAT60AW/D/AMTtH1G2eaGSWFIgZdTgkHzWmxSei5yGAOMdfrxQBzdp+0Fp0rr/AMU7rqQMwt4LwquGd2wNw3Y+9/tGgD1CgDyW21O7k8Ruk15cPCkf+iWzMdtsZLSInyo+g3seeOaANHWvj1pFpKyW+najfRxkQ397ABtgctj5CTzg5HUAnoe9AG/rnxL0ixtEuHklmhkwNPSMc3UjqSBg4xgA5z0+tAHM6f8AH+wnmijOgarDLI6Wn73aBCLhwAQc5IOc9B7ZoA3fFXxKOmyiOHwzreoNs+2yy26ZWOLJ/iGfu4OeBigCnF8SbTVtPu30g3dpcRRS+dCxw9lN9ncq0bqe5BweDkUAZ/gnxhZ6ZosMuszuRmUKOrXty93KdseepfB/meKAL/hj4yW1/OItS0S/0uZx9o037R0vYTnBUkLzKvI4IPY+oBFr/wAZfs1w8OieF9U1aWPB1BoMgW69yAqMfkyOoA9/UA6zwv4oi1W3WW2tLq3RsxiKYDIeJiDjaTwHBHY+woAzPF3xEt9GeEahYzvFK3kG8UjbZlWXPnZ9FbPXsaAF8VfES20uWCN7G4uZp28iCOIj91l1AL5/vs3FAHV0AeRXv7R1tG7Lb+Gb6Yoxjun8wDy4Y2wWGFPQ464HvQB0ni74qx6dMsOlaLeavfEefJY2+cwRYz85VWOSvOAp45OOKAL+hfEvSb61edXlto48jU4Zh81m8S5IKjOdw6Y69OuRQBxH/DSMABaXwlqS25Jhs7reMXLJ1DZUAFARwGbrQBB8V9de4/s1rSa4jt5j/aDW+SBKGMBXzkHUxhj9O1AHb+L/AIg3Wmuqad4T1fVZWX7Sv2cHaFD4wXVWOVAz9z09eACt4f8Ai3ZX0Fw7afc21xbo11qOmSH5gIUY/unIH8SkcgEHqBkUAcv/AMNJ25wV8KaibfPl3F1vH7p8dEXbgk8dXWgCcftG2PmL5vh7UY7Fj5Sao55IB5Itwp4U+khPtnigDqvGHxOs9K8tba0l1K8kw9hp1ueZ4nPDFgG4c8DCknsOtAB4L+Jltq7OkunXOn3sfzXmnTnlV3YJjJAP7tsA5RcZFAHG/wDDSIZN1t4Nv5EXAvpfM+W0L/8ATUIep6Z25oAd8SviX5+mxnRbO8MVyG3XoYqdL+yTx5WZQDnzm3L94D0yKAOg+E/jBr60VDpFxbmCOK0Ep+7qA2sMwEgdQmT7mgDJvPjzdW53X3gDW4LPd5A1CQkbmGeFUpjO4HjzaANjxf8AGG10tLZ4NOe+guFa5ilV9phijVCMRlTksH7lcUAc5rnxDXWNMvf7V8N39jHH5KCPzRuuWmuFxhnj48tgpPynI6HvQBtWfj7StG0m3ka3uSpRYLCyLAtPLjnfMABgcknaPYZ4oAk8MfGMXlwIdc8O3ujXDjzbBZySLkYPXciY3gHHBB6ZzigCvq/xqmjuZIvDvg/UtYaImC9lgJ/dyocHCJG/CtkZOOaAO28N662oW6SSafcWbNuD2c33rdopGHz5A6kZ6CgDWoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAo61/qJf8Arm//AKLNAHh/gz/kX73/AK6P/wCiYKAEuNIhbw0jR21sHVzdyy7Rucm+dMhsdcMB16UAN+J0Kf2Vpx8tN/lxxmTHJQWi8FvQGgDf+NFrBA1i09gGsElZdQgQYVldozt2DvKiv+tAGdrOp6bqGtWZ8GSwSMu0ahcQLhWt4WOQeOqW4I6dMDPHABY+HemWk+ragbyzt5yskvk+YoPll7xs7QfUCgCTxpawnXrFWgiKCOMLEQMKEnmxhP8AZIFACWNjb/8ACTSg2sGAoukXaPkna0jO5R6liTnrmgDG8P2Mxn1lNIURvtnhtYox0Vbh/lhQf3l4Hp2oA5rRZPtVkIb3xzo2n2xfH9mTW4LLOXBDtcqmec9d/A4JxxQB9LaJavDbxLLcpcMsaQSXK9Llo4wNyH0kPNAHlXjbSrBdRaXQfHlho+rAL9st7s4RswjG6dgR80YGQVYHg8ZGQChp3i3WNY0m+WW3tTPHtke9gQAamjPly6qMFvLQ8gDqOnWgDBvPFfhxtDSGBIxf7hugAO6O4E2Wkd+4ki46n07cAFrxW7WsmkHxEwARIpdR3qT5VvHMhIljA5McfB4JPvQBtaZqFpfeIg/h6dJYPLMl7PFnE+LUjn1w5T8aALfwW0GyP2v7RaRXDCUWqyzgMTHFuxnI6kk54GaAOW8SyX9lrkrHXYdKkb97a6pOm9UglhGBtZT2G3px06UAdz8INFSI3Ell4k0/UopGAuVt4ynkXaFjxCwXAYMcYUD06UATfHW0uJNPU20UjqsyXF2V/wCWcHlyDL+29loA4jxxrukauLCLwgF+1DbFDHCpA0xZdg2sTj/Vuue+AMk88gGl8RptPs9atX1KKGK28tbi+fZkSHz5smRFByTx2JoAk+MUtpcnTTaBHtnLSW4AIElrMbfGEIGAyHpgUAdT8W9AX+zpf7KsIIyDHNd+SoBktbU4G/aORAvT0HSgDzjxR4n0O+0qzh0mNZb9THbC2RMNbTJGQxyB/wAvUhB6/NnJ5FAHSePdJ0lbiAyeLv7F1iOFGEzKSlwI9wHmTp0JO4c7sjjFAG18JfG+p6gbiPWJ7a8aJlKapAoAvQ5YfOwC53Kg2nYCR96gDW+MH/IKuP8Atl/6Vx0AVPC2jCXRUGn28K3LW8sNnKowY7i5RuVkAyPMfGfWgDxLQ79WtXhvvGFppkDP5lzp81ozGeRdvzC4jjY8ED+IEUAdh4rsYtKbSnvWjvLOMLvvYslbhEmVsxgf7BBHY+/NAFy08Qaff+I4n0e4WeLa0BnUECWSOykB25A6dM9+3FAB4X8bWGi6lqI8RTNapJK1xCxRiZGSeQgKEB/1kcmeRj3oA5vwvptzcaNfCxEjMJIrqWJBnz4YSCc/9cx834UAZ9hDHqMEMV/8QreIAhbTSpoZSLOYkgATKmOQf72PWgDvvF1rnXbBb3ZORFEszMOJZEmm5wf9oZoA1Pj3Gq2EexFXNwrtgfeY283J+tAGJ42UG+0ncAR+4BB7g3EfUe9AF+4tox4lTZZo2YzNI4H+qk+yv8z47nAHP88UAUdC+XWNTEfyoYJ5njXo0m+PllHfLH8zQBzek2U8vh+4+zQvJtuvtMwX+CFIYckj0TPPoOTxQBmWUS6mlvFdePYlbIt7Cxlgf/iVy4wB9oAxhyAOGOeN2OwB6FqcKP4mhEsaONnmBWGcPHaSEEA90YAj0NAC6XGqeJpxAixqU3uqDAdntIiSwH99+T780AUPC3iGy0nV74azM6NLIUsVRGPnyXFzkAADqVYdcD3oAkm1i20bXppPFLyRwSR5sLwqxCh0jwVVAT8gRk6fpQBH4FfTrp9TnvbR4dHcMs2/PzhmYnYB/EFOcDlSQF7UAcz/AMJQdFVW8DePnvbfdtOi3Mbg2+7JO6JhjHPJUpk9OlAH0nazNIimSFomIEjwt1hZh0bIH3T7CgDx+CJ38SXAilMbGLZHKB/qmaxi5A/2TQB5xoTC1W4h1vxbfaIcm2vNOW3Mgv2AIILKwwU/L0NAHT+LvDUdrpdm9jqMurWSSNPvCFFeC8bOJostja6lck8E4xzQBP4o8caXq+p6e2iTyyKskKT71IMUkl0hwQe6d8ZHoTQA3xVrKzarNH4y8T6zplig/wCJettuwGKrtxGit/rASSdpJ6ZHYAg+Gmz7Hq/lSO6+T+7kbrIvkXPLj1YUAZ+oWV1caDbtFGzpDPJFKFH+pgmLHdIR2Ehx+IoAu+FIbG/vbYy/EfXL25R1urWC6gc7vLIZkSdpmx5qqQeMUAafjeTwwt7M+neK9V0LU0/d3EiRuUv5/LH+raLkbuhzxxnB6kA7/wCE/ijUtSsg2tMHkV2so7jHN3DGq/NJjuCSOgzj1oAufEvwx/aVhKsce6VR/aNkMcme3BOEGOsiZX8aAPMfhc1xrd+s2oou21gSxTJJ8yYIVU4PTd87ex6UAe90AeUfBaFAb0hRuM/ls395UL4z9CTQBw/jqzu7LVpX1DXNX0mKUedZataqzGaIRr8o2yIcRkbT83HHGMGgDU0XwrFcaZqDeH/EF5q8svlyXJkhZH86ykLtnLtuNwrHvk+5NAGBqvxG02bR4raGC4W6UgTjA2qkTsciT/ppkduufxANzxz/AKjRf+uaf+i7WgB3jvUlbWGTxX4h1nT9NCK9o1sW/dhrdf8AVoqt/rJsgnYT26DgAyvALQlNVNpLcSRfZpmt5ZvvywlXwZ8d2HX3oA0bCNf+EZm+Rc+YHzj+L7ZEM5+nFAF3xPCjeHLfeoJBjkjP9xizjj/gJNAGF4/sr+OaymvLnULCF4IIjqEAJOk3KxnKwgOvKZ3feXOTjODQB1HwnsNNnu5ZbPxRrmpXSqIL2a6jKi9hmAxly7k+VtA5I6cDAoAqfDeFDod+TGhP+kBmxyQlghGT/sEmgCvpdvJJ4amEMbOd/mkDskV3GSf+AKCaAOh8GeM2n0mRPDS3BvreAb2KcCeUSY+zDJyUCE/dxnHXkUAeSz32ky2JN34j8QzaqW2vp7kmIxiQcyMwOcpz9/O7tjmgDqPEn/Hro3/A/wD0dDQB6p8YP+QVcf8AbL/0rjoA808T6Zdf2Xps9vbtNHBl7xF/hWZ0ILEA4GUxn3FAF298Rx+JNWsz4ZtrwxQ7bu+nkXHlJHNuO8A9MADryTge4BR8eXXhYXc7adqviDR9UQmOSSFPku7lR1jKMCPN6E5Hrg9wD074U65ql9Yq+vNJJJuaOC4frd26kYJwB0bI79KAO2oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAZLCjgiVQykGORT/ErDv9RQBlWvg3RoYWitdJto7VyZLq1UcTMwA+YZ7hRQA//hE9J+z+R/Zlv9i/58sfL/rN3T/rpzQAy/8ABujXUaJf6TbTQRgR2UDDi2VFwNnPZRigC9qGlWl2hTU7OC5hPEkMqghsex7qfxHagClo/g/RtPJOjaPZ2rH5JZI15dM9C57Z98UAS2HhjTLWR3sNOghnkJkvZ163LO2Tv+rHNABdeGNMmmWW606CS6QCO1um6wqpJ+U+xY0ACeGNMWczJp0AvCPLkvP4nUKByf8AdAFAC2XhrTLaR5LDTreGeT572dBzcszZy/1bmgDPl+HXht5C8vhvTGmJ895Cg+eT1ZOmSeenJ5NAHQ0AYmq+BdBvm3aroVhcS9GnZfmcAD/WOMZ2gcZJx2oAvaXodhYpt0iwtrWLPmGKFQA8hA5fHUkAcnmgDLj+HXhtJA8XhvTFmB89JAg+ST1VOmQeenB5FAFnWPBujagQda0m2umUeXC0g/1ak9sHuaAH6N4S0jT939i6Va2pbHntGOZQvTcx9M0AS6X4e06y3f2VYQ2+8/aLnZ/y2lPdqAG6v4Y0q/AGs6XaXQHMZlUEx/7j9efrQBLpeh2Fkm3SbC2tY/vGOJQNzerkdT9aALUsKOCJo0dCDHLGwyJEYch1PZhQBkaX4H0GyfdpWhafby9p0QZjBB/1THpuB7YoAm1jwppOoY/trSrS628wtIvMWf7j9cN9cUASXvh3TLkL9v0qxnCf8efmID9j6f8AHuxHH3R0x0oAvsoP3gCOjA9wfUe9AGLY+BdAtpN+n+H9Mgm6pNHGAYSR/wAsRjjI9MUATat4S0e//wCQxo9jdEfckkQbkH+zJ15+tAE+laDp9iu3SNOtbWP77JCoHmPjrIR1OPXJoAnvNPtrhCuoWlvcRHHm28yhlk2kEb42BHysAelADrazghULZ28MEY+SKGJQFiX0RFoAyLvwH4fnl8y88P6bLP8AfaZkH7xx3lHc/UE0AX9S0OwvI9mqWFtcQ8MIJFBCMo4KDsVHpQBw1n8KDb6ok+nJY2ljGnk29nGOZpZIXB+UdMFs5ySaAOv1Pwdot44fVdE0+6lX5EllQElPR89QPfIHagC3p+iafaAjStMsbRT88qW8aqJGA6uEA6CgChbeBdAhl8y08P6ZFP8AeWZIwPLb1jUDAPuADQBfm0TT5JFkuNMsZbhfkt7x41LwKCeIpiMjBJ6GgB2oaRY3ahdU0+zu4wfOSK4RWCyAHlUcHkAmgCOfQNNlZGudJ0+WSPH2GV41Js9h4+zuRxsIHTFAEn9kWPmeZ/Z9n9px5P23Yu/y/TzsZx+NADItC05JGeHSrBJ2BjurtY1D3KMRkTSgZIYgdTQA6x0awtVK6bptlaxEmSSCCNVWR2AGWRQOSAB0oAo2ngjQYJfMstA0yGf7yzpGoMbY6xYHBYemM96ALraJp5lEjaZYm6HyR3xjXei7SMLPjP3SR1oAF0TTxKZF0yxF0fkkvhGu912gYafGfugDrQBHL4c0p5BJPo2myXIw6XrxKXRk6FZiM/J25oAk1DRNPuwBqumWN2o+eJLiNWEbEdUDg9RQBJa6dawJtsrO2gi6LbxKAqg+kajHP0oAoQ+DdBjbdb+G9FjkHzrMkCBlY9w4XvQBr0AU10TTxKZF0yxF0fkkvhGu912gYafGfugDrQBDeeFtHuH3ahoWlXMvA+0TQozYXp+8YE/L9aALktjbuhSa1geEjyHtmUFWix0aM8Yx7UAeYaN8IL37cs2sroEFvEzS6ZY2EKr5xRztNyFVRleG6se3FAHo1/4e0y6IOp6Rp1068QyTxKxhGf8Almzg96AJV0ixCsqafZiNh5NzEEXFzGQeJkxyCCetAEsVnBGuILeGNO8SKADu9VHrQBVsPD2mWpJ0zSNOtXbiaSCJVMwz/wAtGQDvQAl/4c0q6OdU0bTbs/wtcRK236FwaALsUKIAIY0RRwiKMBR/sqKAK+qpeNE40poFuCpSzeUkLHOy8GRlBOEPPSgDmfhv4Dk0W12XkltJcM7XV3LDnBzgAI7AHCoB2HJP1IB2NAEUFnBFn7NbwxZ+eTYoG9vVsUARX2lWV0u3UrC0uo+vlToGGR/sMD3oAmt7WGJQtrBFFGOI4owAEH+yg96APL/FvwZutUuspcaLZaf8s0gghUTSSgfNvmCDPmc9ZCB/doA9JGkWYVFNlbsiARWiuoP2dFA/1ZbPQAUALfaRY3QA1LT7O6A+eNZ0VvLb1QMD6UAEWlWSZ8mwtEBHlyhUA81D2cAdDQA4adahdos7YRdWg2jaxz3THr7UAK2n2zLte0t2jH3YSo2rj0THagB01nBIu24t4ZIz8jQuoKso7FD6UAMs9OtbZdun2dtbR9RDCoUA+yKBQAsWn2yKVhtLdIznzIlUASbhzvQD+IUAOis4I1xBbwxp3iRQAd3qo9aAEt7G3h/49LWCEHlhGoG4+4FAEL6Jp7EmTTLFmPzu7Rrl2J6sSO5oAe2mWjBQ9jasF/491KD9xn/nkMcZxQBNNbxSDFxFHIh+9G4BDYPdT6GgAS3iVcRxRqn3BEAMBT2CigBlvY28P/HpawQg8sI1A3H3AoAZcaZaSnN1Y2szfcDyICQoPQEj1oAsKoH3QAOigdgPQe1AC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUm+7AM015AGfegAzQAZoATI9RQK/mLmgYZoAMj1FK/mAZHqKL+YBmmAZoAM0AGaADPvQAZ96ADNABmgAoAKADNABmgAoAKADNABmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAUAGaACgAoAKACgAzQAZoAM0AGaACgAzQAZoAMj1FABmgAzQAUAFABmgAzQAZoAM0AGaACgAoAKACgAoAKACgAzQAZoAMj1FABkeooAM0r+aAM0X80AUwCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAZoAM0AGaADNABmgAoAKACgAoAKACgAoAM0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADfrWSf80BkEszL91CffFebi8VJfwaDfyYEX2uT/ni35Vyf2s/+gHFf+As29mu6D7a/wDz7PS/tZ/9AOL/APAWL2a7oPtr/wDPs9H9rP8A6AcX/wCAsXs13Qv21/8Ang/5Uf2s/wDoBxf/AICx+zXdDftkn/Ps1P8AtZ/9AOL/APAWHs13QfbJP+fZqP7Wf/QDi/8AwFh7Nd0L9sk/54N+VT/az/6AMV/4Cx+zX8yD7W//ADwb8qP7Vf8A0AYr/wABYezX8yD7bJ/z7NT/ALWl/wBAOK/8BYvZrug+3Sf8+zUf2tL/AKAcV/4Cw9mu6D7bJ/z7NU/2tL/oBxX/AICw9mu6F+2yf88G/Kj+1pf9AOK/8BY/ZruhPtj/APPq1P8AtV/9AGK/8BYvZrug+2P/AM+rU/7Vf/QBiv8AwFh7Nd0H22T/AJ9Wqf7Vl/0A4r/wFh7Nd0H22T/n1aj+1Zf9AOK/8BYezXdCfbZP+fZqX9rT/wCgHE/+AsfIv5kL9tk/592o/taf/QDif/AWHs1/Mg+2yf8APs1H9rT/AOgHE/8AgLF7Nd0H25/+fZqP7Wn/ANAOJ/8AAWHs13QfbZP+fdqP7Wn/ANAOJ/8AAWP2a/mQn22T/n3aj+1p/wDQDif/AAFhyL+ZC/bZP+fZqP7Wn/0A4n/wFi9mu6D7bJ/zwb8qX9rT/wCgHE/+Asfs13QfbZP+fZqP7Wn/ANAOJ/8AAWHs1/Mg+2yf8+zUf2tP/oBxP/gLD2a/mQn22T/n3aj+1p/9AOJ/8BYezX8yD7bJ/wA+7Uf2tP8A6AcT/wCAsPZr+ZC/bZP+fZqP7Wn/ANAOJ/8AAWHs1/Mg+2yf8+zUf2tP/oBxP/gLD2a/mQn2uX/n3ap/tWr/ANAM/uYci/mQfa5f+fdqP7Vq/wDQDP7mHIv5kH2uX/n3aj+1av8A0Az+5hyL+ZB9rl/592o/tWr/ANAM/uYci/mQfa5v+fdqX9rVv+gCf3MORdw+1zf8+7Uf2tW/6AJ/cw5F3D7VL/zwaj+1q3/QDP7mHIu6F+1S/wDPBqP7Wrf9AM/uYci7oPtU3/PuaX9rVv8AoAl9zDkX8wv2qX/nk35Uv7Wrf9AEv/AWPkX8yE+1Tf8APuaP7Vrf9AEvuYuRfzB9ql/55N+VH9rVv+gCX3MfIv5kL9qm/wCeR/Kj+1K//QDL7mHIv5kJ9qm/55n8qP7UxH/QC/uYci/mQfap/wDngaP7Ur/9AMvuYuRfzIX7TN/zzP5Uf2piP+gF/cx8i7ifaJv+eZpf2nif+hevukHIu4efN/cNH9p4n/oXx+6Q+WPcPPn/ALho/tLE/wDQvj90g5Y9w8+f+4aP7SxP/Qvj90g5Y9w+0T/88/0p/wBp4n/oXx+6QuWPcPPn/uGl/aWJ/wChfH7pD5Y9w8+f+4aP7SxP/Qvj90g5Y9xPtE//ADz/AJ0f2lif+hfH7pC5Y9w8+f8AuGj+0sT/ANC+P3SHyx7i+fP/AHDR/aWJ/wChfH7pByx7h58/9w/lT/tPE/8AQBH7pByx7h9on/55/pR/aWJ/6AI/dIXLHuHnz/3DS/tLE/8AQvj90h8se4efP/cNH9pYn/oXx+6Qcse4efP/AHDR/aWJ/wChfH7pByx7h58/9w0f2lif+hfH7pByx7h58/8AcNH9pYn/AKF8fukHLHuH2if/AJ5/pT/tPE/9C+P3SFyx7h58/wDcNH9p4n/oAj90h8se4efP/cNH9p4n/oAj90g5Y9w8+f8AuGj+08T/ANAEfukHLHuHnz/3DR/aeJ/6AI/dIOWPcPtE/wDzz/Sj+0sT/wBC+P3SFyx7h9on/wCef6Uf2nif+hfH7pByx7h58/8AcNL+0sT/ANC+P3SHyx7h58/9w0f2lif+hfH7pByx7h9on/550f2lif8AoXx+6QuWPcPtE/8Azzo/tLE/9C+P3SDlj3Dz5v7lP+0cT/0L4fdIOWPcPPm/uUf2jif+hfD7pByx7h9on/uCn/aOK/6AKf3SDlj3D7RP/cFH9o4r/oAp/dIOWPcXzrj+6Kf13Ff9AlP7pC5Y9w824/uij67iv+gSn90g5Y9w824/uin9dxX/AECU/ukHLHuHm3H90UfXcV/0CU/ukHLHuHm3H90UfXcV/wBAlP7pByx7h5tx/dFH13Ff9AlP7pByx7h5tx/dFH13Ff8AQJT+6Qcse4eZcelP67iv+gSn90g5Y9w824/uip+u4r/oEp/dIOWPcPNuP7oo+u4r/oEp/dIOWPcPMuPSq+u4r/oEp/dIOWPcPMuPSj67iv8AoEp/dILR7h5k/oKf1vFf9AtP/wAmDlj3DzJ/QUfW8V/0C0//ACYOWPcPMuPQUfW8V/0C0/8AyYOWPcPMuPQUfW8V/wBAtP8A8mDlj3DzJ/QUfW8V/wBAtP8A8mDlXcPMn9BR9bxX/QLT/wDJg5Y9w8yf0FH1vFf9AtP/AMmDlXcPMn9BR9bxX/QLT/8AJg5V3DzJ/an9ZxX/AED0vxC0fMXfP7UfWcV/0D0vxC0fMTdc+iVosRi/+gfB/wDkwWj3Ybrn0Sj6xjP+gfBf+TBaPdhm59Fp+2xn/QPgv/JgtHuwzc/3Uo9tjP8AoHwX/kwWj3YZuf7q0e2xn/QPgv8AyYLR7sM3P91KPbYz/oHwX/kwWj3YZuf7qUe2xn/QPgv/ACYLR7sM3P8AdWj22M/6B8F/5MFo92Gbn0Sj22M/6B8F/wCTBaPdhuufRKPbYz/oHwX/AJMFo92Gbn/YqefGfyYL72Hu+YZuf9j86OfGfy4L72Hu+YZuf9j86OfGfy4L72Hu+YZuf9j86OfGfy4L72Hu+Yf6T6p+dF8Z/LgvvYrx8wxc+qfnRfGfy4L72F4+YYufVPzp2xvbB/ewvDswxc/7H50Wxv8A1B/ewvDswxc/7H50Wxv/AFB/fILw7MNtz/eX86dsb/1B/ex3j2LiZwN3Xv8AWvdpXsva2vZc/r1MX5fIWtBBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA3n0qNf7oxryKoJlZVUfO7t0RQOrE+go5f5lEDPl8T6MmPO1zSkJPlxBpkHmueyAnqar5sRoRSxuAYZEdTyjqchh/ssKPmwH4FHzYBj2o+bAMe1HzYBgUfNgJj2p282MR3VQTIyqo+d3boigdWJ9BRbzYEdtdQTKGtJo5Yz/q5UORIAf4GHvUcr/mYEu32o5X/MwDA9DTt/eYBgehot/eYEFzf20O37XdW8JYi3txIwHnzOeFiz1LHsOaq3mwJ8e1FvNgGB71Nv7zAMD3ot/eYFeHULWR2SC6hklTa13CpybcS7seaB03bTT+bEWNlHzYFe/1G2tY2e/mWKFR5s8rf8s0HqBR82Mi0nWLO+iWTTJHkhb5oJWRl8xQeqpIAcE+3Paj5sPmXdtHzYikdZsBN5RvoBdbfti2mfmaDPUD60fNgXdo9KPmxhgelHzYBsot5sQbKLebAxrDxfpN1PJFp9601xHlL6NY3xbOpxh5yu3Ocj72evoaPmwNnZR82BW1HUrS0jZ9SuoreFcGaeQ4Ee5gBk/7TECi3mwJbeeKVVa2lSSNgJ4JVPEsbjIKH0YUW82BJtPtUWf8sADafalZ/wAsADafanZ/yxANp9qLP+WIBtNOz/liAbTRZ/yxANpos/5YgG00Wf8ALEBNp9advKIBtPrRbyiAbT60rf3YgG0+tFv7sQDBo17RAMGjXtEAwaNe0QDBo17RAdtqwDbQAbaADbQAYoAMUAG2gA20AG2gA20AGKADFABigAxQAYoAMUAGKADFABigAxQAYoAMUAGKADFABtoANtABtoANtABj6UAG32FACbfYVOvcPmG32FGvcPmGKLebAMUW82AYot5sAxRbzYBii3mwDFFvNgGKLebAMUW82AYot5sAxRbzYBtp282AbaLebAMe1H3gGPai/qAY9qL+oBj2ov6gGPaj7wDHtR94Bj2o+8Ax7UfeAbKnl/vSANlHL/fkAYPoKVn2iAYPoKLP+WABg+1Fn2iAYPtRZ9ogGD7UWfaIBg+1Fn2iAYPtRZ9ogGD7UWfaIBz6Ciz/AJYAHPoKLP8AlgAY9qrlXWMfMPmG0elHIv5UHzDaPSjkX8qD5htHpRyL+VB8w2j0o5V/Kg+QbR6UWX8qD5Bt9hRbyQfINvsKLeSD5Bt9qLeSF8g2+1FvJB8h1UMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAw/Gn/Hhdf9cJv/SdqAPDPh3pvhS8WKPW/Bmr3Fw5MZ1VGkEbsXbG7Y6gCNcDoeaAPS/FXiO40f7Na+CrC0E8mbezFwWK2ECnqSTySSTyxxjkHIoAb4Z+IWrtJcweJ7WyXUIIzqMckGdl3EEBy4z23J3Gc9ARQBF8P/EfjTU/Jl1IaKNNbfDMIwRJJ5IYBwuT1mGOo4HTvQBzy/EfxzJDPNZx6I1nbyta3CupD3aI4yAM9IkI/unnjJ6AFqT4oeKYEgutWtNIj0iVxbvaQ7jJZwOW+aRvUqpIwSOxAJoA6Tx/4q1WydBpXiHwnp6kea41Av5kjhj/AKuNFb5SMc4znvQBhN401jWNFuHtorNbhPM03VJB926s4oMu0APQvE3Hv0oAufDLUtYtdPaTX1tzYxxC90dYsbmt4VkLeb7nAxQBjr8VfF0EaXWraRpx0iR/IFpF/rLaAnhg5PVsHGeDzkKCpoA9kimRwDEwZSBJGw/iVh2+ooA8Wu/jFrc5mk0bU/ClraRM0UGnXco83WIoDnNumefOX0I9FJNAGr4x1yK//smW2jdEkuYrhY26x7pE4Y/7JoAk8UfEvUTdvB4c1Tw7p3lAPe3mqSBRezuB8tpn/nmDz7+ncAD8bSNLNwbGH7YJP7E+z8+W2obc5Vgc7fK+b73XjPegDa8NTeO0mUeKbbR57Z1M0txbnB02VR911xyXYgcZHcN6gHEfD3/hLP7SufN/s/8A1kf/AAlWMf3ZMfZf1oA3dU8TeM7jUriDwrPpMcUSpcbrpeglgQ43AE5d2PbHqaAJPGGua3ezJZ6LZaXLMYl1PXprsExxgEcMmOgfB4DZyB60ARWPxM1IWd4t5bWVtqdoPIYRD5LhFYgNDC3bj6dCMZxQBlWnxD8awR2s+sto81hPItkbeNcOqylvv46blUkYY/7XpQB1N3dKuuxqtlZ5a2NzJc7PnLCSQY830wB2oAwtO8b+N9aEsvg+DRYrNGNpa2tx9+/eNQfvHjLKR1KAZwDwTQBueL/HOtQvbW+g2VmNVnAuJ0dsrpqIOeeMjIbnHQHAJoAn8FeNdTmuJrbxVFajUIcXJnt/uXlrJt5Vf9kOvYcHkAg0AHxW8ZajpFqj6M8KyGVbNzIuR5TQyHhT7qKAKms60+l6hawaDY6baW05M2oxxRKPOkBxnKgckCgDIn8UeNr+/uYPDOo6RbJCdyyXCdI9w4DBX5bn+Hp3zQA2/wDHdzqGhzyalYWhuY3XTL6CRcpLPHcxcmLP91h369KALt/8QNSjhsIfC9lp41C4hjulRgdmm2/kD7kI7cNjqAAetAG3ompeKrGKdvHS6dcxxIb62vbQ/NfCKNiwMeFHygAfdTn1HIAOK/4WL41ghS81D+yX0x28saQow6wPIwBWTb6Dg7z2JXrQB7Pb3CSqrRZ2sBNHn+64zyPpQB4dqnxi1qSSd9O1zRrCGFzDZaNcKC+tRxHnzXxxuA7MvoDxmgDptR+Kl4x0xtJFusV0/wBn1KJhnyyJolYRPx/qmZhnvQBv3Xim+TVo7dGi+ytbnUpF28mcSOOH9MKKAOOs/EfjnVbu6j8P6xpNnDbzG2kkljBLW/nSABQUbPyof7v1oA0Nb8W+KNQvpLfwPcWNosAEt9dzgH7XKVHyhXVsDcccL2JzjFAFS7+MGoPpbTWkUFvfxyLpeowsuVWTuUQ9pB7nHSgCWz8V+L9MvoI/G15plzb3J8i2a3X/AI85xwBG21OTIy5zu4PBoAwdX+L+syS3DaX4j0iwhhYw2Ok3EeW1lYSckuVJy+OMMvpx1oA6XXfizdvaWjeGreBby7b7FaibOLOdHCtjIwdkpwCfrg0ASeGPF/iO1vhaeOJrG6ldDfadf24x5gUOcOqqvZWHKrjHfINAHplABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZ+u6a11bzRo2DJHJZK390zREfpmgDI+H3h6702xii1NYxMm/wA4IcgeZcORhv8AdIoAxviL4L1e6kgn8LeQ97ASyW0pAF3GxHClsDIOerLx0OcUAUvDfgfXGmu7nxJBbQ3k8Z0+00+Fgfs8ZQDErjjOEQD5j3JoA6b4eeH7zTrCGLVI0Sdd5mRSCF824dh8w/2WFAHL6X8P9Xj028hnghS4mllvLKMuMeVMI8eY4z12mgBuu/DvWp9Iht7QWouUKG7Rm4ZI933JPZiDQAniPwVrkepG50fRdM1iN0W1+z3jAf2U4UAmIMemFzwCeSAO9AFvwR4B1O3sbqDWobS2aZpXheBsrEt5bhflQdBER60ASeCfDniA2Ulv4rtLW0hEbaRZGJgzXEU6tlpSjEfICAOQTzkdKAOTX4e+OLmFLPU49Mh0xH8z+2FILTQIxOETdn+LjMa9OTjqAe1wwJGoEK7UAEUa/wB1EHHJ9BQB4pL8LvEOnySJoPhfwlqltI7XNrfXsas+mQseFfzSPuj0Vh39qAO28TeC7y5Nj/ZllYQJBNHf31vEQEt4o2UkWq4HAIOOBQBzviz4davFePP4Z8PaDrCSqBd2GoqrfZroEZaBZCv3gB/H3PGMUAaus/DSfUNN8qXT9C0y93f2osNgu2I3iqQNygDl4jtJ+bHbOBQBc8Lnx7JMv/CVrpNtaoDHKsABbVpdowzEFsYPPGz0xigCtpnhbxJZanPJYrpcmn3DJPfSyk74UhQ8QoD1DMR3B68UAaWj+Fr6HU7uedIhbypFDaMG5LQRIDvT6g0AZninwf4hS+S68GvYPLs/s7ULO6YhZk5wSFxx0P3gcgdeaAM+y+GOsi0vTqdzbT6ndgNLEvCWpjZsBZf9oN6YHA96AHa38Pdcl0u0hsI7X7ZDIl5MrONq+SknR+/zMKAOiuvC18+rR3CLF9lW3OmyNu5E5kc8J6YYUAcnpXgjxvopli8Iy6JLZO/2q1urrO6yMigZ2juqgA5Dg4yByRQBseKvAmuSS21xod7ZS6nAgtLrzlwupgjkgL0BLPxnoeCCOQCTwR4I1iK6nuvFktoLyUfY0trb7sFuuzv9EUDqcDJJJoA0/iN4Jk1m0MdrJEk4Zb2yaQkL5seR85GfvIzDoaAOVXwh4zvL61n8SQ6GiRHZJHascpGO8itnJcns34CgDe8MeDNQtdRvJrsQCCXAstrZL4P8S44xj1oAx7T4a6mNNvILmODz5pn1KxUPwykxFfMf/eSgCTV/hxrPlWMmg3NrDqdrEljJFIflukSIAr5g99w7AgnkUAbWj6R4ovEuF8cXOmxxSodPt7CyH/HosiEM3mnJ+cHuzfh0oA4pfhb4ymgW01DUtKXS0fz478AmSWBWOFWP2JyAcY6biABQB7LDAkahYV2oAIo1/uog45PoKAPHLn4Va9aTSjQ9K8J6nbSMbyG51OFWksWlPIDEfwfiO4AJNAHSeM/h3eXUFsfDyada31swu7KCJQsXmMylhDGeABIoYZB6Y70AVPDvhbxbLqQufFkWlxKIjYJHbMcIvYRoSTyxJ5agDV8D+C9Q0+6vpNQ+z+XPL9ssNjZJi82U/vRjjhxQBl634I8TWt7JP4GuNN/fr5GoQXQ/49pVUDdEceo3fXqCKAOb8X+CZNH0V1u7tbm4eZdR1CdRwbiTAxESAcKB3HJycDpQBt2PgjxdqF5by+N5dMSG3/f2sVvz9ouQRyyju7KCTnHGFAoAo33wo1u0nmPh7SvCmoW0rG7ibU4lZ9KeRuRE7AnA+rD2znIB0fin4bz3VvbnR002w1C2P2/TobdcQ/aGZSwjjxwJJFBGV+vUmgBnhrwVrst79q8ay6eLhU/s/TrO1GRChByzM2cZ3N0J6noOKAPQ6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAhubG3mAF5awTKCJ41kUEJLGeCobuh6elAE1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEa3UJYqk8TSDmWIEZjDf309xQBJQAUAFABQAUAFAEf2iPdt82PzMed5WRny89dnpmgCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBpYDqQOyj+8cdvwoAdQAUAFABQAUAFADFmRiQkiMw4lUHmMsP4x7igB9ADXkVRmR1Ud2J6Z9SaAHUAFABQAUAFADJJkQZlkRBkRhmOMvIwAAJ7uxAHqaAH0AFABQAUAFABQBHPdQxDNzPFEvQu5AGT/ALR9aAIYdXsZDi31Czkc/djR1JbA7KD2FAFqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKmqzOkMhiYqwR5I2H8LKh6fQ0AY3hfxRZy2lu17rNk8xijku3eRctcGJd3mDPXfnNAFDw94vSLTxNrd3LMA8yeYoy1zi+kVVhUdSw2gUAamm+L2llEeqaLqGmTMDcactwUIv4I+uySJmAaMclScgcjNAGXN8UIV81l0DWGs4ZH0zV9T/d7bWWBwCYYfM3MATzhcgds8UATWXxFjleLzdD1W3tZz5Oi6pIF23z7SRviViVE6gldyjI547AFjVfGwhmMWk6Nf6pdKou7uGAqFsoW6faJ5GAzIOgGSaAHHx9p32VpxFemNG+x3Nns/e2955oXy5IifvLIwH3sd84oAtaNr13cMy6j4d1LTpABKDKUZJlY/8sriJmGV7jg0AWNZ1y3sYi92szjKwQwRDL3dxMwCrbx5GTIxA6/XigDP0vxh503lano9/ptztN7bRTlCt7bo2D9nniZgTHkZGcj3FAEX/Cw9PCFpLe/SQTjw4dPKr5n9oM3QKrEYKfNnfgryOeKAL2sa5eW5A07w5qOouR5m6Jo1SIA9JZpXXk/Q0AZ6/EC2+ySzS6fexGEtb6jp8mN8F1DjK7gSMHIIOeQc+1AFM/E9Y9h1Lw3rNrFLiPQ5W2E6pcSY2p5Kv8rTA8byo9SKANXRfFbXMjx6hpF5p12irePazFWEttKxAaGaJiD8wI6igDA0bx1YWmmQzbtevIWf7HG92weZzJdMMzuvXZg4xzjAoA2dN8avJOsWr6DqGmTOrXWnecUYXscOMhZImbDIDkg9B+FACax4u1C1Z/I8H6rdQIN896jxAOu3JNvEz5IQew54oAnvfGdpHDFJZQXF6Ztsej2sIAa9knjJGS5AAVASSSMd+eKAMPS/EV1c6oqXun39g62sk09hMwK7pLuLDQvGxB3KMZHTkHpQBZl+JPDSWnh7UrnTUJiudbjKbQkLYZobYtuKwNnJCkcHHSgDr4pkcAxMGUgSRsP4lYdvqKAOb1DxtMski6N4c1LVBF+71OeBkAt5SgO2ASMCzKhBIUHGQOpoAqa7rkdyti+l3UhhkuUG5cjzojbzfLMnH3WHIPQigDsqAOQbx/dRFDq/hLVbG1d1sY76V4j5LzvhTdQq5IBPXsKALF742kS6aDT9BvrydUF+8isqoI3J6yufUY9z7AmgCa+8XPE0UcOj3M9/Iv2t9MRl/wCJfAMbmu7jOMROdvBOT93NAGN4v8QXR06SS407UdNkV4o5YGI3bVvYs+S8THIkUkdefpQBqWPjO5adI9X8N3+mmQO2myyvGwuWgXJV/KZsHZzz6H0oAqWev21uL6SBNTuGilLX1o0gYjyLePmyjOMKydj3B5xjABs6h4mt4FhaJGnWaSOxsyn8Quhndz2SMFvpQBRvvGN0s7x6L4bvdSeMKdQlSSNFt5LhchQ0zDJ2cnHTIzQBq6JrsF/Er2odQcxzQP8AetJ4zgrOo7xsMUAUtY8USQSrFpWmNf3jKb57feEW1slbG6eZgfvtwAFOT6DmgDldP1yadNUbWbLUrRVG2XTy432kUWn8/ZpRkDzcFgRxznmgDcg8UxW1paf2fY3l3JMkVvpNm7jdIDbhs3c5/wCeUYJY4P0oAm0Pxhc3M7w6noNxp9wiLevudWWeOViM28i4yCQew9wDkUAcfe6vJb6ZZt4fs9WuI2mhuFjkmBklDXW7ZPJxnz3+UcEDvQB3U+uamsCunhe7e5ZvJfTBLHm1GW+aa4DEYIA6Ennp1oAj0HxZNcyPFq2kS6deIBdPb7963FrKSA1tcgDIyCD8owePWgDL+E91NLpkDXU8ssh80ySyEkuftcn3nPtQBp634puYJUi0bRzqN0ym+miMgRbK1VsBriYq3+ufIACnODQBzng3xI6vqEmum4tUSUSTwTuD9gSOEZVWUkcY4wcHtQBqweO71Wi/tnwvc2VtMy2lheearGKWcfKL+BQNplOAOW54OKALOgXErXl8JJZGVXhSFGJxCrWMZxGD0yxJoAzfibe3qQxLY2FzcJJNFaXQhmCGVGmX92Zcgj7X0yDx3oA0JtdOnwwpZ6FcvduPJ0/RfNBKeSuW+03rFhiEEZbLckYzmgCxofiqa4laLV9KbT71VF79m8wOtxZyOQHgnUD+IEEFQRQBQ8MeONR1QRvbeFpYbFyyPfSzLuiEatylsByHkG37wPfGKAM6L4q3bxPKvhS4NjG72uoXYmXciwy4LW1tt5CrgnLLjkDOMkA0rXx3dmSH+0fDk1paTnyNKvzKCS7xllF5ahQVMyA/xNg8NigC/q2sa7E5Gj+Fo72MDf8AaJLlU81iOkSbWPy++0emewBy/i7xTNfaWsuk6dIVd4luY5n2tZPDfICrLg5zMu3txz7EA6a68UXdrb+Zq+jCK4LCytNMglD/AGu5ncBFScqo/eseeOB60ARWniy9W4SLXtDWyeRTNp9xDL5iTSxLlkkcomGRcn7pB7GgDb1HU7e0jeS/lEcKKbieQ/wog7D1P5ntQBzsPja/QwnWfDZs7WZhZ2lwJtz209w2EF/ahBjz/Z32nhvYATR72OG61FruYJEjQzzSN0ghj09CSfZRk0AQxfEG+WKObVfDYtNPdlQXPn7pLOC4bCPd2nlgASkrnEjEZ6UAaGqeJdQ84xeHdKt7uZVW81Ce4l2JZJKTtUlVYlpwrdgB1JoA5r4h6jqxjsSmimOQ3cMlzatMPluY3O1HkQEbbhuc/wAOBkZPAB0Oq+Lr+1+zq3h4S3U7Na/ZEm4s5Y4yfmn2cqMcnaMDJAPQgC3vinUbOBDqmjQyXzyDSrGxtpcreXD5IP2h1GAyKTyvFAGX4OuZrSZotc0QWl7Nv1ttQWTeNYZZOQZdq4NsrLhRkAdMdwBbX4h6xPFLJZ+DlMcLSWt0stztaZrVjn7NF5RztA7leeBnk0AWdV1XS7mTT2mtHlWVzeaVclyv2VntGYeZEBz5uQMZGD+RAJ7zxVqkk8kfhnSLK68kK+p3FzMUHnSrny7YKjfMyYOfujoeaAJ9V8VXUAhW20V5L+bP2fTpJABaeSgLm6uU3DEAI6A5OAOtAC6H4mupZnh1ywhtbxFW+HkvuS/tJWI3WzkA/I4wQVB9M0AXdd177EsZ+zedvmi0nG7HlfbJQu7OD/q85xxn1FAGPLdWunX0SR2Tzz3jTTXepSON1sthCCqqgXlUU7QMjHU5JJIBAPGWvXEs66H4aspI4H+yy3FxcMP7SZUyVtI1iOGwR1bAyKAItV8RaTfQ2MtxZSSxS3ML6fufabG92SbTIFznY4K4zg560AaGpeKdSa4aHwxpdndSRqtzq1zcyFUtTNnbGm1WO6VeemAOvXgAfqXiy+gjgA0EnUZ2+ywaU0oxayKhLGe7UEbYEBPAJPYegA7RvE140xh8Q2Fva3m039s9u5aPULRXwTC7AEGNiAQRnuOOgBf8Q+IYdOgaSdDIRiK3twQDd3MrAKqMf77EfQc9qAMm28T6vBNGnijSbGBJSYNPvLOVmWK6Ck+Xdh0Xl1BwRkGgDU0PXmu2nDwLH5UzaUpB/wBcscSNkj334oA525+JU62drNb6MsslxJHpqWXmY8uS5V8bZiO7KByBjNAGleeJdSsLcvr1jp8l0XWx0uxspGIv558BVM0qDBd854wBQBFZ+KdXhnjj8VaXp8Alyun3tpIzL9qjXPl3AkVcFlBI6g9Bk0AVY/F+vXc1wmgaNpRED/ZZJ7uZgLgGMECJEQ8k5znAAxyeaALX/CwI3tI5bKwlknlb+zLLTSQD/ae5gUllPQRMrEn0GQKAH6b4n1NLhYfE+nWMErq13pd3aSFkvPIxuQq6qQ0QIPTBH6gFBfG2tzo0+k6HYT6YpbZulImv7W3bDPaxBSuCQxALgkD3FAHY2V9DcRo9q+6N1W6gf+/FKoIOPcGgDmNDjXUbiaa+ViIZX0PRbZj8tr9l4eQJnG+4kLDOMhQB60AcpY2ng2a7ul8TxabJetdG3sYps7pYpIogoTH96QmgC94/0/Q7Y2KanY409ZHie1jVm2r9nbGIkySBJjOATQBs+EdM8IM7P4V0pIpUAjlmMMqFVmz93zlXO7aemcd6ALHw5/48k/66XH/pfNQBzdnamKy1gMwP769nyPSazU/oDQBW8Pad8PLtYlTQ0ed1UHdbTAPMyDO6cpt5Pfdj0NAHTeLrYWDC70/MUiFINcRTxqemNIAfPTH3rUHIPBAyM44oA66adI1LTNtQAyyN/dRBzwPQUAeVeLPEHiK708yrpOm/Y5GguNOt95EtrCbuMo12xyp+0kKMDbtz1ODQB2WreItQa48jw3FYG4CDUb+6u8lLKB2IA8mMglpSD3UAc85AoAn8L+JZ70SLqdiLS8hf7DqFupypJUFWt5CB8syEEZAPrQBy/wARrLUpLuyOgTBLuNbnUbSMj/j8aFIcoTkf8fCkr+NACaxrcOpNpk1ireU0+2VT1tbgwtlJfeNlYfhxQB0Ov6hr8Ln+zbrwrBDjdbLfM+69cDkfKVA2nj+P1OO4BynifxbNf6daz6dHBEWnhuGjkyfJuYbjGFOBkLKp7cjpQB2eo67e2gtxdw2jyyzDSrkxk7YkkjkOYs9wEHWgCW/1yaK7t4kjiMcqTTTOc5je08rHlnPRt5zx6Y9wDI0fxB4iv5JDbQ6LbWkVxJpEvmh2e9t7WUAtAVYAEjI5Dc9sdQBzeIteuZJT4csdKe3hc6fJHcswfV7mAAsLSVeFCk7QSH5zkDFAEem+OruSGyku7S3WO4b7JfSJnFnNKjbPLyf+WsgC8+vrgEA17XX5ZryWKGKIwxRxy3M3dL25ZjtPPTygD0789qAMX4otbC2j/tCBpoPtEBvIVGTPbiYZCoOu9cigCt4NtvB8827w74amtLiMeatxLCybRKCP3bN6gmgCzFr/AIpu5LgaJB4fjjhlbT42uRITfMsanHyMMbQw55BzwBjkAkk+IEklpbSafZw/arkpZ2NrK3ywzyg7jKw5KwAE8DJ4HBNAFrTNe1aK4EPiePTjI6Ne6XeWQYLMLcruSaOQsQybgc5wR6HqAU/BXiLxHqcUM19Bo1tasG+0W6rJ5kzIWAaBy2AHYA4IbjvyMAEUnijxHOksuhW+hmzRpILeC4D79QSycgskysAA7qcfKff2ALcHjG722D3UVmsNyqxahIM5g1C5tQyC2XJ4kYOOc9uaANCy1+4nvJ4khi+zwpH5s2Dua+udxwGzjCxbT0yM8nkUAb1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBQ1r/AFEv/XN//RZoA4rwf8OfCt1ZW7y+H7GZ2ije4mYHMlwIxuLc/wB/NAGQmnt/Y0X2UXUccVw19O1qPntLO21WTLWqkHmBOeh6c0AbOiQaDPdQm18eavrFwge+s7Z5EdIlliKk3DRRDB2t0LqfagCOH/kG6l/101D/ANCkoAu+IlBtbHIB/wBIsip/unzU6fhQAkGt2OmX91/btzFZrN5WoWF3NwlzFb2yqVE7YG6N1JxnODx3oAzLCPS5be8k8SfaDpdzP51qrK4D2ybAJRs5AkZd2cDgAmgC94M1KQXLxab4jfW9OEQvYrxyGbS7kyACOS8Xg+YmTg/MMdu4BY+KGlzzwQtC1yiQ3EWr6hNb/ftLKHcGe2XB5gDZ+6emcUAV9B03RLi6jex8davrFxErPFC0qMkUV0mD55ijH3uDgsOQKAMF7pTe/wBoJHCdMWT+wzKBzJFs2G5DA4ISUlM9do/CgDY8R6nE16U8Q+KLzSLERLe6QbeUxDVZWY7jJfKeTBxhcjOc49QDn7fyf7J1L7Jd31zH50hgurokvcxmCDBlZgD846ZHSgDrNZ/1em/9d4f/AEhmoAma1Ya0GJXabJoFHcNFfqTke4YUAcboVsr6NYrcRkqbqOCZDkZVtUcEHFAHd+Iv+P2w/wCuk/8A6QSUAcRe6xbXC3A8TeJtdtdQ3zWtjo9pK67oVJCC3tY1+YSgDkg7up4oAs6RcLa2elzXYcWsRZdRnUE/ZEu7eRQ0oH8IcjJ7UAbmm+I7G/1RW0mdp4haSJ9pCsFlb7ZD/qZGAzs74yAeDzQBlaT4ssrCw+zaiZF1REfSF0lVJe9uXyF+ygDkXAYEHpjr0oA73w5p01rawJdBRIkUdnOFOQJYYVB2t9RQB5nBbWmnz3Q8Q+Mdb0RnuJNWsYoWVUvrS62kNE7xPkqcqcNxgZAoA3JtOtLaDTl0ya+lh+1rdQy3Yw8n2mK5YmZdq9WY/wAIoA7XXJ7uO3lbS4y9wI3lsYwM+ZcpGdoCd9z4oA8e1W40uW2T7H4p8Uane77c39q0sjJbzPcpn7fakAKA/AGAQ2AKAPRolP8AasnynH2SIE+hN5N1PvQBQ1vU4tM1FZtXiaOykgGj/wBpAEixu4bh2xc4HAnVhg+o/EAB4v16yv8ATnfS5nlh82CFJijKJmTUIcmEuBkZ7jKnsaAH+N42N1p+1GI885IHT9wev4A0AO8JWBS61EXCI6mZHIxkOk1qpw2R2VhmgDK8I6Zem6WO+jn8mwV7KzuG6Xsl4fkMZP8AzwsuCM8E+lAFmy8R2Wj3N0niFmtFll/trTb5lO3UIpYUBWJlB+aB1PHU5yBQBqeAdPuY4ZXvI54vPnm123tZfvWdtdSfKHTsWUbse/POaAKeraxBp2pCTV98NrJbrpsN8QSqXkFy7bZWAODIj8Z69KAMtblruLVntrS9VJI/9CEsbK10i6WADHEwziUjI4z6gHigBGnewh0ue+hlFrFCLDVmCknT/ttpGA8iDtE64PcZoA09D121vtTkbT/OaIWsUUVwykC8H2mQ7rUtjK5OM9Mg4oAxY0kg0eza5hlRIpLbUNQBHNvbQXQyWQ/3B7UAavizW4LgWzNqN/DoztIdXvbfenmhE+QTyrgiO4IYEjg8YOCDQBX8FxWP2+U6EdVks/s6R2tzdGRllIuHz9glmJOxe3OM5I45IBp/CW3lj0yAXEUkbjzd0bggrm7k6qfUUAV9R1WHStSaTWWaO0nhS1t74oSLW8tZG+RpFBx5qtnsCfpQBiW+kXV9DqotLS5VpW8/TklQqbpWgBG1HxjzRjrjHfFADbCLwzfmJJ9V8Z3FwWWeXSJ5Z3OmTxkHOoRsMARt3OM9RxQB2Xh+Fxe3xeN1UyQmJiOJAthH9w+xoAPG8Lulv5Ubvi7tpHCj7qLcrktjsooAo+Kle0vLa4lgupbVRJpV+YlLfYTdbdrtEvOCwwfTjrQBJpNwb+/aayinFpHCdFjuZEK/bbuadWbyFfB2wqoGduCTweKALXw6hdNOtxNG6MIwHRhgqdx+8poAxNOtZhos6mCUOUvQsRByxeefGF/2gRQBJ4liuhDpv2SGZmFzbeeFXPlQGBwxkGOAqk5PagDN1FrFrmceNIPEcr7wnhy1t/tGyezMS4Fn9mwN0smc7m64zjFAEVjp9wNCAFldq6yfapLdgS8UEGsbjvXqSkYJ6c9qAOi8TXbXlvBPoVpd3qxTLq4tURle6gh3qwigkCnKqxIGBnHFAFabWI9aubYaPa3ht4XOs6lfzROghkWFwscXmgZLs2TgEY5zQBv+MdGnvrOeOyCmV0MdupP35B0BY/3iMUAcraDw7ftGlxpni+WfK3FxYXUt4V0qaLBzdNNIFxE3cFs9hQBpHQbq4fU1MMsQmC2tlO6nbN5mmquYmOMhH4OD7UAc9pNpodzDHBrejeMJLr5LDU9JkluiluYio3yMZAnloQGGD0xtGcCgDoZtRGk3k76pbXn2ScR3UN9DE7i2u7WIIUuViUkeYoUr8uDzz2AAnizUWmtYJX07UbdFuLfUbqCaM+Za2sN0MmW3j3H7vOOW9QDxQBa1Jmu7mwksILqSDdNcSTGNh5EUtjIAZ1cAjexAGQM0AL4yiuImt57WyuLsQSGa7tYRlns7mB0YwxjqYdwOPTNAFKG8Gr30Emm296LK3WWd76WMoLu9u0ChIkmUN+7TcTgY6ZPSgBfDOm3EdndLJb325pbqS2E6sHuopZG2sVYAnzhz05oAx49O1B4tI36TfRtGVjv4yjZslht9ubkY43Ed8UAacGsHRri5Gr2WoNbyyf21pd7bwO4nmmiUGNzGGwwKcZwCOSRQBLrUtyJrS6Glap5KrJa6lZlSZNNhvQuHe0j3f6sr8wGTjr0oAn0aSS/vTPb21xFZpCdHs5Z0ZW1KWaZWLRQuAQsQUDlRk5x0oAteOLK6kgRrG1e4eKaHWHtkzuuYrSYEiBQDkke30oAxZ9c/tG/sjpWk6q1vG0732oS27qtvJJZsAu6RR1bg8YzgAmgDb8JWc8b3f2i3miDXT3FuXUjz4TbQjdET1BIIyOKAOC0vQNSXTdMWTSdQWVL2O7vbcxtus7dbqc7riPGQApByQBQB1/2mbTb24a603Up7acRXlvc2kLyeRc28JUrOkQJG4KpHy456+gAazcXTPa3MGiaoVj823vtOKAzRWl6ANyWyE5KuinG4naTxnoANs4ZdQ1FZo7HULe2hibT4pbqJkN/dXD5PkwSgHbEncgZPA6UAWviH4buNRtCtlH5kisl8tvnBu1gcEqkmRguuce/p1oAydE0Pw680RsfDHiqOUf6Yk959pC6ZKin/AF32mTBJ6fKH688c0AS2erXGlzXS3Ph/XLoyTHVtPms4WZLiOeCMYeccAq6EHJGOvTmgDn9N8MaqNP0xJ9Ou1mjvEvr2FlObO1jnnOZ8dAEI646gUAdp470a5uIY20+0a5mgni16C0VsG7+yPyqMe7ITigDPlvbjWJ7b7Po+s2VvDIdYvpr6EpumSJgqwq/JJLnOBgDvQBStPES2F9fA6HrFyheGVXsIS+JfsMZIlROhcnOSMH1oArXvgq/ksIzfWEs1wLlvFur6XE5DSrcPJujtJYyvzRxvx83JGB1oA0PDGh6G1wr6d4V8RWzxqzxahqJmAgklwNsEVw5yZUJ5C4GOuaAKem3+o2FobWXw1rFxdKG0qxngjPk3sMpO13veijYw3ZORg8dqAO60LS2tLeGOSRXaOOOxeRekjQRAZUH+8RQBznhV10+ee3vP3bNI+t6K7ZxqFncnJEcjdWtHznvjB55NAF/wnZTxNd/abeWMNdPc2xcY8+A28I3R57FgaAKPjZNQSa0k0zTb27EUjzXkdsqlhBLAVO1XIHzAkdRQBq6X4qluX2yeGPENkMF/tF0iBRt7FkkY5b6UAc1pOsX+i+ZDf+GNdvIA8l3ol7YR+YLq2uZi2252kbWRmPXAPtxkAs2/h7URp139rtz9tuBcai1kuD5Et3CQsYYdSkaqPr69SAS6b40u4okWbwN4t3qiwy7Y4iN6IAdjGYcZ9hQAvjmX7aFtLFi88xV9Q2f8w7SY5AWeYjp5gG0ZIyTxQB1d7a+dG679u5Wg34+55ikZx7fWgDyvWF1i60o2kPhTV1u40i0+eVgPLmSxdPms7gkbvPCcADI79OQDW8VeELMXvn6v4cuNXtHjWylSBC76ddwscEWy8lZkIHGSD14oA6Pwdp1lDGx03wxNoyM3y28oAa6RFGHkjVjjccjB5oAXVNOuHvrV4oHaJEuY7mYdIWnEON3+/tNAHNax4N1CG/hbRoS+nvONd1aEf8uOpRxOpdT6XSMM9eRQBFJpMK3Vz/b3gS61eaWQSaVemJHQ2QiQBTcSHCeU2SentnFAFSDwdqiaLFG9hObuKQXr2KY3TrHqDH92SR1iO4c80AdV4jjvbuGGXT9Lu/MhnXVn02YASXUEHmKREu7GXRty5PPQ4JoArebqN5qFu/8AYV/bWkcc0RnuAoJuLgR8NGrHgBQBkDJzjjBoA1PB+nXECz/bIHiLXNxeQhv+WkE1wSCvs60AYlne6lpElwj+HdRvonlfWtMvoCgRVvTkrfSOw2iCTOThuOceoBV0rS3n0JAmUlEIv7J/+ed1bNvQgn/bUfhQBt+AI55LczX8QSe5c61KnXybeQAIok7hIFXHT6UASeO7a6eGI2FhcXbpPBqT20ON0kNtMCdmSOw9aAGaf411KeYLN4I121iJKfbZtmIV5wZUDHr9Tj3oAs+FdOuIWu/tUDxh7l7y1Lf8toGt4hlfYspoA5J/AN1Lp1oLrSo57i3Iu7jSJiMahGu4NHv5GXBBHUdjwc0AbXhXRtMEzPp/gG40cgHF3OqKZJJDysMEbtxj6DsBQBa+G2kXtlp8MerW7wzrvE0LEExhrhyOQT/AR3oAwYbjVtLt54JvDl7coDPcabqUbIInsblnbN5KzAqY9zZGw+3UUAWbi136HGUfZJHaw6zaSgcw3Nhbo4KH3K460Aa/gCzlFt5t7CI7i4dtfvEBz5f2o/KFJ7RwBBj1oA6mgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAjhtYY8/Z4IowT5jhABvc92A7mgCSgAoAjntYZRi5gilXqUcAjI/2T6UASUAMjhRBiGNEXqFUYALH0HqaAH0AMit4oxiCKOMffKoAMs3cgetAD6AGSQo+PNjR8ESIGH3XU8Fc91NAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAhuY5WUi2uPJc8RzbQfKP+4aAMjQ/Ci2jySXWoXV/dyYS5vZ8DZDFnCW0SAAKuc4HU8mgDdoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKAEoAWgBKAFoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoASgChYaHbW7yvbiUySsLq8d2J3MiAAID0CKKAL9AC0AFABQAyS3ifHmxRuQfOhLAHypMEZQnvgkUAPoAKACgBKAFoAKAGLCgJKRorHmVgOZCo/jPsKAH0AFABQAUAFABQAlAC0AFABQAlAGRrPhSy1DH9ptfPHgxSWiTSKl0rEf8AHzDGwB2kd/xoAsXehWksBhMZityn9nGKLjy7YpjbHjoNnFAFu3to4lVbeMIigQwoP4I0GAB9BQBLQAUAFABQAUAFAGRq3hPTb4g6rBPOBgC3MsgjfaT/AK20VwpPJ6oT2PFAFvUdItbqJo72APAwEU0I4DxgjjI7HFAFpI1UARoqqPkRFHCKB0UD0FADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCK6u4YUZrqVY41BuJ5W6RRRrklv90CgDh7GTxjqSLPp+tabpkLD7VpukSQb/tFtIPlN/dZBBcc/KO9AHQ3XieLT7ZZPF0kFm2FjvfKDMsdy46R7VJwT7H6nrQBNH4s0wwvK9zLBbpxdS3MTxmLCqf8AVTKp+ZWGMA56DJoAi0jxrpl65S0luY5gPtKW9zE6NcWxPDwJKoyre3TvigDRstWtbguLObeY3NhdjBHlXKKpI+YDorDpkUAZlx480OKCOa51RI7WVhbWV0ytiWSQHG8beBhTyQAO5oAXRvG2mXzslm91HMo+1i3uYnRp7RjgSQJIBlXPf88cUAblAHM+L9evrcwJpMtrBLPL/Z/22ddy2aCMn5YwRlnxgDODQA/QdL8SW8hGueIrLVLcqSs3kCOSG6DjACRkgqUznoc4x3oA6OgDhtb8d3VvfIlutu1ghjtfEExHNtdamWCAOeB5ZCk+x/IA7mgAoA57VfH+lWchS5a+kdQLi/NvC7jTYX6G8eNTjeM+poAzfCXjQHTUn8R6nG/+s867C488R3TqoihUDl1AAGMn60AbOj+MbC9cpCLy3uQPtMlhdxMkgty2NwikAyCeMjNAEXgvVrq7tVfUJvNlLzRNJgDKQ3kij5VA+6igdPrQBZ1rxTZWO0XX2mWZ8i0sbaNnkuQg5McCAnEY5J4AoAy9T8WWdxZTSafrE9jsVobm4MR8zSZ16iWzfB3L749Qcc0AaepeILfT0T+05p5pWxbQRQRln1G4VMnyLaMHsCfQUAQ2njfS5oZZIpZ1WENLqltIhWSx8pCSJrZwDkqOOMHtQA/R/GNjftjS49Qlj2/aI9QMLrFOAwGIbl1AJBPb39KAKtp8RdIncLaNfyxs32W21FIJDDcXBbG2O7C4znPfHvQA7SLuT7Td/addkuI0MYFpJGFXRg0G47JwfmEisDkgYx3oAbpvxD0u6kVbSPUyrEx2V80EgivXjP8AywuiuOx7gfpQAaFfhPtbXuvy3MSTOJPOQKNHjiiViqODysSMOePp1JAG6b8R9JuWQRjUYVkPl6ZdXMDpHqbEHAtZ3UAmRRkcgntzQB01AHGXWjeLSJHn8b2NlgtNb20duhihto2OPtU0vzfOg5+Ybe2aAGnx5dyWEEtrZwi9uCmn2EByUjvLjOTIf7sSqzde2M96AGNea3pMsH9ueIDq1rM66LKzQIjWF/MDtaLyhyszDBB6cHNAGtquk+IbiX/QPEsOm2gA8pIYFeS4mOc+e8wIATjGBk85xjkAoeHfE93Gl0PEN7Bd/ZWZJtUhAH2yBYd/7yJcANApwQOM8e5AMlP+E0+y/aG8RW/m7TrH/CPm3Ty/suzPl/aB82dvfd14PrQB3elapFdwxyW2dkiLdxA9VWVQcN7rmgChqfi61tpNn2XUrqYL9tmhtImc28BJwZtv/PQg4HU44FAEcPjzSpLdpoJpmtg409pNhy0zTKnyoexdhQBpXes28MkSTlxJKWhtABwWhiLHef8AcBoAzNR8dadbu6lL64aMCfU2toy405GB/wCPll6HaM45OOcUAbNlfwXCK9lMssTAXFvKP+WkbjggH1FAGVqXjGztpRF5F/dXGz7c9taxljBbhsZlx/fPTnP6UAOm8Y2CW6zOLzyn2xWsAibzJ5pTgLHa4zknPb36UAN0fxfbXjlGstRsbkL9qaxvE2s9uWxuiIJBAbg4Y4PBwaAMf/hbek4LCx1o2yubG+1MQ/u7CVWA/fvnOMnsrY74oAvab8QtPuZEWO21KFZM/wBk3s8eI9X8sZP2R85+7yNyrkfdzQAah8QbKCSSO307Wb+5iw13a2UJYokkYYHcSByp/vAnkAE0AS3vj7SYLVZ3nlktWIjieJSSZHYjBj9VYEEdQeDQA+Lxla+VJJqdlqemQx8zSXse3zIyPvQqpbIbpj72eCM0AQad4+s55ES40/V7CSTLaZ9ti2jUQi5PkMCeQvOG2n2oAguPiTZrLIlno+u30kR8rUWtYgRaHH8bsy9R6ZPtQBqS+LNOW2E/2hntmCy27IpLXBnICrFEOdzsQMYznrQBgReMJ7m+t0Sy1jT1KXEl7ZXce37RsWLayupYHad3RyR3A4oA0dR+INnbs4i03V72OM+Xql9Zxhk0yRQCRcNuBzChBIVWIHXnigDore5ilVWtpUkjYCeCVTxLG4yCh9GFAFOy1yCeWaOGOYPCUguWYDDtPCrDySCeisOoHNAGTN8Q9MjtVnuFvI7cyHTvuZZJFuGQlo1J4VlJ4ycdBnigCbTvGkM8qx3Wlatp8zqbqwS8RR9vjj6+QUduYgQSDtYZ6UAbs0uxSfLkfAMnloMmTaOka+rUAc7bePImlRL7Qte0/eTbWdzdxqEuLgKTtV0duXUEjIHSgCO6+Idsk8sVrouuXtxFsF1HaxqQEuYtwKuzrwAcckHPQEc0AWtX8ZwWsojg0zVdQuNv2yW2skUm1ty2AZ2dlH7xs45J9qAMTxT4xMcVpLFHqttG10tpd2jIVkljEcw2Swf7cijjODxQBt6P4xhu5THLperafcBftqW96gBuLYPgtCyMw+RiAeQeRxQBm6Nr9raRSNcX2s3cf2p9JluLrBNnM9wE+9u4jjfGOnXoOlAG9f8AiCG3mhjeC5klmLrbiMDEKW6As07MRgKCPU5OMUAZl14/t0aQWmkazfRxHytSvbVFKWsqfeUFnUkwDqFVsfWgDfsr+C4RXsplliYC4t5R/wAtI3HBAPqKAOW8SeILjSbhJb66Y6W4+wXyEZ/sy9QMVeMDtOAVPvigB2hXmqSWcs2pzyLJKH1PT7fj/iWWRj+QKBnkoAx56nmgDW8KXsk9nbvcTGWRoYp7iU9ZZnhXJY+pbNAGJ4ciutUsUM+vapbyeZM5vbVlDTRxXcyhWZ1YYCY7dhzQBleCNO1C7edr7xb4icQXcmlQQb023VtZsmPtY8vnzMkHBX2xQBO3iq/h1gxzyStYMkdki5G201GeN2Xjr++WJx/OgCHxz4wvor20h0e4kRfNim11kxxb3VwFVZTj/lr83f09qAOl0vUbh766SWd2iRLaS2hPSFpxNnb/AL+0UAdFQBj674mistgW0ubu5kJg07T4Mbrp0GSSWIAWIYyScCgCG28Wr5Mkms6Zf6WIsm9S5A6RrnNtIhIYEdMHk8DmgCpZ+PGLouseHtW0tZT5Gl3Fzs23MpBIWby2JV5FBwCPxoAXUPHTR3DwaZoOo6hdKq3ciRlFXyZc8meRgPl49znjoaANXQvEEGoRb7WG5i+ZrWe2nXD2s8DkFZ0BPKkepoAwdUvbkarbIJpRAYZpzEOkkwK8sO5UY+nbrQBa1bxle2pc/wDCIaxNax5e6vkaIZSNck21u0gJAX2H6UATap4yjiEI0mwn1OWcG502CBlUTWsSAl2mkIAAVl75OeKANPSdSluY91zpl5Yvkwy2txtyrxnkoyEggnoc8jmgDP17xYtm6R2mm3eoXkmXtbGDaMQxYy1xK5AVVyBknk8D2AKlx49FvB5mqaFqlo3mrpElpKFyJJHA3ROGwVGeCDz+tAGvf66lvNBG8Ls0zPBFIDxCbeBm+cf7QXFAGVqHjaZJHXRvDuoap5WBqk1u0YFtIy52xK7AsyryQBxwOpoAhvfiVYxxW72VlfXq3J8rT4oAu7zChOJAWHIbg84HJJ4oAuab4ueaR4r3SZ7O9VBqMVi7ofttoxI3QyoccSDac4xQBifDnVtUlEy6jpd8qCac/bp5kbbMk+PLZUYnMQzyBt447UAX7vx3eW+W1HwjqtvZBvKm1F5Iv3MZk27pLYPnaGOTxwOaALur+KbiGYRaRo8moXWz+0povMCLBamTALTODzIwOAAenOBzQBq6beyzxq1zp9xZueZbSYqWgYE/eZCRzjI56dcHigDO1rWtWhYLovhiXUDt8952mSNEOfuh23Hcf9zHv1wAZN78TreKzE40q+c7/wCzJ9NOBJbXgkKlXHqjj8aALtj4xnadItY0K506SRGudPeR0YXLwgFkyh4aNTn04ODQBpaTrqXZmEcLp5Up0qQsf9a8caHK47EPQBTs/FM11aJNpWi3NyzgSw2CugIVm/ilkIHyj3oAZo3iu4mmaHWNFk0+6Cf2hGgkDpd2xfBNvOAP9WxAIKjGaAMfw14kjs9OWS/NzO3mTW1vCgLPe3EmoShUhHq5wB2/CgDV07xbdGZYvEGiHTZpA02mFZQ63ghGWUyKBho15xgjHQ0AV7HxrqV0ytp/hWWWwMh08ah567kWOcoXazx92Nwf4845xQB1tAHnPiDx5e3FncPpXh29ksDHLa2+rRyLu3iNh5iWnXZG/wDEHzjnbigDdfxS9vHbx2VjJf3skYngtQ4ULFDEMvdTtnA3EDoST0BoApX3i2a5s71Z7C502+hhkN1Buz5Rkt3KvaXK4yHA4OFII6cUAdRov+oi/wCuaf8AosUAXqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDO1/TXu7aaOJgrSRyWUbH+Bp4iOR7E0AczpHiy0urBdmvw6RcIotL932btLubPAcNBLkc7T1HQ560AYUd/qN3YWr65cm5Z72B7eZ0VftFj9tAUtEqgfvFGenSgDp/iEyLBG1zjyFuLe51Fm6R2iXS5Mw9F70AN8SXcUl3YjT5Fe58xr8uhB8vSDbOGMmO0zFQDjBPQ5oAj8L6nawSX4vbqGApcNqFyshx5FpJaw4dwez4OD0oA4nTZ4zo+nPqNwEWO6iuGlbAEcUF9Iv7046Rx/8A16AO61lo5NRsvspDSqs93dFf4dNkhAzJjs8+zH6UAdLaataTs62l1HI8Z+z3iL/y7ykdH/CgDM8T/wBgyIsfiprHypD5FtHcHAknCn/VS8YIGcHIPYHJoA5fR2TT7+KHQNduNQs5I5J7qwllEn9hi2C7Wt5SchZiduOeefoAdoniPTWWUx6lbMsJaPVGU/8AHi0K5PnAf3ADQB5TaaX4svra4MOgaVNBeMdYguZ5dr20MqL5eFX/AJ9Qqkc9aAO+8P8AjSBrFZtdnjtSn+haw7ni3vYZNh3H/bk+vXrQB06SKwBjdWU/OjqeHUjqpHqKAON8M6laW81+NRnhgkWc6lcPKQCNOa2i2szH+FcH2FAHG2vGlWTaZdrawLdtMt86Flsbdrq5CtcREjgOyDkjnGaAOvsNAvXvYpNQ8baZeSpG7Cxgt1RryxuVHLsJWO1JNpB24z9aALvw5/48k/66XH/pfNQBj6/BfjVUNlrNtphe2FlZXM8IcXk0dyxaODLrhtpQ9Tn8KAKeq+G5YrTUXvvEUeqvLGJZlto1UWk1lARyod/vALnocDjmgBfEUmovd2Mkes2+nBoZIhfTJuSO7lRCVMZZQDOvT5snHGcUAF1pEiw6jJP4usNVla1a0vIbaNVFqYbeQqZVWR+WVj6UAdelpK1gF04+TIbfyLIoB+4kNtgeWn+wcUAUPBPiDTBYWuNQtE+SLSCjMAf7RRFBTYcfN5nbGT16UAY9/Z3E/wDbC2TESsqRxAAHzSdLT5QD/wA9Rx7daAOg8OeKtIkt7f7Pqll8yJa20IYZMwj+6Ih3TB7cYoA5DVrOaax1YWxk3faJJsJ1ZIoLckY/2lBFAGz4u1/Try1jXQ722uZ5JbdtGjgI3Bo7lGyijlfKiVsnjb3xQB3dAHmH/CSaRrTFtf8AFuj2umhilpoQnRW1NIX4fVmZgcSEZCgAYxuJ6UAbHi27tvItptIa1uLKGeO+uJLVgVh0+NXRjB5eRi2LcgdAD0xQA3xNrlnfSWsWjXdveTGaLW38hgwt9OspNxeWRcgBsYHPJPFADfEfiyGW4a3Piaw0aFFWTV715VWWdpxkR6cXIx8nJbkjIC880AW4NP0Oaxng8GXmlzAxSWpFtKrYnuomAN1IrHmUjqTzj2oAz4/iBpTabn7VGLkRf2W+k5/ejU/L2+WtucHJk4+7yOelAHR+DdHmsrOCO6/1ixqk6/8APOUjJH/ACcUAY+l6naWuoXw1OeC1Z/I1O1eZlUXdolqFJjYnpFIrA+lAHMvexTaVdyWZaaE3b6ojoD89omqIxYKfSME0AdFq/iDTrjULBbDUrS4fdNebYWDfuGsZACWXPDHpzz2oAyPD0ktrNfJdeK7TTXFzJqzQTKvzWd0ilXEspHGwY44GKAOy8GaXa2lnEmm6k19AAWtb0/8ALeKRyR0/uA49qAMnTNStrXULwancw2zyeReaeZmA+2WsdqFPkFjz5Uqtn0/GgCLxLrdgXsbj7VFJYLLJHPfLysJuLeRFZ2A+6JsDPQUAPubyG71S3/se6gm8qKdtakhwRHDc+XsWaVTwWcFgOTjnGOaAOf0GNW0a93orD/THAI6MoYg4/wBkjNAG5rkirFpvmOqj7RAgJPVmspQBn/aJxQAmkeJdNt9Sv0v9Qt7eUmG8jErACSFLGMHa7cfIffP60AYcKB7SJxCVhl1JdSs0YY32dxqXykp6OvPoR0oA6f4nWd1LYv8AYXlBVo76cRjJNvbzKSVQ/wDPIDd+FAGSljDeTW/2n4nDUGEg1fTbONIAbp7ZGzzCoODGWB7fjQBt+C1G+94Gftbgn1AtYep9qAOOtEittMtGZStpBeG6vhk/ubOO/nUFgM5EEjI34etAHS3muWFzqdoNOv7a4ZY7mS48lgREJlhxudeMsATjOcc9CKAOW0FJ7X7THf8AxAOjtHNJNcWc0UOJYLmTKukk6kkXIPqfSgD0jwrplva2sKWFy9xCEBtrhhgzxOMgsnuD6UAc/aa9YaffXv8AbmoWtiHMN/YvcuFF5Atoqk27MedkiEEdaAOJ+1NJpK7i20XuyEMMFI2vScMpAP3mPXmgD0PxGo+3afwM+ZOAfQGwk6H3oAt+N9avbGymk0qJXnRfMhB/5ZgsAWIP/PFSW98UAeda7dWPnWX9mePtR1iX7XBJNbmWNlghdiCzCBBgknbgt0JGDQB2PhuNRqmo7ZFYkWjuo/5ZEWzjDfUDP40AQxX9vpmpXLa9qEdtDcJBPpdzcMFjBsUZWRZnOMgsGxx1oAq+NtXtLyPT3024E0LX9uIZgCBJ5byA7QwHG4Htg9RxQBs6yo/tKy4GfLugT6gCDqfagCj4f0aK+tbyO4Yqr3N3B5g6ws1y2GQesTYI96AIvBN3c6jM02oxsrwxL4bZSCNupg5mKhv9sIO/T8wCLwx4t0rS4potevre0uYpZpZopDh9TiuZ2ZXto+recjADG4+vagDd+H1jPBYwi8geF8NcC3braxXErMqtn/njGwHbHoKAM/xZaHV5ltVM62uP7S8SToMbYh/q40kIIzNJ83rhaAF0fW7mS1uIdak3ahAr2V+x/wCX2ExHZKgHa5jwfXOc0AU/Cvwy8MzWdu114dsZJGhiuJ5WBzLLJApJbn+ImgDU+GkKJYRiJQqh5441H8Krfy9PoKAH+DPv3v8A19v/AOksFAGHq2hTX1xqC2Unl3Ijs73S5v8Anjf23nMpDe7jFAGR5bTwwXGqwLBc3F/a3kERPMdrDIFRCBjO2IM2OeuTz0ANSTxTpun6vcHWdShtUaCFIjITiV1J6AegNAHb6P4n0zUATouowXSqfLmaP/lmxHfPqKAOe8SXMdje28+okLZ+XLpFxdOPl0u4meMq0j9vP2lc4AHc80AN8T6hb6vYzjw066iyMjFYgdt3JaTo5W3mIw29Vx8pagCnr/inTNYSGLw7qEdxcvLFegR536RBazqzPcIMbTEBjnaSTxQBraN/yEr3/rna/wDoM9ADfBEKI175ahR9skkIHdnt4Sf++mJoAdrP/ISsv+ud1/6DBQBwt7rtjcRz/wDCR+J/EdvqYaW0GiWskieUqsQgt7OMchotrEndnnJxQBr3B8PfYbD/AISa/utPk8hJNK1aBmVrKUWsYIjuVBwZFPQ8HHtQB0XgHWru7hkN3fm9RZWstO1Ix7f7Sso0TDFeAfmLDIABxQBT13UodN1BJtXV47N4P7HOobcrp91HcFgJnHQXIOOnUD8ABni7UbTVNPd9GSe8SOSO5ieNG/ei2njLNbggbgkRbpkdccigClqXjPSdQvbD+xdQkuVWWQzzQK2IWltHwsrsv/LXnjrjPSgDKFvaafc3S694w8QaOXnbV9PWBlCajb3ajmDMbktEwKkduOKANi60WytYtOGnSXs0Yu/MguLtSJHW7juGPmoVT7zn+4KANqX/AJCyf9ekv/pZDQBm+Dddg/0uKzlR75bi6u1smB+6052lzxw5I/iFAHCa1qmnXOnMJdf8U3erlPO1KwWSb9zPuG4Xlh91UgPH3Bx6mgDvvGk/hwyr/bWqahpF2q5stZh3plJc/Il2FwcEZKkn270AbPgq91Ge1Q60zvLlkS5dNpvrZJCFeS3IGDNHg4/GgDmda1izjvJh4u13VrG3CoNBgt5Jo1uUkjyzBrfBZ1lBAGTx0BoAyrexdtKmC2l+zfbPOt0ugTKq/wBqR8zk5O4JnJz65NAHa+IIXN7YlI3ZRJMZWA4jDWEn3z7mgDFs/FNjo8t2uutPDI8x1jToghJ1W3lt4wBZYHJDIQfQ9aAMDT7ieLS7AXlzq9lZF2h8Q3Ue5ZLaCIy4WR05VJJAATgYXGSO4BqeE4tMOpZ8Nvqstn9mkijuJ2laMTG6hJFjLOScHqcHBPTvgAo3OgXc2lQ+XBqG6K6fWLmC3JWR7WLUJs/ZzwcqjbhjnOMUAbHhy38O3FzG2la14l1OaMPcI9zJMyae7xlSJ/OGAzKx4+8O4FAGLq99psUpf4f3mrQ6o0im60BIpFTVd0gDte2U0fy7UzlwAAc96APW6APJbbxFHbaXNa3tnfDUo4pdGl0+KNmMpkifa8TqMbHj+bJI6HGeMgF7XtLKy2cl82uQ2vkf2ReXenu6tp07+WVN20XOyQgjpgHGe1ADv7F0o218+iS6/dzGCXTZLq9MjG72QNgWrTDJCtxxx6UAd7o6kQRblIPloGB7ERjqPagC9QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGLf+B9BupN+o6BptxN3lkjB8z/rqD1x75oA1JrG3kAE9rBIqkTwK6giGWI8GMHoYz09O1AD5YUcETRo6EGOWNhkSIw5DqezCgDO0jwppNhu/sbSrS0LczmJceZt9T6Ln6UAN1Lwhot44bVdD066lHypLNGCdo7OSOQM9DkUAUte8JLPFDHpdrp8ECTxahNb4wq2ttLuIhhRSMyHjHA5yT6gGjpXhfSrHd/Y+k2VoWO+cwoB5h9CR2XsOg7CgBujeHorLzTHK8jyyvqtxI3UNNjCj2iQACgC1f6VZ3aFdTsra5iPzNDMoILDvtbuKAK+keGNKsARo2l2lqDzIYlAMn++/Xj60ASRaDpyCQRaZZqspMupIEGL55FwftC458wdc9ec9TQBcSNVAEaKqj5ERRwigdFA9BQBRm8O6ZIjpLpViYZG+130GwYvLgsDunUDklgDk80AXkjVQBGiqo+REUcIoHRQPQUAZ+oeF9Ju3VtU0ewupF+WCWZATGvPGWHQE5+vI5oAsDSrIRlBYWggORJabBskErEndFjH7xiSeOe9AEOn+HNKtCTpWjabaMfkle3iVTIoPRygHQ0AW7azghXFpbwwpy6xRqAA0jEkhR/fYkn3oAiv9Ksrpdup2FpdR58wQzoGAcd9jg8jNAGD4i8HyTWxg8OR6Xptu58rUSkePJtX6m0hjAG6TGOcDFAG5Po1lLGI7uwtp4ABGttMoZdseMblfP3cUANttA02FGS00nT4YGylxaxxqFnVxgiWIDB3D2oAuJGqgCNFVR8iIo4RQOigegoAoDw1pIl8xdF0wXOfM+3CJd+8jr5+M5I96ALkdnAjMYbeFHbD3MqqAbhkUAGZh12qAOe1AFODw1pMUnmW2i6ZFcck3iRKHJcc5mAz8w96ALkNnBHu+z28MRY/aLgooHnzEAbpSOpIAGTzQBTtPDWk27l7DRdMt5jkSXMMSqzhzzukUA/MfegDRoAw/wDhAfDX/Qp+H/8AwGj/APiaANS1061gQJY2dtBCMhLaJQFQOSTtjUAfMST0oAg07w9plnn+ydI06zJwJjbxKvmhem8oB93NAEN54Q0S4ctqHh7R7iU4824mgRmk2gAb5GUn5VAHWgCxp2hadZ5/snSrCzBwZhbxqvmlem8IB93NACf2BpvmeZ/ZOn/af+f3y13/APf7Gf1oAvUAU73RNPuSp1HTLG5Zfnt3njVjA2esRYHHNAFPQfD5s1lE0yS+ZNNqhAHCJeTE7Tn+6poAs2fh7TLc50/SNOtmyZN0MSqd7Dk5UDlhQAX/AIe0y6IOp6Rp1068QyTxKxhGf+WbOD3oAv0AU9Q0TT7sAarpljdqPniS4jVhGxHVA4PUUAWDawldrQRGPHl+SQMbB22egoAhsNIsbVcaXp9naJ99ordFUM3qVQCgCVbOAKQlvCEOfMiCjEm/ruX/AGqAFe1hbHmQRMFIkhBA/dOnQxg91oAw4fBlq01w+qW9leJK8d3BbzRhham2tkXPz55JUnpxQButbxEAPFGQMPGpA/dsnQqP9mgB9AFKz0LTrdmaw0qwt5G4nmhjVTOB/wA9HUDOKALSQoufLjRcnzJCo/1jkdWx3IFACC1hC7RBEIzkNEAMMH65T/aJNAEcOnWsePs9nbR4yUKKBtLgZ24H8QAoAWfT7aUg3NpbysP9W7qCU5/hJHrQBPQBDPY28uPtNrBKRzEXUHyyf7hPrigB/wBnixjyo9ufO24GPM3Zzj138/XmgBTGpILIpI+4xH3M/wB0+9ADqAII9Ptk/wBTaW6c+c21QMyDucDqKAJRGoJKooJ++wH38f3j7UAMuLOCUYureGZfvhJFBAYDqAfagBxhTjMaYHMYx9wr/dHtQApjXOSi7hlFfHKqxGQD/tECgASNV/1aKo5cgDqzHJOP9onNAAsar9xFXPztgfeY9z9aAI5bG3cgzWsDuOYpGUExEH+Bj6GgCagBAoHQAd2P9447/hQAtABQAUAFABQAUAFABQA141YESIrKfkdGHDqR0YH1FAAkaqAI0VVHyIijhFA6KB6CgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGdH4l0l5DHFrWmPcAmN7NZV3q69Q0IOcr9KAII7+/N4yOdK+yiIXcSq587z3kIzJDn7hAPOOvfqAATnxLpIl8tta0wXOfL+wmVd+8jp5Gc5I9qAH3uv6bbEjUNW0+2YAXEizSKpjhd8BmDEcM/GemeKAHT63p8UYkutTsYrc4eK8kkUJKsg4KTE4+cdOee1AGZrHiItavJ4X1HQp3BWK1uJ5R5LSNKoIkmRhywOB8w5wKANS/1WytV3anf2lrHnyxNO4UFz23uRycUAZ2qa67Qo/hzUNDl3SJaxzTyfJOksgBEEiNyxB4GTn0PSgDR1DWbC0AOq6lZWiE+XHJcSKod8dFZyOcUATW15BMoazuIZ4z88U0TArKvqjrQBLQBR1DX9NtMf2rq2n2mf8AVfaJFXzMf3N5HSgBV13TijOuq2BhQ+Xd3IkXbauoHE0mcAgEdTQBaluIkx50saZIhj3EDzJG6BM92oAo6p4m0qx2/wBsatY2hb5YBM4Hm8j7oJ6KTyeg70AXopkcAwyI6ECSKRTkSIw4KMOzCgDjtf8AHbw3kcGn6n4ctztN1qMt8/KHegEcMasuHlVsjJORyB6gHRat4o0qwx/bOrWVpu4hWZwDLg/wKey554wO9AE8ms2CReZLqVkltgSC+aRQhSQjBE5OMOSMc80AVbHxbo1yJDp+tafOkfz38ySArapgnMsmcYwDznHFAEVt458PzFxa+ItJkKD7RclZVxFCB94vnGE7nOB3oAs6R4l0vUFJ0bU7W7UfJKYmz5RP/PRe276UAU18feHTJ5a+I9KM2fKWISrzITjAbOMk8YzmgC5qXibS7M/8TXVbO1O03W2ZgN0KsBlQevzEDjmgCre+NdHggEs2q2YgYb7J2cD7afSDd6n8up4oATwlqz3duHn1bT75yS0z2f3LVj/BH3/cjHXk9eKANHUNZsbQA6pfW1qhPkRyzMADJsY4Ltx91SetAFbR/Fek6hn+xdVtLrbxMsbcxZ/vp1w30xQBVf4geHVl8t/EelifPkmLzB8so7M/TOeMZznjrQBd1TxJpllj+19TtLTIaaMzMB5qQlc7M9SpYcdfSgDm/EHxQ0y3W2ay1iwMMsvlzynn/iXxq4ZkH+zKqjOPpQB003iDTo4RLcajbRWpUXKXbthXilAwVJ/56AjHc9qAE0jxDp1+pbRtQt7qMHyneI52OB0YfSgCzeX9vboWv7mGCJfnmnkIAjGf4mPqaAOQt/iNBdahFDot7aXFuY3ub1lB3RzR4wMnHBHPSgDd1DxtodpJs1LWrKCUYMkcjf6kSnjzm6Dd7ketAEWra5PFcWiWxiMUzyR3LYyWjhtHYeW3uwFAGnqck6RSGykt0lCM9tJNnZHMqHBn284VuuBnFAGTa+Kra2toX8Sazpiu6Cb7VGSEu2EW4m33dinPQZ7DtQBb0/xdo91G76fq1pNAmWvJ1bi2VFyTLnsF5oA5vwJ44l1eSVv7XsWiBaO20lIzvtoEkAV5Lrdz5yg8bOvQ0AdBH440N5PLj1qzabcbFYwfvXSdVV+mR6ZzQBJqvi7SLFlXVdTgt5G5tomzmbnHyAD1oAbd+M9GgjR7vVbeOGT5LOVs/wCkMOyDFAEH/CwPD+MjXLQjLQbRnIkgA3BowM/uwRnjigDUXWLIxeaL2D7Nt+2C7J+XyCuclj2xQBT0jxfpN+zLpeoxzSL88sJDBhGT95UcDIJ7gEe9ACeJ/EkGmW8kty0fyqWt43OPtNwFO1QwB/1rDHSgDlNM8V6ndacZbTxRoZuS0atPJCVTS5Z/LzFKAzZKF8A45zggdQAdZq/i/SbBgNV1GOGRgZYIcMWnVf8AnlGgJP4DNAFjTvEGn3cfmadfwTQjKyTA8QtH1EoOMFB6gUAZtj8RfD9zIqWmrxtK3/HoCrgXZAz/AKPMygHA9GNAEmq+O9Esn2ahqQSfAkNqiOzbG7+VErHH4UAX7LXLG5iEtlfQSWxBnW7zhRGhOSzHGNhBznGO9AFDSfHeiX0mzTNSEkuPPSNkdfPiB627SKAw/wB0n1oAboGssbYyaxrNhcIDI8l/GhRI4YJCDuR+nlFSDzQA/RvHOi37FdL1HfLj7R5EiOjPCT96OOVVyM9wCKAI1+IWhNL5cWovJP5h0x4o4pD5N0km0id1QgfP3JAPUHHNADtW8e6JYuV1LUtkgHmzokbt9lRh1uTErbdw5+YjjnpQBs213DMqtaTxyxsBLDMhyJUYdUYeooAytX8a6RYOF1K8kSUj7QsMcUjkQsxGWWJW4JBHNADv+Ez0b7N541SE2Xy/6YAcIZZAo8xQMjDkA5Ax3xQAzS/HGjXsmzTtREkuDJGpR1FzGh5NrI6gMBkcqWGOelAGjbatazPIlvNuljKxXseD+5eaMMPmI53IQeCfegCtF4n014TLFebrcFonmCt8rxSFSPKxnhxj7vuOKAK2keOdGv3Kabfs0wH2hreWN0ZoScZjSZVyAfTOO9ADPCmr3N0sxvZQ5W4n0+DAA2W9tOQBx/dUfWgDfoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDN8QXNxFbTNYjMyxST2o9Z0iJHH+9igDz2w8Nare6XDHp2i+HIcxxX1nqP2l98N7tVvMaNbb77OMn94fQkigDot9yNSkMccTT/Yo2SMH5WuBdTcAnHBb6UAcpoOhavqOkqlnpOgqZA14uqTXD+Z9teYkyPGtu3zFh/wA9cjjkYxQBs/2YsusoNWt4LhhYBnZlBVrlb3BKAj/aPbvQBdv7SKXVYUvrO3a2W1kuNMjcDb9tM6A+VEe8cGO3Q8UASeOtMtLexk+wWdvbhpbe4mWJQBJKb6AZYDuQBQA64iil1ZRfAOEthe6VFIOI7p7lg7QA/wASoEHqB9aAKPxJsbe3tV+wWsFvm5hupBCoXfO8wyzbccse/WgDSs1SXVJvtqBnjhhOkBx/qYrh5d7QZ7uwAJHXoelADfCZihnvltysdokyyQjACW80lpGZAjcfdc5PYde9AHWpIrAGN1ZT86Op4dSOqkeooA47SVgn1O9+3WyvKiQWFm0ijH9nTxMxEWf78xbd26D1oA4uC1ii0vVltokjjW6uYIIlHEUaeUAEHoooA634kSKfsG11Ob62dMH7y/Pyv50AZ9qdel1G9On2GgSupisk+3yPut7FoMgWwjRsLOSxPTJznpwAdT4L0C8sLfZqJswd8k9vBbMxSzt5pCQkLOoOIs46UAULmzgbV4zJbwsfsskwZlHEiXkOCCe60ALo0Ucmo3puwkkqiC0sxIBmGwa2yfJB/hkmZ89ifpQBwniIFNM1RLeJEtUuhHYBDxGWuYCyxL2EchPsCSB0oA9K8XWsMdhdeRBFGBbSwIEAG2KO3fAUDsmTj0oA5vW9HszFpYa0iws8EcIx/q0Fo5wPYuin3xzQBPNdrb6zIQgCfYP7Qu1QDM8lveEAk+oTjr/IUAc94qvddu9LeWO18MWti6DUVtNrmSCORwVKXCkLv+6fucH3oA668soJdXhNxCjlLWW5ti3/ACxm+0xjK++xiKALOvavfm4jh0K2003JR9Va7vQStnbxsq/ukQgkyFsdRx69KAMTwF9uW/1BdVGniUG2lmFmrLG8k0LncsbknMi4zzyaAL3j2wt5JLE3SI4F0tv5bgFXEsEh+ZSOoZRigB2qSxRapC1uD5n2aeTV1QcvZRSR7N3H/PTcBzmgDltc1bXr/TJpUtfC1rYyI919jlDmTy2Y8/aAyrvY4I+Q5bFAHQXEKTXemm7USsIZ7lXfkifyYPmye/JoA0fGf37L/r7T/wBJZ6AM3xx9tN5YjT4dPlbM80Ed6zCM3kcSbSWRW+ZELlePcc0AWtD8P6+t88+srocMbwjTpreyZybi5hlyrzGSNfuxll6+n4ADfHpbzLITbBbG6Q3hYjBlWNtgkyehf8M474oAr6lHGNatyqRhzby+awAy6h+N59ucUAYHhCLXriG5W1sPDNzG088OqpfSSCSSVnIIu444z0Xpk5xQBswaTdWb6VHqU6TTIZreaVSSHKWEn3GYA4A9hQB13iUTG0n+yMBL5Uot2P8ADL5LYzn0NAHFWcEci6KJo1cbBKFPZ4tKJB/4AwBoA3oFA1aTYAM2sUkuP+Wji7mGX9wvFAGD4NN2mmXX2BXFwHuzaKOCLlS2Me+/FAEk1ppP9hf6JFD5H2b7Ra9M/wBoeVwWKfx/aMZ/2qALItUk1O1OqKpmW0eeLzMZF55sYO0HuFLdKALXim136hp3mbGjD3BaFhndOLMlWAPeIqce/SgBdFsoBql6ywp5nl2wMvfDrJnn/aCL+VAHDkXaaaqskIiTUPsuoxzZ2W1mt8TicL/CJyuf05xQB3j+HtSmu7eXUp9IiMXmR7bffuvIbiEja27qI3w3fHagDQ8af8eF1/1wm/8ASdqAOV1L/kBwf9c7H/0fb0Aa88YbWI/Nt4yFtJJreU8lJWu4wdgxxhDjOeckUAZw1ldMfVJIrVXEbRXq2y8CWaSxjJyQP+WjnJOMmgCh4ji14fY21vWPD1wrXVsyw28TKbaRpR/yDbhnO4OpOcqDigDo9HgjOp3jGNS4itoo5O6JIJcgH/aKj8qAONuLpDpuoBomWNL6SC42Z+a1/tCItlVHQRsQevFAHrH+jZX/AI99+D9k6Z8vAz5PtjHSgDyW9Mw0eIxtarELsvqL3GdkdqNWk5uUXGVEm3IyOOnOKAOo/sHXp7q2k1jWPDSGMvPAtpG4e9t5I8MFMjtlTuGcdOD1xQBc8AwRqt0UjUM15cvKw/5aFbgj5j7AUAQ+DpII2vvt7qswuZLjUXmI+WykRShZj/ALfGM8daAJvhvj7JmBWW2Ms0mjowwY9Oa5fbwPbp7dOMUAR3mqaxd3U0WkavZaYkCo87zQ72vmukzuQF0AWMcdTznPagDj1iEmkXAuZre5BvPLnmiGEuw2rR5MSgniTtyeKAO08YwIsti0a7HFyLSJ142QT2suQMdnCigA8PzIt9fiRgp3QXIDd4DZINwz23KRQByfhPxDPbWK/wBlG0Mk14+lWt1Lylt9pkY7mVSM5C4A3DJI5oA1Ugv49Uthq/iGx1CXyrhxFFCI2s42EfMyh2yJiDjOOhxmgDT8I39vbw3T31xHDEt1dSzzOeI0W5bqaAOtt7mKVVa2lSSNgJ4JVPEsbjIKH0YUASUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBysfww0VCPJTUUgDfak0tbiQQrNvzlbQNj73OPu+1AD9M07UJL6aa/sBaRBF0PT0LhjfxQzSN5hCfdD7gADk+uKACf4baRI7FhqCRs32u602Kd1hubjj5pbRCBlmAJ9T1oA3DpNqZRKYf9ICGwSbJ4tpHBI2ZxyyjtmgCtrPhqyvwv21JldD5tndwOVks5GGCbedCCNw684PegCsngnTBC0TJdSRuy313LLK7PdXUJQhpZ3JOcxr3xxjGKAJdc8JafqG03qTpMh8yyvrd2SS0LDnyZ0IOHHBHSgCFfAukeSI5bSWaLeNSkaWRy1xeq2d88+7JJb1OPbFAEuteD7C+ZWuDdwXCgxQX9pIySRxP1XzoyOG9Dn2oAr3fg+FLKWDQ1itw6PaiSTc2XugQzTOTklsnkk/lQBsafYR20SJB9xFW0i/3IkAHH0FAGVrPgfTb2RZJ/tkFwAbY3VpKyNPbsfuzyRkZGff6UAUfCfhJbVLpLrTI4raSeSW2tGIInsJYY1+cAniba3BOcdQKAFtvhboUZjLQahN5TC70lJ7mVl0xoyCBbQl8YQgdj75oAvax4K069cPP9sgnA8g3VpKyNNbn+Gd4yMgn16dsc0AaOl6PaWUax6bbiGFciKIEnbvYk5diSSzEnkk0AKdJtTKJTD/AKQENgk2TxbSOCRszjllHbNAGdq3grTL1w9zFcxXAX7KL21leN2tywJWSSJhkNjvn2xQA9/BmjtbeQ2mx/YuN1qCw8wpIGzJIDkkuASS2T3zQBo3thDcRul5HvidWtbmPJHmQyqQRuXB+ZT2INAEE2hWUgiE1tuWJlutPG4/6PNEhAOQedqMRzkUAI2gWJn85rUG58v+yWnJPNmZN20xZxy/P3c++KAMV/hX4bZdr6VKYMtItl58vlwvKTkwWvmbQcnsox2oA3zpNqZRKYf9ICGwSbJ4tpHBI2ZxyyjtmgCtqvhjT70ob+3kMiZa1uYpHR4N452Twspw3pnFADdG8JaVp5Y6Pp6W7OFS7cFibjyN2DKWJyfmOT1P8RNAGf408J/2oIElhWSBZ1vtQUuV/wBGjglHyupByXZRwf0oAv6T4S0yxZm060dZXwtxcSyO7yqnQGaZmOF9M4oAyh8J/C/I/sQFDuBtzLJsTzs58m3L4BGTjCgqeVwaAN3+wrLfG32b95ErWtg+4/uIZgoIxnncFXqCfSgBus+HbDUEC6tbGVAwuYgGZTFMgODHLGQQQCR1oAbd+GdOnhWK8sxLAoVIEdmzD5IwDHPnduQd9273oAZo/hLSrDJ0uxEbt8s07szPIo7NPKWOB6ZxQBa1XRbK+jaPVbSO4hb5ZYX74/usOhU9CCCO1AGdpvgXRbN1ew0xUmUNEl0zuzFJsZEksjEnoMZJxztxk5AI9R+Hmg3che90sNK2Bcujuouwo/5eo42AbjjkHjigDUbQ7EmIiziUw5OmBOBZhoiuI0XAx5ZIxjHp2oAszwJIpWZdyEGKRf7yOOeR6igClH4esF8ny7RR5A8rSxk/6Ihi2/Lz/wA8+Oc0ATrpdsJTIIB55QWLzZPNvE7EALnHDMT0z69qACx0u2tgwsoBGGd76YZJ8y4uHJYkkn77H6DtxQBiw/Dfw9HJvi0aNX3fa1j3vsScHqlnu2gg88JQBsyaTaNKsklrG1woNvBcHrHFJ1Cn/aoAWfSbSWSN7i1jeaPd9hnPW289cNs/66LxQA6LTrdHZ4oEWVwsdzMOsywZxu/3NxoArw+HdOjjaOHT7cW77nubbGVmM3Xep/v0AU9H8C6JYNu0vTVjkx5Mcru7GCI9oDKzYB9BgUAa91aQzIy3USyRsDbzxN0likXBDf7wNAFaTQ7FohG9nEbZQkcVseka2xBXA/6ZlRQBKdOtzIHMCeeFNms/dYHYEgexYA0AMbRbI+Zvs4W835NSBH/H6oj24mB/6Z8UAZFn8OPDsDBrbRIN4KzQSuWY2xhYEC3Z2OBGwBAGAPSgDbi063R2eKBFlcLHczDrMsGcbv8Ac3GgCK20OxhEgt7GBUkZry/jxkXc9wPmMqn/AJ6DrQBR0nwLoVi+7SdEsreXHl+ci8hT/dY+tAF+LRbFIjHHY2/2c7vMtWXKyCdyTvRs/wCsYkmgChpXgXQbFt2laFYW8vRZ1X5kBB/1bnONwPOCM96ANO0063gDfY4EiDM15MF/5aTzNklvd2oAz9W8F6JfMG1fRLG5kHyJNIozsB6M3cA+uRQBqxQogAhjREAEcUajAjRRwEUdlFAGVq3gvRL5g2r6JY3Mg+RJpFGdgPRm7gH1yKAJ/wDhHNN8soNNtlgZvtktuowrziQNnaO+8A0AWbrTreYr9qgSQowvLUt/yxnVSMr7hWNAFDV/B+jX7K2s6PZ3Tr8kMkq5KoT0J9M+vFAEh8K6SYjEdIsfszEzS2mwbWkkbJOz13dPTtQBFpvgvRLMqdL0azt3Xd5Uka4K+cBnLf7QUUAWT4f08xujWEBhkLT3sBHFxJcNli49XbmgC3b20USqttEkcagQQRKOIo0GAEHoooAkoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgClpGs299CklgXMTjzoCwwSpP8S0AXaACgAoAKACgAoAy9D8R2uoIWsBMEDtZEyDG6SBsHaATxmgDUoAp6pqaWkTvLBczKimd4YFy0qoOkScc/iPegCSyvFnjRkimjDKtwsUow0QkUHEqdiueaALFAGfo2tR30SyQW93CrbgIbhdrxmNyD5kfbkUAaFAGfoutwX8KS2SyiJx50IkGDtz/EoJ6/WgC/QAtABQBn6brcF0ZRbLKDFIdMuC4+/MkaMfKwegDgduaANCgBKAFoASgBaACgDOutbhimiidJDJKJJoSOiJaBc7z7lhjigDRoAKAMe28XabLcyQRXBF3GFmngYY3xyoDmFu+0MM+lAFtdZtzOYgX88RjUmGOPIkkZRhvXcpoAu0AZ17rkEEsMcyTF5i8FsygYRoIWY+cSR1VT0B5oA0KACgAoAKACgAoAwvEvjKDTPL87TNWvXkJgtraxjDu7Rpk/uyw6KCeM0AQaF45+3SbP+EW8VWHBm+0X9vsQ7SOBJuPLZ9KAOkoAWgAoAKAEoAKACgDP1vxDY6dEZNVuBFGPkHczSN0WFB1L/wCeKAMax+IlvLJGl9oXiHTWk+SxkvoQq3Eu0nbvRmwxUHg4oA6qgAoASgAoAWgAoAKAOZ1bxu0UrR6PoWo6rcIBPqCW+0LYpIuQJZpCPmkXkAAkigDV0TW/tse46dqFm2Tby212m1o5Ijg4wSCCehBINAGjQBg+HfG+n6m0y6aLgNC/2O48wAeb8zANAQTlZCrY6HjkUAb1ABQAUAJQAtABQAUAFABQAUAFABQAUAFACUALQAUAYeqeKBbXVtD9kMhuPOxPux9lFlCG5TBz5mcdRigDboAy/DmvDULeOVbcwiRfPWEnPlgk9WwP5UAatADFmQkhZELDBkQHlA3Tcv8AtYoAfQBheKvFS6bbSyx2v2t4wsklmjYJWWQDLkA4ABJ+70FAG1LMiAmaREUcu7HAUf7TGgB9ACMwH3iAOrE9gPU+1ADYpkcAwyI6nlHU5DD/AGWFAB9oi3bfNj8zHneVkZ8vPXZ6ZoAb9sg3bftEPmff8ncN2312UAE95BFj7TcQxZ+SPewG9vRc0APZgPvEAdWJ7Aep9qAEhuIpBm3ljkQ/dkQghsHsw9DQBGNQtiQFu7cuw86CMMMzRkdY1zyCAaAM7VPEK209vGY1JmZ4A5bHkrBbs2QvfcwA/GgDVmuIoxm4ljjQfekcgBcnux9TQAguoSu5Z4jHjzPOBGNg77/QUANS+t2bbFdQNIB5jRKwyqHHJQdiCKAJHkVQTI6qo+d3Y8IoHVifQUANguoZRm2nilXoHQgjI/2h6UAZnhfXW1C2ilkgWEyL55hU58rJPAY+n0oAfHqF+blkfToRaCNbmK/Eo3Ncs5G17XrggHB6cd+wBcTUbViBHeWzMw8yFAwzMnPMa55HBoAwfFXi6WyaKPT49Oe5lYxxG7l2JaxxRsS05AJwwUgcdfyoA3muliUG/mt4TwJWLYUSEfwu2O9AEguoSu5Z4jHjzPOBGNg77/QUAMXULYkhbu3LgedJGGGUjwOWXPTBFAAmoWzECO7t2cjzkjVhl4yOqqD0IoALfULabP2S7t5sff8ALYHZu/vYPegBZb63QgTXUCOeIo2YAykn+BT6mgCagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOV+Gv/INtv8ArmP/AEI0AN8QNc3d1Fbw6heWcJjfWdQmtmKvcLDIiqsU68gb2yccnpnrQBUtm1S1lubex1K4u3EA1fw/Pdtua1nm8xdtxO3UCVARkHAyCTQBQ8FX1m8yrda74rg1IKTf6HqchxdMV5aCJwQQCCRsZeOoxQB2uuX1tBBI2oX8lnCFImvU+9ahhjMPB5Unj5Tz2NAHnNtqxt7q2/s668djfJ/Z97DrCy+XdQSxMcx+aAA0bgEYx37cUAdClhNq1xcGXWtZtLeFxpFjFZTFN06woztcBep3OAM5GB05NAHPWc1/HpVuun6nPbzPdHTHvUwDtuNUlBOMY+bPpQBpX3h67hvYIofE/iA2cwkvL+F52Lu+n7SBBdZDKJTIM7WGQMcUAOF7f29vqUZ1S8n+zo7aXfSMfNhSew3gPcZyTAzcHr70AR67NfTXGmRxazqdqkyTf2i9vIQbpYrSNvnb1Jzz1GcqQeaANXQIbmzvpYTquoXlsYY9XtheOXa0leWRSEnY5Ifbnnp29wDmtHvdeutGt3tbnVbuXeX1hoJMT3mnRXMoItLhsncML3BIBANAHS+Fk0y8gkGma74ikziG9jup387SZRnjLnKlvrg9qAMHwvYta6JJJaajqfmtayXMe+ViLGSGGTBsVz8vJzxjtQB0nhnSjawrNrGuarLKYVn1M3M5MUDGNSzRwcAbMHnHTr1NAHF6traWSW8mi3/jeQmaOIXV+8pj1e1lfkTRS8ASpkjEaHuKAOwlgk1C+mjutQ1KC3hjiaC3tJnj8+e+8zLTyRFSfLCAAbsdeKAOZs9WutGsNRcXs13PHcNBBdygbpJZYbdVacdCULDPr1xQBtavpVzo8UctnresXTo8Vtqy3c7uup211Oqttt3JAYMwI2hcY785ABtEOoajcLqOp6t9ljjgMWmxTyIjzXG87mETryhSgDO8S6zHJfeTfw+JZrOKETNaab5pN9cXDdb+SA52xoBjJHOck0AFldeI57G5Sxg8QiVHWLRLm8BSe905nQsPNkC/MqbwGznp3GaANjwPeaG7ONCvdahkAEd5oF/JIW0xg3UW85YgsTyVYr680AX/ABte3SpClhcSQNPPHpE91G2GtbVwzMbZwDhmjQgccZzQBi/8I1b2GpWgsLi+8kx3Pl2k0rOLV1EWTA0pYjzsjI3Y44HWgDl11ZdRE8l7H44lu/Mki0h9OSYx6KLdyFW3MfykyBRuJU59AaAPUPC97fT2sTazbyQ3RQG9iddpWYDnfEQMbjzjFAHnF3oV3NqWoS6GudQgNpeaahPF5G9mQ8coPa5QY7HOMEUAdLoWu219fmWzf901lFL83/LIrezAiTPeJgQaAOU8SarYeTLP4ft/G6zDN3p/iDfL5TkSj5VjeQ/uz05i244zQB1XjDQYbi/sTLc6imTNZlYZnTYq2chzEYyMNnqQRkcNkUAaO+RNTjQXE7Ri0kYIzE7pFuoRlwe5HfrQBXa+uDc6grXU5jWCGS2iLHFu8kU+TCnYuQM460AQ+E9Ft4LSK4uJL+7vPs63c0808h80NADjyixX5RxnZnuec0AYc/hlptMe5uNV1WPUXt31u4u4Z3AdJYC3l/Zidu0JhcbMjHByM0Ab9xqV1bS2Mkt3cNbyr/YeoRs/y/a7mJWRih/ieRSuevP5gFzwpcS3UtzMZ5mhaQaZpkbZ2ra6cpUtD/12nMh6fjQBQ8df2l9osv7A/s/7V5k32b7Zu8v/AI8nz53l8/czjHfrQBveHv8AhIsN/wAJX/YO7j7J/Z3mY24OfP8AO98YxQBwWi+D1urGSafV9XW8BuJNMu0mcf2WLa5lwI4lYAgsCTkE84BHFAFnxD4vmmj05byHUjFdIdR1eLTg3mTpDaK2yBYudsruN2CDtHXGaAL3g6eSO6dNL0/xJBppi+2CPUopQLTUY5FGLW4nycTxnONxwQSKAF+G/hyB7W2nvrrUbq72ZjnmmkIhibcAqwbtuEU91J70AZMOkLqVhPdC+1Q3zC5udNngndRbRW7yKiW8KsFwUQDlcnJ5zzQBo2l9cwjTJprid45Ik0LVAefMlv7dCjOPXz1wT7/gQDa8J3U13NdytNIYDINI02PdlfI00EFof+u0zP8Al+JAIvFGxr6wF437jfNOikjDajFbjZvB/ugvj3x+IBc8SeLbnTiCdAubi1+RJ9QSRALaW4mCgNCxycEr0Ujn60AYb+HYNR1G5GqT3rwJHbtHZxyyIDPMJfmJideUCkfjQBbmsRfXzRXck4soIY5Y7ISMPtt1dO2GlKkbhCiY5J5NAGXJLLaw6nBDd3Dwwwm90pncs1lFe2ch2mY8/upFJGSSARzQBp6/cSi1syksgJns0kYE/vFeVMhj/tUAZ0ujwX+qzpqzTzWywxXIsCx2SzHcMyxjrtVj7dzzjABp+Ap5EN1CZLmSKCdrWwlmYsVt5EB2mRuvkknqScEUAdnQByWp+FtXiuHm8J6naRyyBU1TTb0MYr14UADI6HKsiADgEHv7gF/wx4oa/Vxd2D2d3E5sdTsmOfJmABBikHVZFIIOKAE8a+ITp1nNJHkyBfKtAO91MQq4Hs5B+lAHBeH9f0aznsV0uW5G6L/hF9SWaGRAJW+ZSskqqNzXG4YBP3uOlAHrdAGZ4jsLy4tpU0q6+z3DI0NrP/zzlZf7w6bumRyOooA5DwWulQXG1vDN5oeolHje1LMY9SiR0y0E/RipA54bGc5oAZ4f8I6frCST60J5bmSSWKzmWRt2hwW0zKq2TDGCgXOccnk0AY0+qXGqQaUdTkugZZDDqIUlDeCFSMvsI4mK54xnPGKAOp0nSLbTtR8vRojbWr2zX81kpOxbq3uUAaND0LI5Bx14oAl+KazNp0wtJGSQmGKFwcbXe9iHDD3oAr+JLC10CxuZPDNj5VwVUS3AyzTSl8b53YnJi3lsnPqaAOettIWKW2Ph7wf4qsblZI4dS1GcKBf2DEB/7Q2ytnKc/d4PSgCxruk21vcTyeM/Dt7f2jN9qsNdt3YnRrYRj5JYY2DKIipOVBBzz7AF7xDpNve6laC7Es1m8E2EDsFvFUocS4PIIKkg9eM0AVft8mjNqCaFaSi3ihTWtOgGSum3UsbZCKc/K7DeRnscewA3V/CtnY2H2mw80aoiJqx1dmYveXBxuF0SeVnBII6Y6dBQBoar4ZtNQ1YjVUaaBbRGayJO24kkvJMGZQRnZjoQecHsKAIrXRLgxaha6DcNbqjKmjbnb/QvttqjFUcdF3k4wOMnrQBL4Li0i3nKHwnLoWpFGV4NxMeoW0brk2kwO1trEdtw57ZoA5fxBDYXlvNcaL4D1LBEmpWniXzlV1kjJPmLE0m4KrjgbR8vQAYFAG54ls47680oalvkV0uJbkKSvnH7HGcMUxw5HI6EcHigDU0TTYdN1F4dIQRWb241g2KtxZ3kU4UlIyOBcIR35INAHKi+kGmadELS8nhmdLXUILdgGvLZAxMe5ioxcHGcuvGaAOo0bQ54L1X0fwtdaPZtG0GsQMYAk06FdjRW9vK/I+YE7RQBkaJpltYSxL4v8MMt4Jdth4siO4aveTkgG8mQ7gZ92MOCpNAHoWuX8tvbyvbRGSRI3uoIh/y1kijJAA5+8R6UAeSeJ/CemJoYmiskW8aOHUrnUB9+7nv5I9/2mUckOXPBJA4wOKAOk8U+dPqKpJ4bfW4EtxfxaazxhIbm4ndS80U5AJCLgdcZNAGz4F03ULYTLeaTNp1sZPtGjWEkiP8AY4ZEG5YmiYgKJckDjGaAKvizRrW8v7JNRh82HZdSSQEnE+wQYEyjqM84PB70AVINPjsLi9i0tUjs2txra2aD5dPvJfNUiFc8CYIDjAHoAKAJ/BnhfS7Kwhl03SLQXf2cX/2rbl5554AxDyDkhmPTPHagDjLbTNS1CyR7HwPcz6iwGo2/igzwrI99u+8H3q21DwFPAGOOKAOn8Q+Gr03AuNR8MWmuQmFbG80w7S+mTKSSbCGTIO5j2bd6UAV9b1Czmt7BPD2mzXdhI5UaUJApuorGByI7iSZsYjlHzAsckYz6gF/wxo2oQXrPbeDjolk8RhvrdZYikt7E42tHbwMcEJuHQDueeoBz2k+C9J/sTzfsMf2tYX1qDUsDzILq2DMvlT4yBGVAwMDHuSaAOh17TrS+n006rp9ncl/Ma4WRARKPsDthgR0EgzjpQBc8SXWn+bFb2vg7TtXuBGb61s5hGsel2KMFyHdWwGIwAqHp2FAHOafHLFa6skmkw6aqq8qaXC4ZLJp9NyfIkAHE3DYCgDpigDt/C3hrTLWKJrHTLOOYxJFNeKg8y4UopPnz4ydxAPJoAxPiDf3IltIo9JfUIJJJJL2xDqovzaw5VJTKQCGY7sE4O3HNAEXhnRtRhvi9t4QOi2LxfZ722WWHZJexSAq8cEBPOwsDwB+PUA1vhr/yDbb/AK5j/wBCNAEFpDIurzGSUsDbRSRL/wA8UFxIMD6sCfxoA4e28KaXFoQlj063+2CManFqZUeZFcpLkeXcAZxFgADOMdaAOp17TbG9udObU9L0+dpPMW6EkakSxiwkYK24HiOQ5AJODz1oAtS2qXeqFNStRJbwwJe6bavyhuZ5XBfycdVUbRnOOSMZoAx7izgtE1eLTUSK2WAajFZp920uLyzm3eSo6B9inHQduKANXwzoOn2+lxtZ6daxSm182W4VRuka5twzbpev7x8Hrjp6CgDjh4T0s6FCyWEUc26G5a7j4dpbq7RWJm6/PGxHXHT0oA6+803T7DU7MabZxWnmx3GnypAMC4S0jjZRKi8fuhu7Z/SgDnNOsb/UYLoz+D7LUJ5ZpbO6uriYIbdYGIVYwysR9kwMDj1zmgD0nw3b30VtEuslDcqiwXbKc75IxjJb1YDJ96ANWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4TQvDnjDT4EitNU8LSRoPJheWGXcy5P3ysgHGfQUAa+peGr6ZoZbW+tINRjU2877CYr6OZRuV492QN4yp3ZHfNAC2Hhi+UzSX+rRnUJU+wwXUMY2aRBGG2i2hcnOyRix3E5PYCgCva+GdZmuIpPEepaVIIN72EdnCym4kuYipN08jtwqHoAOep4oA1fEmgDUIHj+0tbltssVwFz5MtvKrAtGcZG9RkZGR3FAGJL4Z8RXUkLa3q+j7IpV1FbW0iYCbZG4y8kjscjdx0HXOeKAJp/DGsQXEj+G9U0yCKYrNqFtdQs32e4jQDfamN15lQDIPGR70AV4fh5KLOGG41JZWjnGrTXG0j7XGL5nIwp4Lo3boelAG3faE8t1BKsyKsSzQSREcym8EeNp/2NlAFC68HTSC+xdRD7UvkW+Qf9FIsgn73/gQzQA648Gs89nIt6oFqssDxlf+Pz7VbquVOeNuM96ALqaFILxpvOTYYU0oQ45DxTu2SfQhqAMnRfBuqadYxQ6Rrlsk8bNM1xJDlL+OSSQ7JYtwIBLDkNnj8KALWheG9Qjnkm16+sp7l0TT447WMqlrbQMx43MxJkZs8njoOKAKWk+CtShsZba91OxliMb6VpVxHGwaKGZHGbwFyCRuHQL06mgDeuNCSW1aGaZ9jRHSpZlGDseLaSgOecfWgDlL7wD4gvY449U8SaVHbRNHNF9ntm3X62p4+0s8pweB93v7UAa2qeGNUFwZvDWq2ltI6LY6nbXUZZLhYS2149rKQ0QYjGdp7+4AzT/h+i29xFrGpTX4uHa+vJ9oQq00SA7ApI+VkyOMdiDjkAgPg3V7pox4m12zu7WJlvIooYdrarPD906k7Mw+Q84VQG70AbtnoPk3M0v2nd5qxQeRt/49/sYfnfnnzN/oMe9AGbq/hW+NwJ/Duo2ttc7P7OvLe5jLR6jCrZHm7GUgxEnkE54HSgC0mk635OJPEsf2vd9oN6tuuxI8/cW2J+7jjO/d7jsAV9H8N6gLgz+IL6ymufL/ALKt4bSMqkFsZAx3F2YkuwHcAdhzQBc8T+Gv7Rh2xXhtJ1dL/Tr8LuNhdQPkMkZIzlcjr0NAGdZeE9Va5im13XreeSNXtUsreHaiC4VOY3Zyckrk5yDxgLjkAij8H6vZs48Ma5Z29rI7X88NzDubTJ5myTpzKyjD56MpA7daAOrhjdVAlmaVgAjzMADMwHVlUAfMfQAelAGPpnhcW11czfazIbjyswbcfZRZQleHyc+ZnPQYoApaf8PLO2up5bd8Rzp9mubADAjcsSxjkB/5bE5xgc5OaAMqb4Zam1p9mTxZFHZYNvFttf3hh3ZCzzmXBCnrhEJ9RQB0PiDw5c3bwvp2pxWk8LNcQvJFvWQTwspDxh07N/eoAh1jwncXEkMthqwtL2IGBrkx7kvreUDctxbbl4dgCMOCO3qACDS/BFzC90+oa39rmuVS3ncRbRam3jcDyYwx42sOM545JzQBtaTo621vHFI6zqkaac7suBcrDEBloyT98Dpk0AeWeItMuLSCS10vxRd3i/8AHlY6Bb2482FbvJRbnUCSNiZySVGRxkUAdZ4+sxFphXdmdfJt9MZOC2opKgXyCe5f9M0AdNoGiJYW8cUTbgiiF5P+e0oHLHP/AD1fJoAzfFPhW9vmhbSdd/syeJmngufJEmfOiKkeW7AfdJ7GgB2j6L4hhcHWPF0N/EAVkgW0VDO5HBeVXP3PZRQBJpPhb7LamH7Z5mfO/wBI24x9tmdv9Xk/6vfjrz7UAU5fAYMFsttqLQ3lsq2+maoEBwVhCt5lux+7cKORuB9DQBo6NpeqwljrXiEX5IEcMUcKxrAFJ52hmJLZ/vAY7UAP8NaD/Z1tHF9p8/y18jz9uPNwTzsyf5mgDgPFOny2CTw6V4mvMSrJd6f4egti8gkvi3EV0ucRyTBs5QYGcHOKANvxNpxtNH8udZZZUih0638ocvqEbRqhQc/8t9poA6fw9oq2NvFGhB2IIZHGf3s2PmbJ/wCej5NADPEHhu31GPbczXELBheWd3AcPY3UXRoH9QCR06UAZEXgrUJnQ+J/EralFGRdWtmkCxiS6i6NeFGO7YecfKuecdqANe00ERXM0ouC3mrFbtBj/Umz8zkPn/loH9BjHvwAU9Z8KTzTLNo+sS6fdhP7PeQoHS6tdxOLi3JHMbEkEOMe9ADtM8GwxRSrqFzLfSz5Ot3knBvmkj2/JGDwqR8ADoKAMRvhnfyCFL7xheSWkDR3FhbRxKrOLQjaLu5VuSgAwQF9eT0AKk2garNqtw+l6jcafiGKKO6MQeO5ck5WWNsZ2jnhwQevpQBr33hS9t7CaPQru6lv3zcyahv2veahKRlzICMcDAweAABQB09lamGNFaaSUqqwNM5JMxRQMyMxJy3Xkk+poA53VfCGqvIX0HxpqmnliGubaRFljVVH/LpFN93ceeCR7UATWfgpYLeWODWNT8+UtcXusFh5jXUigboyAMBAAAABgdOeaAHt4PDpbLe6neXIgZb4vNgnUbmGMhWuHP8AzzY5+vXnmgC54h8Ow6jC0c80sOSs8FzHjdaXELgq0RPdWH5cUAMuNAme6SVda1KONFNu+lI37q7Zt3zTR+q7v0H4gFzUrB7iNljvbq0ZhsW6tyA0B9YmYH+X0oAxbTwbL58cuta5c6hLErQ6arRogt2uFAZmEajJlUDvgc4FAENz4DlJlGmeItSsLeYm5vrSEKSk8p+drOdwSpn79QDkgUAXLjwZbMLZbaaWCG2Zbi1t15E3kxFQJWP91SeetAFxtCQ3Qm8594ibShDjgpLKjZJ9QVoAXX9CS/hMc0zxKWScyKOQbadW6H+8VxQBY1HS7e7jeO/iEkLqbeeM/wASOOx9R+Y7UAYeleEdQtmXz/GOsXdunFvZyLGC4UYAurlUDNtHuMnk0ARap4IvbkyA+LtWjtJci807bGf3Uq4ZYLh0JAdfQ8UAY3iLwrfzaja/2Pc39hFHC8Y1GFNwg2kAJIZAQd47HJ70AdNpXhGKBZf7SupdSmm/d6pdXCr/AKXCqkBPJQABUQngDuT3oAzYvhxgKk/iHVJ9NQh7bRJAmAkX3VmuQoYpC3QFiMAA5xQBsDw1F9s+0faZvM8kaL9n42+WJy24++TigCCbwgrG5MOqX9s9wY5mntyFaya2iVR5EnP3wvPHtQAzTPCU8cwk1jX7zU5lVrWyMiRqLRJyu7akSjl9o5J6UAZD/CyQwtDH4r1dNOIaG301Qn+jpISQDdbdxWNj0Lcjg8UAaereBILlrdotT1C0ltw0WnzwlcgzIozJuUg8L0xggkEUAWtE8LfZHeS81G51C8cLDc30wUYghzhYIo1AAXJJwOTye2ACqPAFl9jjge5vAsW2Szv4yBJbXEJyHgfBweSOh4OKALOl+HL2Ji2p+JtUv3Km1jDBESCNiDlIIVA3AjqckDgY5yAUI/AEhaP+0fE+t31vG631jZTlOLiA5BurlUDNsfkZb65oA6p41YESIrKfkdGHDqR0YH1FAHDz/CG2liMN34h159PHzWOmh0xZ9eDOUJYQn7oYkDuDQBt674PS7kSSz1G70+9QGG3v4MHdA55S4hcEFSeeRweRQBe0bSJLVCJ9Uv76Qsbme5uWBJkcDiGNQAqjHAAAFAHPeKfD1zeXtobabULZUW4lbULb/lzmYQ7fMLAj97zwQQwzx1oA09M8HxQLL9qvrq8uJvl1PUJAoaZVj2gRoigARKTgbfXNAGppmmR2kUcdu0jRxotlCz4y0cCADzCAOSB6CgDCg8BCAgaZ4g1mzs9xuv7JhZNkbP8Aw28pTcFJycB8emKALl/4XkmkZ7fxJr9mWUQSwQOhTAHWKKaN9pPqu00ARy+BNNa2SEfao0jIubK6RyJLa8Uk+Yk399mZieCCScjFAFnS/D72zs0+u6zfMwEZW6ddsIU/8sYIkQAn125oAjt/CFpFZ/Zo5ro2/ltpZlJG/wAmZSCd23GQD/dx7UAJqPhG3uFhC3t/ayQkS6fe25XfGVjK4berAiRDyCuDQBX1HwLBcOjpq+sWl0kf9ltqFu6h7y13A4umdGB+cZ4A5zQA20+H9lDHcIb7VJvtAMWo3EzguS8G0mJ9vVhz0IB6ADAoA6G1tliRVjLFVAgQt1KouPmI9qAKOt+HbS/TbeeahBFxaXURw9hcJ0a1l7FfoR2IIoAh0bw19jLGTWdZv3YCLfeSA+VGhPEcaKo6k87SffFAFnQ9DgsIEis3meNB5ETykFmUH+MqB/IUAC6HALgzB5vNMa6WyZG0QxSswIXGclmPfHtQBQ/4Qmx+xfZt919m2GyD7hvWMns+MZU/7P1oAtS+GrZngYvOpg3GyQEYfzICn77I7IexHNAEet+E7e9ZG+2X9lcJlIL+zYK4hk6q5ZWBVzg4KnnkYoAit/BVjHBLGZLuXzg0eqXsrZkvWnj2kyS46qnAwoUdhQBftdFt4oFij8wwrGNNTceTAke35mHfb7UAZ3/CEWP2RbcS3Yt18sRyZG9vssysNzbcfM6jPy/TFAGlc6JbSzRyTIxmiDxWjZ4QXQXdlfcKKAMW7+Hlo8jtZ6rrdh5h8/UoLOUKt9IRgl1ZTguOpUqT65xQB0dvbpEqrDv2qBDHuYk7EGPnkYkk47kknvQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZkPinS5PM8nUrdhFue/kB+W1EOc+ZJ0/d4OeeO9AFux1G3uUV7CdJomHmQTL0kX/ZoAsUAFABQAUAFAFOz1mzuGkWzuVkeNvst8gB/cTFQcEkeh7ZH40AXKACgAoAKACgAoAKACgAoAKAKVtrdnNLJHbXIeeLYb+HB/0f7SpK5YjHzqM8E+9AF2gCq2qWwlEZnHnlDfJDg828TqCS2McMwHXPp3oAtUAVJdYs0lSOW5QXDhp7e35zJHDjJOOwz3xntQBboAKAKFlr9jcySJZXQkliIgv4wD/o8ki5A3EYOR6E+9AF+gAoAKAKGq6/Y2KqdUuhCjOtjC5BO64m6A7QfvY6nA9TQBfoAo6lrtlZ+X/aNx5XmSLpVn8pPnXc+cL8oON2DycD1NAF6gAoAzdZ8T6Zp6htZ1GC2U5WEN1nZe0MS5JI9gaAK+ieNdG1IsNG1OKZ1yJ7chleHacfPBIAcA8dMUAR634+0LTmC6xqscMhHnCEKzFIs9ZVjU4Ge5wKANQarZmPzBe232fb9pF4WGzySPvGU8Yx70AYen/E7w3dSKllrKNI5MdpvR1W7eM4It53UAnPoxz2oA09a8Uabp6g6verCGPlW6BWZrh/+mMMYJO3vhTjvQBJo+v2GoRh9HvYrmE/KsifwsO0iHBBHoQDQBfoApXWt2cMkUdxOFmlLJYw4OZvs8ZZunZFFAF2gAoAKACgAoAKAMzW/Elpp6qb77Q5Zha2tvAhZ7qZgeIYVGThQTQBft7gSKrIkqhgJVSRSGQOOksbYII7ggEd6AJKACgBKAFoAzdK8R2d60osXlLRSHTbwMpG2ePrsJHI/wA9MUAS3+r21sYxduymRxp1qAM77h1Y4OP9lTQBdoAKAKF1rVtFLHHKZPOl3vaqo42WqgsZG7Y3D86AL9ABQAUAFABQBR1bWbeyjL3xcRgrGdoyWeaQKAo/2nYD09aAL1ABQAUAFACUAFAC0AJQAtABQAUAZmt+IIbFVa5tr2YM62KrbpuMbTHrKB0VO5/LmgDToAKAMzUNfjt5YUks7+VpS0UU0KZW1MS5/wBLfPAYdOD+QoA06ACgAoAz9M1yC7Mot45lMUh0u43gfPNHGhzFgnjDjrg+1AGhQAUAFABQBn22uQSzyxRxzCSIRz3DsBtdbsPjyiD22HPA9s0AX6AFoAxNE8WQ37OLPT9SWJS0CahKoEd88MhU/ZHDEnawP8IoA2qACgAoAKAFoASgDP0XW4b6IPapIqFpLdA/Um2nZScD+8VzQBoUALQAUAFAGfrmuQWEDy3kczxoPPlSIAsyg/wBiP5igC1a3KyorRhgrAToG6hXXPzAe1AE1AGbpWux3bTCGKRPKlOlSFsfvZEiRiUA7fPigA1XXY7QxCWKRzLKulQ7cfu5JI3OXz2AQ0AaNABQBXv7swRuy2085VWuFt4RlrkxqTthTuXxge9ADdMvnuIkeayuLVmUTvaTD5rYuOkqjuv5+oB4oApf8JND9s+z+RL5vk/24Z+Noi8/bgD1J5oA2KACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGTI7KRDL5bkFY5cZ8pyODtP900AcB4DhvINPkaS/SZM3MsFuY1AhkjuZcl3HXzGBPP0oAjvfE2rC300aTc2lnJcCOG5lEQItle2U/6PD0+TsOlAG1o99qlvdmDV9UOoq0P9r2l60aK0bRzBWWRY8DHzKR8o75oA5jxB43lsvMa2+I+mXU8R82bQ/KiC3USyDKJIMtuRD2kzkcgc4AOi1y81qS+jh0fVksomge/upTErGIxToMwB+5zjncuCeM4IAINH8XXlub5NeuTfNZhb43aIqm9tJ7YuA0anG5ApHAUUAWNAtPFEwjl1PxDbqHxdXOjJCuy1tpRnbDcD5tyDHJYjr7GgChaeMpbf+0nvI4nSB820aIAXAhGBI6jnc/c5PPpQBmjxxPaGF7j4gaLq2+RLPUtIg8rFol02C1k8OW/0Q+u7I6880AbYk1+9u7pLTxJ/Z9vC0UVqIoY2Z2ntVYiRpQRgMc9CfcAcgFi6u9Wv7qWPSNYbTIYBGlxcJEjte3l0m7A83ICxRlf4cknrxQBb8JazfTCWPXJIXvIJPsNzNGuBeQuisrhO3mo3Iz19sUAN8Yaqlsi+Z4uttEBJDTOiM1yAOlusmfunGfkbj060AYnhfxlcXC3ax69Bqqwot3Y6siKpk+0RSHbNEoAzAyenPegCpHqniWGzgur3xKk4It5rzShAgS6gvpEXicDIYK4OQcZHC4oA6uPVbo6g8Rm/wBHFvHfpDgcXMlzICd+M8qo74oAisdZuZJr1bi+jhiiKLZzsFxYJLYoxLk4yEck8n8cUAchB4+8u4gFn8QrbWEllGmXVg8CDyY5wcNDLEFOUcBedwOaANzwv/yFdT/7c/8A0kagDW8V6pex+THo1ykF1PJ9jiuWUN9kt442Z3RG4JjReAevpQBj2Njew6sBf6tJfL9lke2llRFeJTdw5EpiCg4PQ7AfWgDBHxEkureSe18eaXYzZefS9Al8nH2a2cgLeI437rtVzw64yMCgDUGpJd6nZSRKVWS1e9jU/wAKzhTyfYGgDqfF/iT+y7SWYRo7IuYUbOHmkcAb8di5H+I60AcYPHH2aa3EHj+z1t3kj0zUrBVix/pbY32MsCjHkvjhnbjOTnFAGxN4sltG1F51SVIPLltIQoG9msUOJJVGTvkPU5wOnFAHMj4hCAxPF8QLbUpmdIdZ0YIux4biQD/iVBVBBtQ3eQ7sZY9qAOqeXWbu9uI7XxDLY28ccM0IiijLfaLlZP45Ub5crkjGem0jnIAt7cale3Rt7LV7myhijS71bUIVXzLye5LALEzqQoKqWJCk9hjuAP1ubUrKGAT6t9rka6gtJrl4kBltJ7ocNGBjKrjkAHPIxQBFdXd7qV5LDY61c6fbwJG2ovbBfMu7u9BICTSKwCxIoPAyc4zQBNqtxqVmtmt1qiXcrXK2N/dmJV+1wNFMf9VyARtXkY6cYzigCK6GoandTR22t3+mW8AjhY2oTdf3tzFuy8rhsLChUYwMnOT0oAveD9curhZk1S4imuYJW0ue5RcfbI1UFXeIcAyKeQOMg44oA1tTn0+3XzdV+yxrGDKt5KBm0Vxg+U+M/vBxxyelAHK6TDdalfi5WwuLOzSJtOsHnG19XMz53G3PIVMcZwTwR7AEnw/jWcXMt3bYuZLiWC7aQfMsFs+1UYkDiBBjGKAHeC9Pt9l3E1vE9olzLZW1k6gpDayxRsUWMj7u924xQBX1+4XWGWDQrTzYo5Y59T1jGI9KezkB22b/AMUhA2/LkLn5iOwBasLVJtVuGuh5jQwwW2nBgMWq3hlLGPjq5Uc9ccdKADTbVLfVJ1tBsjkgi1e6hAGGvPPlXcoA6uq8+p60AX/GGsXlvHGukusdzNKmj2twwBFmZskvsbg+VErEZ7+vQgHJ32i3NpqunC417UNQjP2owC7CbrZhaDP76NVyH46jjHvQBBfeNLS4nn+2/ECbRGjkbTNNsYgpA+yHBe+R0bd50oOBlQFxnkmgDtfBHiWTVLOGW4jVJHBE6qOPOhkZTsGTwzKSOaAMhotS1W5nEHiC/wBOs4WGl2ws9oa7vvKVma4kkUnEW8LgAA9QaAJtXl1QNa241uRZpQ8upazGih5IrFUz9mi5Cm4Zh2IAzgUASaPNe2l2be81W51CFov7XsLm4C+ZbmOUKyzyIFBBLAj5cjkHoKAOV0seIH0wXVx4u1BrpIm1SG0ATypobbcdt5HsyTKgOTvXrx0yQCx44tHvJ9OZdS1G1EjhFigZf9EZ4id0LMh+bBxzkY6AUAb+qte3N0ltaatf2USQ/wBr6hfw7fMuy8hVVR2UgcqzMdhzwBigCrBfajAby3utWupnSEanoupSAeZ5E8bg+YyKATbTJwcAnPtQBc8HWeoNbRTXuu317cSQrctDNtEYkuEUjESLx5QGM55ySRk8AHIxXfiBNMiuofFF5Ld5jY284Xyp4rmdU2zRgZ+XdnOSc9O2ADpzFf6feWynXdRvYZhJZXcNyVPl3FvAWDwbVGN20gjOOeKAKF/4yvbS01GRrhneKdrHTSwz9mEkUAUBfRJHz/OgCp4g8OXFg9iZvFOr3QN3FFdrdEMJ7uSN8GDIJUN8y4B24OeozQBo+K7zT3mYSa/4xSRFVbmHSlkKaNvUkPeGCM8lecMzcfw4oAq23irUrnTrbytQZbqeYaB/aSpgqiXEgZ1iYcM0ERPTg0AR3miSWGqWAi1nV7qNxdIYryTeYdlqpPlysM4kO3gsQMcY5oA7Hxbrs1haySWkSyTACGzjbo11cSBV3+wkYZ5H1FAFbSfCFzayK8ninXbpsbb+CdwY72Qr1jgIO3a3PykehyOoBg6bpWo6xG858R6xZSs8kOjWttLiOxS0lZR9oh24bzHUlshuOmKAItQ1/UdQsrBrTUp9Plnlitr+4twMhWt5SwiDZ4dl46496ANPR4LqxvjCNX1G8tXgOqxJeOXayngnRT5dw3OJQ+cHoelAFn4jf8eT/wDXS3/9L4aAIda+0316tumo6hZWyw/2zeTWb7Xu5ZZ9qr5wGQFCsTgjPGaAKNnqGq25vLaz1G6vbiKEah4euZ8GTzJ4nwtxK3DeXKFwSOc/NnFAEXgW9tZZMHxD4kW+CY1jQtTck+bxloYpBwFf+4QMdQKAN/x7f3FvYXDWM8kMqoXhmQ4MTZHKNQBTv7eXRbaeaXV9W1C4EZlc3EhKNdAcGG0GAoLnoBwOOaAOPt/EsdssT6X4r8R6pel411G1uIp/K1KGdwG+zxvEAvlg5UgjpzmgDrJba51S7uEm1bU7O3g8q2tUspShmubmEMzXDL1CqVAByOvHqAYianqcWmzmfWbye4S7/sz7eThpIk1ONTtA6B0zwOBQB0finVp7e6sRDLMEeV7W5hViBcK9swHnKOvlsQeR1oA5C58VWV7cXP8AbHibxLp4ikfRdMtNPSbbGLYDMk7wIwYySZwCeAORzQBoSa5q95aWDS6hc2VxJdCxvriBSpubeIXAOYXH/LwqA4K4B5xwKANbXLCTTooVsdW1iTdd26zTXE7szxTToCplY52uo6dOtAEeqadcXupGN9c1i1tltkvGtrSVk825a6lGS6nso5xjPGelAGFo9hqN7DeNd+KteE1vLNo2kyxylRGmnjIa6iTAYyFsHdnIGOKAN6PXLudtLZriVPOVrm/iQkLcM+mM2JUGMhX5HHHagDN/teC/nuf7S1LxVGkcjaJp8WlJc7bYQIuWkmtEILtISMMTgDpzQBHPqWtXVpZC9vNX0+5a6Gk6hchDG97apFNyImxj7RGAeRweQOBQBuwW8mnX0SW+o6ncW88crPbXUzP9kubAx4aGWUsf3quQRkDvQBQ8AeGooJrpo9Q1d9lzJaCKWdis4NvEd1xGTyxJ6nmgBum6DPq8Lzya1q9vds8yaT5M7qmkJbTsiqsKnBEmwFsoS1AFTUdX1G/tLOWez1O5smUzeJ7TT2KyTyGMAMioQSiyBiQHB6dcUAdd4PuNPkg3aNrF/fwlmdZLuRme1fjKO0nI8s9myffGKAKGvxNe3kVvPc3UVr5Ums30cLlTqJjljVVklQggIXJOG54zQBhadFJpM2qNBeXd4Uhh1S1+2OzlfLgnO2SZjkgMPXOPzoAxhqM8cUUmk2vxAn1PMdxfXEsE5j1eNpAXWSA5ULsLbdoXHGDQB7DNAsikSGQKQYnKMVIVh/yzlQggj1BBHagDzvwZHHp2myzW7Xc0ii6vPImmcoTaXEuAkTMQN+wZONx7mgCLUNFmsLH7VFrOsSaiqJqd3O87FNQdsEpLaE7dhyQAFBXseKALGpWx1DVljvL3V0s/sY1R9OjmkjWac3ZX/SY42HIVvY8DPHFAEut6Bm8s4TqurrZGGa2ms4p3X7YLJIwPtciMCdwfnoffmgCno3gxLia6h1HVtXmtoGSDQ0WZ1bTftcAcnzlbLFCwA3bgMcDBxQA/TvE1rc6XbHW7rWLuSX/Q1hsmYS6rcQFwVJQqcEKQxLAdyec0AQ+D78pqEsFrY+IbGza3GpCw1FyWt7lZwpayk3uQsqt/z0zkH0FAF34eabb2diZYPtrsDcEwPPIU2QXcnCW7MVBIQc7N3Xnk0AUhoDjT/tY1bUxqnk/8JK1/5r7Wk8nfsNnu27NvyY2dKAPRrC6M0aMyhSyrOyj+EuoPH0oA8lGp2upGd9UsfGjXHmyWWlXenxT7dJt7ZsL5YhbaWQjcc55PpQBq6s+tXFraSavpOr3EARn8VaXbO0cssmxdrGIFCfKYMSoYckHHHABHro0W40a4/sO6vp4F3SKlxJIWsLqNh8kokOR5OehyO/Oc0Abz6fo+m6fgS6mIHCDNrJKZb26uAgAsNzFszEDAGB7daAOf0iaK1v7ZdK0LxVpkcvm219FqEjMl4sNuzAxhppPmjZfbgmgC5o3g2zv5b039xqQxcvDbLBO6C0kFtF88axsAWOR1DdB70AQwalc3NrprahKZJhdiynmJybh7NLlNzE95dmaAKd9qtpfXlyNf07xTdxxMunaZDpyzFbNfLBYyG2x80z8/NnjA7UAWbXU9Xubazh1iTUbWSaWSw1G6nBSW606yDsARwQbuNVUnIPXrmgDodY8O22nWd42kS38RMEkqoZnItpYrdvmt1djgnjJHoKAMY30lxDpcNxe3AW4RbnUmVm3XsNlYBiHnBziWTbnkE+vWgBLTw9b6ZqztYrO0TWcl2LdnZiksV1HkQl84DjGBk85xgYoAq6f4dW80/wC1S3lwmrMj6zFqvmMPssyEkKseSPLUAAjaRjqCaALeurcXotptS8OXmqae0Al1DSrcndaXdyY2D/Ysjd5YyMckde1AHW+FLnTJLZP+Efupp7b5lhaVmLRHzDlZTLz+6JxzzjFAG3QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcxoPh67t7ForlYxMftG0A8f6VcSlfm91YUAVYvCV8senbGjSa22RahyMCD7CyPs4OSWwB09aAL174euJbzzAwSD7NJpDSg/NHPPPGRtX2VTQByV14a8VPp5tIdB0KJFQWP2/zzi8WIjmK1EYw05G7JfrknnigDs5NGuDfrKAnkC3fTWOefPkuI2GF9NqmgCgvgxnuL43Py291HFZb1POY4JEbC9sKy4oAbop8VQCKK60vSXiTbaz6wZzm8tIeMpZhOGkXHVyM+1AEMfgF5P7QW8kCw3LCS1mHJi3W4BLICP9VL055xzQAmlabrSGNL/wAJeGiF2pe6usgzcqg5aC2EIIZzzy2P50AbGj6NcQ3N284QRyvFNaEHkrDaIp3j/fBoAzrvSdZsrqWbQbS11COYIL2wml8s211bJtDwS7GBDxjBGAc4IoAv+F9BurYSvqskTXc0h1G8EZJW2XaAqRSEDIgjUDoPyoAp6/pGqJdRT6Lp9lfMsb6XNZzSbDGszqd8E+1uRtwfl6H8gCrpPh7WjJeyaxb2ETzxxQWcEDZEBhilG2aQgZKbhk4APYYoATVvCOpTaSlvZvBHeLHb24Zm+WOeyeInEgB6bDjigC5rWlavFdLPoFtZ3eYv7I1DT5pNhkjSQsrW8+1uUZjnI6foAYcvgHW7uC+XU7mzhuLlkuLRonbbCIY0wsr7c4XbsPHIycDNAE2qaN4n1Nrb7ZpGkafDDcQ6vKizl2nFsxz5WEUABSeOSTjpQBt6L4cure+vJZzD5M/2f7EFPI+x25U+auP7x45NAB4w0C/uVifQXt1vYZPt9mJiQtyhQhkkK/8APZD/APXAzQBV0zStdkvhPrNrp1tD5D6ZDZwSFmtpXnjb99KVXPmbT0GB09yAVdP0fxHpSGHw7p+kXNqGaXSr+5kK/wBnx3EhYrd2qKS3lMTghlyMdKANm80C6lvLeXzY9kcc1tdxZ6S3Pl4NuuP4iDnJ7CgC54j8PQ6lbyRXLlFdfK8wAHynBBBCn+4wB/kRQBnafc+K2dF1HTdDhjX/AI/79JWb7egH/LnbbV2ljz8zMB05oAx9LsLTVX1JRMJLWV00z7TEQcSxWMYbym9YH/DNAGhpQ8WxeXHcWOgCJNsN3qfmOft1rH/z7WYUYYr6uVB5GRxQBp6foc8V3cSyPCY5Vggt0UncjWgkz5oI77xjk++KAKGraNqkFwZ/DkVrcOyLYappk7lBdpCxKvBOAcNFuI5Ugjpg9QB1/our30MP9o/2ZDcJcRatPFEzFY7W1uAdqSkcsUH91Rn25oAjv9E1W1unn8OWthdCVEt9W0+ZyhmltchXt7kK3KoxBBHQcGgBNT0HXLyO1N1PpMd1FcJq2peTv2PaReYCtrvUnLRMBzgZycjigBb7RtYtLh5fDcNldLMFXVLC5kK7Li3Tar20wVuNmAw2844OaAL3hfw/PZo51GaCW6lkbVdReEfLHNKANtvnnbCigDPJ6nrQBn+K/D+sXU0LadDo1xBHuuDZ3skih75iNrskaMD9nUHGehOfSgC9psvikyD+17Tw2lvz5720spcfKceWjxgctjuOKAM2Tw/4gsppT4UfRJLeVjqNxaXxcG01GTGWt3iU5WYAEg855B5NADF8F6pDYSx6fqUB1KZmvr/UGLKr3d1IN5iZASNsXyrhew4FAC2Fn4ttY1TT9I8FwQqPKghSabEaj/tl3P4nvQBb1nw/qi3An8LS6cJyo0/VLS83BLy2jLEMskakh4mOOhBB9hQBJ4b8O30Uks3iGe0kvZMW4S2z5djYwZ2pCzgEkkkkkDJ6DigCfxX4fuL2Jf7NuIobuORNV0uWXO0XVuelwF52yoSpx2PfpQBkHw1r91eW02sPosMcHmobO2Z2Mgu7baWEzovWTHG0YH8RNAE8Wh67YSTf8I8NIubaV21RYbyR1awvrg/NtaON8rIecfKQT1xQB0lil0I1/tGWCSfAFzJEpCvLjny0JPH40Ac1P4e1y1uJZPDMukyRzbZ7yxvCyi3uokA3W8kSN/rlAzkdec0AS6n4c1eQQSW9/YtqUO5TvUiG+jutu9XUbiOFGCMkY5HNAEmi6FqfntN4jlsPtGwaXZ2toWKWtpvDEtLIAS0zgfwgAAdaAKum+EL+LSjbXM1kbnyZNLWVC2zfMrhcsRnABGfl+goAk1HwfcztZFJ7dfs7Ce8Bz++VYMfuOP72OuOPyoAl13w9qZnSfw3c2SXIQ6beWt1u2ajZs+QHdASDA+SCFPXB4oAj07wrfYnk1i4tJL+dPsREOfL0+2jVgqW7sM4yxLEjk9uKANnQNMktLaGOZ0d4447GV16O8EQBKZ7EigDBXwJONOjtvtkPmL5W65wcP9lukfhf9oLigDX1PQnuLi2kSZFWFpJ5YyOZhcWzL8h/2S2aAMyXwEk0N5HfXCFLmRr+N1X/AI9N8UYGVPUxOmaAM+68IeJL/wCz/wDCQarpCiCaLVVFsjf8TNrZvvXDMBtJTPCgrk9elAF3/hHNftZpjoGoaR9nmf8AtCSO7Rt2m3RiVSYdh+YSbQcFlx29wCuPhzP9gSFtTj+1xyHWLDUtnEd6Lp3BMfuGwcfhQBJH4V1u5urafX7zSkeDzVFjaBirLdwFSRPJg5ZscbQAB360AdFrmh29/BJFe7vLdTA7L1jJ6FPeNsEfrQBQ0mw8RRlBq2r6bcRIGS4mjiIfUzjCmUFsLjqcZyenFAGXJ4V1+3Dx+GtW0+CzkLTxSzqxk0F7liW+wqmAwLkkbmUqe5oAuyeCUSK0jsJwsdtIl3lxzcxwQOvOO8hfPpQBefQpDeLN5ybBC+lGHHJeWdGyD6ALQAnirQpr+3aO1miikLRzxySA4BtrhG+YD+8FxQBU1vw3etOs/h+5tYrxUOmzw3IJj1CyZs7ZCnIKScgjOOcgjigBmm+FdQj8+S51S3XUpgsZuoo8ppqQJhVt4HPIQkk5I3e1AEcPhjVZ7mGXxBc6RmEP9mWzjYGee5jKnzZJGPyqh6DvyT2oA0/FOhPqFrLFDMkTOvkJKw4jJI+8BQBd1PS4buJ47sN5bq1pNt6hJVI+QnuAeOKAMHSdF8SwLGk+uaZJAhCPdCE+ZeWcTcK6lsAunBOCfTnmgBbrwzqkV083h2/0+ISqsOq2t0jMHntlIV4SjDlVOCMgED15ABieHPDhvrK5iv76Qubm4V75FAP2uC7yHEQ9JVBxnHagDQn8Ia3dzWz63q2mjyH+1eRbRsBdMUYEszseSdoA6DknPAABNJ4Y1q1mlbwtqOlJFMwv7uyvYnYW95sALWskTr/x8ADIOcEcdaALt74avJ1tvtWppPLDKup3dyUC/bfLikB8uJemS/qaALHiHQnvViEUyR7JodVcsPvpaSgkLju4FAAmhOLxpvOTYYU0oQ45DxTu2SfQhqAKmmeEPsyXSxzoftEsuppwf9Ha8iUYYk/3gT264FADLTwa8Ysd94hNqvkSgLxeE2Rj+Q54wTnoaAGXXhvWIJZH8K6np0KykXV7aXsTMsV2EAL2rxspzIqrkHcOMigC5eeGp7hbf7ZqpklhlXVJrgxgfbmjikGPLUgDO/36UAT3ugedcwy/advlLLB5G3/j4+2BOd+ePL2ehz7UAUtI8PalaXEzR39i9lK51SS3aNvMjuniRcJMHxj5Qfuk9vegDMm8E63EJI/D/iK2tbGRmn2SxFpNJ+0MSw0+UMBiRiSMrkZ4OeaANOfw7qVvHEvhLU7S0jiX7L9huotyXqAAAyyIVYGPk8NyeooAm8NeGpLLzWvbqKa5mf8AtC/MKbY45SoGLaHJ4AHJJLMeTzQBHr/hq8nljl0PUobS7jDW5MyFkv7SbBKXKqynG9Qcg5FAFbS/BEytctr2qi/a5RLK9jWPYsMcKyAiABjwyvjnnuSc8ADdJ8N+IrXYh8UWstmhBSVoP39xbxtxHPMXK42cFgm70weaAOsoA57QPBsdnbvDd3AvYnaWWYMuAYbxjlSm48YJ780AZp8A6g8Sw3XiUS6cpAa2MH725s4mBWO4vd5BC4AOIgWHB60AbjeHVN4JxMoYQto7Q7eZFedWBM2f4Cp4x360ALeaB51zDL9p2+UssHkbf9f9sCc788eXs9Dn2oAXTtB+zz3En2nf5zJP5W3H2b7PbquN+Tnftz0FAGBZfDR7W3t003W2juLd5LrT754gwdbt3ytxbbhnMbkcOpzyMdKALemeC7qK8Nxqeufa5jEdJaBYgiQxGdWH2ZdzEBMHqzEk5yOlAEvh7wlcWG9H1SO5smaS4t7F4ubf7XJkh5y5yE+bjYucknNAGW3w4vvLMKeLLmPSjmAaesQ8xLNv+Wa6iWPy9v8AVk7eCe9AHaxQogAiUKoAjjUfwqo7fQUAcxL4O1KKSQ+G/Ev9nwyMb27s5YBIEu5D8zWrs4x5x5IwwzyPSgC7f6FqzCP+y/FE9vIi/ZpnmhR1vzgZaeIbPmJHZgB2FAFKLwEptZ4r/UXuJbgvdX97sCgXM6AAwwKeBCFXjcc45PNADZPBN7NaiLUPEBkmRku9Nv4oQos5LMgrug3HO1hz84z2xQAsHg7VGnhl1rxOLtoWeWG3jtwius8DL0Dk5y2cliMDAA5JAIj4H1aJ5m0bxe9oJpGvp4Tbqwg8yNB+4JYHcu3rkg8fLxkgF4+CLZY7VLKaSKG2kW+hVuTciKGRcO+R94vnOPYD0AIL7wdfCd5fDviD+znkCrqNvJCJEuZIhgMsZZcNt4PPPcUAWdT8ItdW6Rz6vefaUK3tpq+BvhvYs/P5YwPmBIIxjBx70ARDwvqs0M6a54n+1iWNtPi8u3VFslmjILBAWJPPd8e1ADbrwMGt7dLTU5ra5twiaXqiLzHJBFtJkgJ5E6ZBGefWgBNJ8F3UN15+qa/Pf3BiOlOhjVUjiaVWH2eNc42lT1LE560AUpPhtPsaG08SXVtpTbt+lxxrviimbJSC9J4RiTxsJxxnFAGvqfh/UmZToPiKTTwFFobR4lkjZEPBEZKkEA4+/jGOPUAtaBoC2EZUXMtw7O9/eXUgAN1dXMhJJRQAMk9AAKANSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBkUyOAYZEdCBJFIpyJEYcFGHZhQBBcanaRHF1fWsTffCSOASpPUAn1oAsJIrAGN1ZT86Op4dSOqkeooAdQAUAMlmRATNIiKOXdjgKP8AaY0APoAKACgAoAKACgAoAjguoZRm2nilXJj8yMgjfGxBG4d0YEH0PBoAkoAKAKp1WyDbWv7QSZ8vyS4zvPbZnqaALVABQBGt1CzFUniaRQJJoQRmJJM4Miej7Tj1wcUAMs9PtrdQthaW9vGPuQwqFVM/3UUDrQBPQAUAFABQBHBdQyjNtPFKuTH5kZBG+NiCNw7owIPoeDQBJQA15FUEyOqqPnd2PCKB1Yn0FACqwP3SCOqkdwfQ+9AELahbKu57u3WM/dmLDa2fR896AI4tZsHIEOpWTseERZFJY/7Kg0AW6AM4+JdJEnlnWtMFxny1s/NXez+ghznP4UAXZriKME3EscaD55JXIAjUd3Y+lAENjqtldLu02/tLqPp5sDhhkf7ak96AJ5JkTHmyImSI0LH7zseAue7GgB9AGdbeJdJmfZZ61pk0/Ja1ilUsAvrEpzx9KANGgDL07xLZXMAlSXybc7ts05CgpFKV3bs4xKRkHPIIoAsafren3YJ0rU7G7UfJK9vIrCNiOjlCeooAsy3ESY8+WOMEiFC5A3yOcAKT3c8CgBLi6hiUtdTxQxgeZNNIQBEi93c9hQBlw+NvD8jBbfxNocsjEQwxJcRkzSOeBGgbqxoA2KACgCC8v7e3Ute3EcMYwjSOeA0jAAZ/22IFAE9ABQAUARW15BMoazuIZ4z88U0TArKvqjrQBkf8J94a/wChs8P/APgTH/8AFUAadjqdpdLu02+tbqP7gmgcMpZewdSelAFmgCC3v7eYsLa4jkKN9kuQp/1M4UHD+4VhQBPQAUAV7vUbeAA3k6RhmWzhLf8ALSe4cBQo9XYj+vFADIdYspJXjhvYHuECyXdqD81uso43r/tCgC3QBUtdYsp3dLS9glljIjvoUOTatIOPMH+0AaALdABQAUAV5tRt43RZ50SRyY7SM9Z2jQk7P91ATQBYoAKACgAoARmA+8QB1YnsB6n2oAradqltdxq+nziWFh5kEoBHmLnsGA/lQBaoAiubyCFS15cQwRj55ZpWAWJfV3agDH0rx7oF8+zStcsribBkWFDy6r12g+goAu6v4h06wUNrOoW9rGT5SPKcb3I6KPpQBNp2rWd5GH0y7huIT/q5ozkMVPr7GgCSS9gRlWSZFkbJt4j1lEQGdo/2ARQAy+1O0tULaleW9tEP9ZPMwAUk92b+8aAM/SPG2h37FdH1qyuZAPMaFG52eqoew/TvQBs0AFAFW41S2ieNbicLJITDZR4P794oyxwQP4UUnnA/GgC1QAUAVINXtJZZI4LgNPGEkvYcH9wtyDtyxGPnCnoT70AW6ACgDm9Y+JfhuwkEeq67bRTdGhAZvJJx/wAfBjB25z3I456UAb9teQTKGs7iGeM/PFNEwKyr6o60AS0AFABQBRtddsppZY7a43zxbP7Qh2kfZ/tKZX5yMHeo7E470AXqAM/SPEFhfqzaVc+cis1lK21hsnixkYcD7ufpQAyHxFayXDw24nkmRRPeuq/La+aOFkl/vOvOOuOaANOgAoA53xB8RvD+luE13VRbylftMcflu26IsRkmNT1INAE3h3xzourb/wCwNR+07Nv2n5HXyvO3Y/1ir97aemfegDcoAKACgAoAKACgAoAKACgCjpuuWl3uOnTedGp8g3Kj5JpAOfs8vQ7DwcZGeOoNAF6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGvIqgmR1VR87ux4RQOrE+goA4QeMvEJg+0jTNM/s7BvxYHf57aarH5xKTty0Xz429OM5oAv6v4l1g3UcXhu30uQSQtqrXdzuxaxpIoyUQjIbcBgYOTnOM0AaHhrX7q581NWht47uF/sV55OdlwrxqyvCG6CVW6ZJHrQAeIdeu4Gij0e3t5LuYsts05Oy0ht1BZ5wvJ2ZAABGSeooAyU8R6gxuYPEUFgl0sB1O1mtSdt/ZSKwJWJySDFIMHJP+IBseC/+PC1/wCuEP8A6TrQBxniz/hGf7TP/CZ/YfL+yx/ZPtGceb9rmzsx7UATeDP7NS9mPhGVF0fyVkvSu4Rrq4kPMDOMfLbj5sH0zzQBffxlr3kfaYdN086bg3/2Fwwnk05WPzq+duWi+YDHT+KgDR1LxFqUs4i8Lpppbyhq91fXYYpFDM5CqkUZBzNhj94AAUAc3rXiHUL3TL/+2bK1tpomfSjFAxIIijiOfMPXezE9BxgEZzQB2uv3OpRqDpFxosBztnn1AttiXHHlohGSx4++vrz0oAxNB8Z6hMLpdTj0t7i3AuY7qzYmK+hnRypVSxIK7CCN30oAzP8AhOfE8VrFc3elaNLbOsbTafEXEga7wFaO4c4xJKynG04B+8cZoA3NP13WoblIvEkWlP5qPdafcWIcCFrQruW5SUnqHXBGPcUAUZPFevXImk8PRaEbOF3tdlwXL6n9j+8YZUIChyCFyG9TxQA2/wDiDeytZDw1aWT/AGtJJ43uyf8AQTbxI37wIefLBbIzyRgEdaANHStd1hpZodXj0sXqxrqWn3UAby7mGfcB50TMSPKlUg/NyOmKAMn4ZnVktgdSudIFmDOyCNWDxzrfSZM0rORtzu/hBxjJ60ALB4u8TzQG5tdN0f7CA19bac+/zr2wi7rMpwGlQZA2H0zzwAdrY38VzGj2xJjdVu4Ce8cqgjP1BoA4fQfCGjX0l8dY0Wwun+1PbedKgLJELaE4il6jBJ6EUAS6HqS6R9tju7m4ltLYLqmntK2WjsbqFj5ayk8+XIjAZ56cnsAEvi3xFaxRz65b6CtgxjN7bRb/ADNMgvGABe4Ztp8hmXOEGecHvQBcsbyKC+v3uXCRrFbXM7n+CONJyST7AUAZzeLvEcdut3dx6T9hIW9l0hFbzINMmYYdbzdguqMCRsAwMDmgDbvtb1Sa6MPh9tOi8tBe6nd3UbsFe5LbEhjR05YKSTuxjpzmgCLwvrut3cVwNSh0kXsUsmlW4h3iOZ4oUKmQsWOHZueM47ZoAop4u1a3ngXUb7w3fwTMdPlawDK9jdsjFTteV8qwUgnCkfzALM+r6/eXMq+HZtLt7eDbbzTXKM39p38kYYorowwIUYAnlge1AGT4Y1+ez0qNltonu2lk0+ytiflfULvUpFAd/wC6rnJ6cDjmgDZi1jWrGaJfEk9hdwzsbW2u7aMp/Z1/sJCSRszZWRVODkHP3hjkAGj40/48Lr/rhN/6TtQBd0X/AFEX/XNP/RYoA8wd4F0WxN5bGeIS27XNuE3faYRc8qIe+9eMY56UAdZ4eg8OzS/8S/wLJp8qj7TFdz6f5WwqQP3U7IOeexz1oA7Flz1z6HHv6EUAea+LPDvhazt2h0nw7YT6jIrW2kW8KBpxcSg4kedssBA3zFi2AB1oA0vEOmm5msbfVn86AiTUNUiJJGozadEmBMeMgyPuOeDjkegAtzpMGnajbHRrS2to7hZdM1WCIYErWsJdGWJRjKbWBPoaAG+PNEQyW0jXmobhdWsKWvmHyx/pI5+zdM89cZoA1PiEJ/sM32UXBPyNcCEnc1kJ08zaVweYN2eelAHEeLtZ8FR2RPhmbRVulAu9EayVfNtJ43U5YqMjOOd2M980Adl411a6hsWEUcaXkuzRrSEn7t7fsF+Vlz/qgSfwoAxfHOm2Vjb2gmtlu7OGRLeTRcZbV0EJUeRCT8zQk7sHg85PqAVNC1eyutUjNh4evdCYQyNdxXkQifXN7oFCW6nkW4UnOSfyoA0/Hvh+EyW0r3N+zi6toorcyHy491wBlLbpkjvjNAGr8RLa5l0+4Wws57mVk8qK3iGWk3Ov3EHXYMn19KAOcs7nR7Rom1X4WxaTEWWK01RooW+yXO4BTcNHlgS+ME85/EgA9LoAq6lqMdrFJJcZ2IjXk2P+ecKEnA+goA828Tt4mksVk1S90l4pHgmvrGKMj7BHJeRlfstwWOSDtByvrg8cgHQ6z4ouXu/I07VtP04JGNRv724XcZGlYhUt4mKjgDcTk9gO9AF3wf4juLtZV1G4sZriGT7DPc2v3LyIoCrpycF1PI3HBB6UAXfEuhRXsDrMLtjtYwxwyunmyFDgSCJlyCexyKAM34a/8g22/wCuY/8AQjQBH4witraELpWkacbyZ10nSwYlxHPNnLPgdLeMM34UAbXh/wAN2emwJFpse2NRtLHrcSHq0p9ZDz/LigDF1W/1e7uzDoOqR2Ecca32qXvlB2aa5ZtiRpJxghSSevYYNAGFo3iG40u11CXVvs1xNHcu0nlZVbqZoIAu0HOPMJHrjtQAlv42u7eaDzvG3h/WkmddMv8AT7Yxg6bPcnAawMZJKq/B3ZOOeOcAHda/rSWFvLLKu4Ro1yE/56uq8Dj++2BQBwviDT/EUYtW1jW7W5Rrq1e9svJC/YZjcLxZTIeQrcfNuJ6g9qAOhj1yOK6vTeQ26xwww3bTog3tCUmJEkvcLt4BOBzQBDoieKLlYprjWLSBH23U2htANttYy84+0ZDeYqEc5C56rQAR6+LeTUXeytiIQl0fLUK16sWnq2LiYDkjkDOcCgDm5fiLNbRJPdeOtAuiTHJqPh6ERnyYbiQAi0dGLbrVGzzuzjoKANu81HXbvUJYNN1yPT4UiS9WZYVdjLKe3mcY/A+3rQBlR654ultZ5pNY023e2822exjhBXU5NNzva5kbkeZg4ClQO/oADU8TzXlxNpx0qS3t5naSVHmBYWyS2LbsKMZKRk46DOM8UAXtC1DV7e7e313UE1AGP+2dM1HYqsYVkCslxFGAMxsQQQOQfwABX8CXOvX0EM+sa5HtZS8mnQwqFmXJAMsxycnAbjaO2O9AHPL8RprqN57PxtoFjgu+m+HpjHm8ht2IH295CGDXeCRt24BHWgD0nSNTW7hjkjjZFkRL5I26xrPGDhiP7oNAHITnX9W+0HSdbhsYUeTRLSxMSsNRe2yGN5M2CPNfIG0jA55oAx9L8TyWemWKW1/aWLzD7J/alyV2aXDGrFmIcgFsDCg8Enn0IBteG/Fsn2ryZ/FOl63E6NfWF/AY98EsJXcl2kBxgqdynaueRzQB2GoaVa3aFNStYriE4MsEgyJPLYEbl9mANAHEavNb6tcW6eGrK3uEglj1C91tMeXp8Nq/+qtJgOTMBggHA7+wBpWdslxqk7XiiQwRQwaardLb7a0hZlB/iYooz1xxQAaXbJbanOlkojhkhi1qeAdBe+bIhaNR08xEGfU8mgCndeHbG21W3ezt3SWVLl72RnY+aU8ojarsQAC7cAAc0AO+KEkSwwGSOK5kW4iubbSWUk64ybgY40GedrZ5BXI560AZcms3V5qVp/bGiSaHtD3FlPOQX1eR4yPKjmTIACncQTu7AA0Aem0AYXi3Wbi1hH9nFFuJJI9HsZXGVtp72UKGkX0iBJ756UAcvd6Rq9vqNidT8Sy6lEWnVY5Io0MEwsX5QxKMhlz16fyAGyeNDdS3G7x1p2heVI+kafZSGDM01qcGS9E4JKyvwApTgdc0AdR4K8SvqlnDLNEEd1InUdPOhcqSg9HdSRz0oAxPDLAapqe4gD/RCxPYCzbqfagDA/4S94ZoDpvj+fVZHmi0vU7aWACK8huJACdLZUABgHXEj/7R9QD1G/ujDG7KoYqrTqp/iKKTz9aAOd+H9hCtjE29J5ZlGq6ndEDN5d3Qy3nnuYydv4Y4oAZrZlsxbW/hYW2m+bI0Ec6ICNPt4Y3djBCRjdLg4yCOeaAI9PfUtPvEhvNYuNStZke5sZLkL5tjcWezcJJUVQVlD8cZHT6gHL2eo+JLiznuV8V3ImheaW1sTHGIpbWyPK3SKgJMiAgHcMdvWgDbW51i0e0kuNeuLpbh1stUsJFTy4HuLdmB04KoIEJUjlmJ/i55oAt3Ou6yTqI0w+dLDsXRINo/dvJYo3ygDklySAc+nSgCHwJfLOcx+MtQv3CeXq2kXiKHsr8lOUTYjKI/mXGGU54PFAFG18c6rJYyPG8b3j3LaFpAZRi3ae6CruAA/wBQpzz1x81AF77Hf6LJEza1PfwzyrYazHOiDbfXgwJLUwouMyAKQd3B6jGaAGrZ6tqF5dp/wlOpWNrE0SWlvahAwmms4yS8zq3yg544yTnNAG34I1e8u7ON9UlSSfMlrcyqABO9rcOu7YMf6zbnoBQBzXiPUr631VDoGgrql0bRo7m185YzHaG8XDGWQEfK4Ix15oA6iLVNSktXfU9JbS7kLI32XzVfyiinBWZOOevSgDCv9cvl0iGSO8lFwyWcktyOsjXM0IbJ/wCmgY0AWta/tC4v0htdcvbCA273919nCbpXjnQDy5JFbB+brg8ce4AF1U3sk8NrZ6ze2y+U2p6hqa7TNdR2zooCSFcAyu2WOz2AGaAIrXUNQtHuYLzU57vZCNZ0i9lC+YIZRICLh0ABMUicHaDzzQBgM+vW+nxXcnim+mmWOLU7nT3C+Vd2bquVZAgO50Oc7jz6cEAGh4o8X24u2h1DxXJolukaXLyQ7RJqN1cM3Ecrq+FgRRn5QST6UAGg+NobizuftPifYkDmxi8RbRmW1cLtdkIwWOdv3eTzjJoAqaN4nhS9t49K8Va/qUcvmw3ttqUTDyhDAWDWztDHyrLg9evagDqPH97cQ2Mpsp2hkbZYJOvWAXk6ISnuiuSOR7GgCLxTqa6NZAaUYrbBj0exldSy2CyuF3SRjr5KZPQ5PY0AYtnrj211brp3iLV9VgkzY6pBcJn7PIsfyyJLsXG5+CM459hQA3w7a6tqhvftHivVbcR3M+kaVHBtAsliYEGQ4ywG4AAngDjrwAdX4N1me+s4JL0qZXQSXDAffkHUhR/eIzQBuUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBFdWyyoyyFgrAwOV6hXXHyk+1AHkmkeDNLtUEWsfDe9vb1P3L30KAxaihfh1vGZQMqQSDhh6d6AO6GkzJqEbQ2rLbLavp4lHSOU3MRC/98KaAJND064ju7xp4HSN3hktJD0nWOyQHZ/uuCKAMj4geGzcvbySaD/a8ERkh1DTVxueC7Vfmt1JGTAyjjPI/MADdH8O6aguDo3gm40tvLaxguZAoOoCVckRxBycBgvUDP4UAdH4VtJobO3W6iaORYYreeJusUscCghv90igCmumTnUXd7Zjbm2jshMRw8y3UpK/gpFAFfw5oc9qbi3ntpPsGTc6LOOiWl7ndEPT7NJnHsRQByGh+BNMto1j1z4dXV7dqfsst/bqhS+TJw6zSSLwVxnOCD2oA6W8ivNLvGksNE1G+s5Yksp4bMIWs7mxZtv7tyvytG397r17UAYMVve31jqYh06Rbh7iREsQwYpJ5EHDOpxkY5wSM9CaANXxNpFy9zBLrXh59ZtFia1k0u3RW+x6rKykuYJWAKsgKjJOOvXFAEHhzQrlHv2i8LjSYZY4k0uzQKPN2RTD544+AxJGQOmepNAFy+0O+bSIY47OU3CpZxy2w6xtbTQlsj/pmFNAGxqmnXD31q8UDtEiXMdzMOkLTiHG7/f2mgDho/A1laSSrqfw7utXZpHvNM1CAoVmt7lyQt1JI6bTCeDwfXpQB1knhnZdWJstKENvClwjIpGNOluY4wBwe43DjIoAuR6dcDUncwP5Bto7NZ+zTpdSkge4Ug0AUPB1pcxwyW+q6TfQ7WmBvDt8u/hu7mQj7LIGzyjd1FAGTb3PiW3tPsqeGbqa6VTo1lqu5BA9oFwJJZN2R5cf8Owk49TQB3mlaYlpDHHExZY0SyjY/wAawIByPcCgDkLKTxBp8tz9m8HXN9HJO2p2twlxCoeN4Yxhld89U9KAJ4PA1zcW91/bk0AvLoH7QY+V01EjxGiMMZFoOe2Tn6kAydI0G2URxXnwmsWuF2WupX7RweSYlIBkguWJZty/Ngpu7E8E0Ab58MTzXF79sh2208MOnQTZH7zbHMG+RTn5N49M9jQBzmkeHIbdI4b/AOFthd3SAWk2p+VB5V5FHx5jXT5bMijJBjzmgDbvRqWn3zy22i3uo2s0cdrOLUpvs7y0Z8bo5GX5XRjzu4PXtQBztrp+p6hZagsFnGLl7pmeySXAkWJbfdH9rGOWRWQ9s5HSgC22lzXc1odL8BNpkUUqvdXU6xK6QpC42wJGSSi5GcsMnGAecAGkjaxpdzOLPw/c6lbTv/atjLC6j7LetGist8zkYVtoIIzx2JzgArWnhLVhpsaSWsCahFMddgtS42TzQ6gzhTKM8TIeOmMjOOaALh/tTVp4Dc6FeaZawv8A2ndNdMm67v0iZQtqkbN8qbySTjPQAUAdXqemx3UUkc7MEkRrKVl6qkyEHb9AaAOGh1fxjBCIF8J+bdhfsNvrSyqIXReBJIM5GF5Ixn0AzQBa1PwleW1jbR6RatfyQSW93JGrKv2oWcoLFGkYAbyDjmgDTtfEmuu6i48C30CEiOa4a4gIt42blmRXJOwc8DPpQBu38lwkbmxtxNMFZ7WAkDz51U4BYkffbA6j60AcF4b/ALcsEzL8P7+4vXxNrGptc2+7ULnHOX3/AHUPCjoo6UAbXiHTtUk+zz6Vpwa9hy8ukyOB59vexgPH54O3dEQCDkjI/MAh02z1PUbmOfWdIk02KFXi0yykdS89zdgBnm2cAJGMAdep4HUAg8aNr07IuleEri6SOaHVUu/PiUXa2rqxCo7gjnI5Hv0oA67Tbq5mjDX2nSWUpz5lo7KxhwxxmSMkfMMHg0Acc3h/VdUkH9saDY6PYhxd39oHV5dckhbKi5kiGAvmYJG5icdqAL2pwNeajArJMIbdH1qZsfLPez4VFJI6xJvbgntmgCXxTpWoma3m0ayjvJITIstgzhTcW95GATBI/G6PAxkjjIzzQBTFjrGo3UD6loTaVDAXugzzIz30s8ZXbGIScKAcnLc9Md6AKvjaXxNPIiaR4MN1BHLDq0V/9qiX7YbV1YqIH5GW+XJ+uDQB0/2/V3tt0GjQwX2CyabcyjCOr9HuYgw+ZOR+RxzgA5bXIPEetRCC98JLplu5STVrye4R/KhglVitrHC2SZCuMnaPpngA6G/168W9ghsordomSXUdWdwd0MEO0L9nYHHzStg5B46UAaer6Wt3DJHJIyLIj2LyL1jWdCMqD/dBoA4G9s/F13aJBP4ZtoWVoUvb8zoVvIbO4TmyjU5y4UMdwXAyACcCgDX1rw/eQ3ZnsdBtdXjkjWxvLJyge3uLdzh7eWbjDISCMjseaAN7w/HciMm+0Sy01yxZLSBgSsIAx9pZABu65wWHoaAGeJX1Pyiui6VBeM4a2m8ybZ9nV0IyCVbPJ6cUAZfgKx1m0gSHWtJtoFjQQw3Uc277U249YQgxgf7RoAv3ujXE17BIyp9niSVlOeWvbkoB8n+zEG598d6AN6gDkNU07WLS7M2g6amoRyotjqdkZQjRzWxbY8TvxjDEEde4zQBQg8B393aXkfiD7Lby3EzajEYCWW3zHFt54J8uSPnpn0GcUAXdLg1ZnQXfgjQrPaQ97qAkUiXb30yJEznPPzbcdMnrQBveItDXULaWJpfL8xGt1l/55Ow4JX/ZbHegDk7u28VX4gXUNCsrXyp4b7Ubkzhvty2cyktZxoBgSAE/NgjpjvQBsjwvJJcXhvFT7PPFFp0ZB5YRxyhty/RxQBT0L/hJ7VYoZtFs5o49tpJrZmG2ewh4yLYAt5jRgcYK56tQBYHhOaV78XbCOG5C29vKhyUj+wqhJX1Vs0AZmiabrEQji1LwPokxUC3utZ8xAlxFHxujgCM26RecFVGe47AG9p+hTR3txLNHF5ciQW1pJ3H2cSbgR2BJX60AZ0Xha+FnexlYvNme7msRu4Zb8vt3t2zkZ9KAE1jQtXH2JtItrOaW33PdQzPtEoa0KkJIAeXJwDggHk8UAXNL0nUJLtp9XtYbUiIaPp9okm4rEZSzNMwAGZSFHGenWgCx4M0a4sbOGO/CCVEEM4U5AYE/dagDmNL8J6lpkbRWHhbRNSjDM+lX00gUrBO5OLxGRjm3Y44Y7h6UAd/bxlVUNHEhACtHH92MgdIunA7cUAcda6T4ksHnXSLfTrmCWRtVsL2d8HS5bxiWFxAq/MIn5GCM9CfQAqReBdRjsrQR2+ny3tt+9NpcHMd4jowZWcA8sjcHGAetAHRaNaXXmMbnw5pOnxgbLZomBkkc9TJsQAA9PvE+tAEXjjT9UubfZokIkZnWO/TzdhfTwcsI58HBmA29Oh/CgDK0+78ZQ7Fj8I+H4LZcQiKKc/uLZT0jAX+FfagC5rOh6tDdC48NRWlwzINO1bTJm2/bIoyxVornBw0ROPunIoAteHtGvxJJN4gW2W7kC2iW0JJXTbKAsQqynqXZixOBz06UAc9rNt40kvEksdD0Vo4fOtrLfMc3dtdlcGUdiAgPegDd8SaHqlwIJNJezjvoW+1rbzk+XcLNEVdGdQSMqxwcf4gAzZtH8QapNAfEGm6bp1rDIusmKOUyPfX0AbbsYKoCoTk5yfr2ANjT9V1CW9uEdQLONIhCxQgvd3Ckny5SOQi4zg8ZFAEvizQbi+gxptxDDcq8ep6bLKCVS6tJQw85R2bGOh9cGgDHj0vxHeXNtLq9npVlDC0jyWcUhd5WntXXcZdqjAYjjH1NACppviHTpJhoOnabf20sj6rF50zI2mXVzjcJBtbKs/zDBB5I9KAOqsRdeWv9pG2M+B9qMGdhlxz5IbnGfU0Ac3P4KuJZL8mS1iS6ij022kUksjxW8ilrmMgdN4xhjkDnFAGf/wAI/wCJLpIEvrTRrGKCSC7d45Gf+1EsZU/1K7F2jYCedxJwPlGTQB3tAHC2mieKtMBj8Orod5ZbmfTWu3dW0uGVidkoUHKxE8c5xxgDFAF288L608UDf2vaXOqQub1bqdNsd0syMrIUjHAMbYB2luM9zQA7TNI1i4uhP4ihsbVURrPSdMgcuYHuWXc9zc7VyXCAAAEY9+oBFp/gi5h06eDzbb7RKLkeYCdgkvmfbubbnCoVz8p74zQBd1DwzcypaCOW3BgljvbssT+8jgtnU+RgdSzDrigBI9B1OGS8ewnsBLMY5tLMu4iFoLVF/wBKQAdWU9Cf6UAVoPDepz3cU2sWui2jxK0TPZO7PqTzIRi4keOPCR5yB85z39QCP/hA53t5o5ryOGVriTxBpl3Fk/Y5Wut6FwQOVOAce+D3oAkOha5fSQnxINGhghYakbe0Z3/tC/jUhSxkRNqwk5A+c570Aaek6HPBcXUkzwlJmjntlUnKLBaop84EDqynoTxQAeE9DnsLdY7t4XcNLOzRk4K3F07DBIHRWGeOtAGN4h8PeIzeLP4Wm0HIhOkTQ6hvwA84bMfkjPOB1bA7DmgC/pFr4llWRfF58PiNl8i3Om+ZkbwQfNM3tjGPxoA5q88C+J7izFreXXh77IojtRdJ5m+8trSRcB4yuFJVRyGbkdOcgA699DnN8sweHyRA+lsmTuM0txGwIXGMBVPfPtQBV17QNSaaObw9cWKXKK+nzW90G2X9pO6HDSpkgxMuQQpz0PFAFSPQL2NbmbXZbR7uSI2ix2+7ZY2kEbYWFn5O92JJwOe1AGDoXh/xDe2FvFfXWjHT3jgkmuF3iY2ICN5fk4252DZnd05IzQB0uq+HtTS58/w22mGZoxpl9a3m4LNHHISGSaME7lyRyCCMdMUAN1Xw7rF7bKL660v7asqavboqt5Qe1lBWOVjyQQME4B747UAVU0DxNcXVvLrdxoUUMLSObK03kyC4tmXd58ijkMem1QBzknigDofEGgxahbyRXDlFdfLWUDJgkByGUesTgHrQBiy6Xe6tZtFr1s9lertRrkAFTf2+0rLZt0KyMAccEDKnFAFzSY/FJdf7cm8PpCoInFoJGa/crxy4ULtbn+PPT3oAd4W8MS6f9o864jl864l1yPaD+5jutuFfPdcUAT+FtCfT7WKKaZJWRfIeVRxIQT90GgDYoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAKAFoASgBaACgBKACgClqujRXihbme+jUETMbaV0MoUHiSSIg4cHkZ/XFAD9O0m1tECadbrFEMlUGTlmPJkdsklzySSSe9AFqgAoAKAFoASgBaACgBKAFoAKACgAoAKACgBKAKWqaNbXibb77SY872WKV0LkA8O8LKSOehOPbpQA/T9LtLVAmnWsUEQyyxIOAzHJJ92NAFqgAoAKACgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEZQfvAEdGB7g+o96AESNVAEaKqj5ERRwigdFA9BQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOO1Lx1qdl8+seEpbexDCC4vhcIzW0bvgO9qg+7kj+PI9KANLW/E9xBIkWj6SdQu2U3rQGQItrZocbp5yrfefAACkn2oA5jwb4nZW1CXXlvLNEkE09vcnJsY44BwgBPpxjrxjrQBtWvjm7Dxf254dm063mIttMu2lVj9olGVW+hUDaZhwOW54OKAF0S4l+13+PMl2vD5EOe5sIziPPA3tQAw+NNVheP+3fCbWVvI66bFdLcK7QXNwcKLiBF6SNxkO2KAHX/je8F08GjeHnvZ0Rb6SR5lRFjlP8TkMc/8BNAFPWfFc11ply9lp8sdwiTabqVmZAG0m4hRgx85eD5K/MMHkYxQBo2/iZ7SxEusWM0YRECQowZr0uqBfLx3nkbGKAFsPFt/56R6/wCHjp7SBm02ZJlkW4khXJWTaFwypz0IPY0AXPGMjLY3JjdlYQTOjqeUYW7cqR6GgDibrStMS0Mh+IOvwTCMXQkOoMdtxsBwYmY53vxjGT0HNAHTf8JfcQ21qbqwluNRnWNI9PXClrpoAzmXd0WAZJ4OPSgCzo/iySWVotZ006deKn9oiDeHS4si2N0FyAPuNwQVBHuOaAMO++J97DA08fhG5m07HmWd4sy77mJiMPLaFcqr+u4kcZUc4ANSWRv7VQb22/ZJX2Z43fbIecfSgCHWPGesWW973wkBYI2Jb0XK73tQ4G+O0C9xzgyA464PFAFrXvGM1rLBHpmk/wBoSTiWS0KyhVU2qIfnkIPDqx5/IHNAGZbfEDV55HitPBrm9iw2qQyXAEdvHKPlMN3sOTOM8eWOh5oAvx/EK1ayWf7FdZY/Y49NXl31HzSvlpju0owPbnFABp3jC/8APSLxD4cbTpJA0mnzRzCRJ5IVyUeRVXDKnPQgjoaAM5viHq7idtN8Gm4ggkl0+5na5Cmf7E5ybWIoc5UZ6jngE4oAz/iHrlxNFp76Na+dFJc299Dvk2+e7DciSrg8T5yTztx0PYA6nUfFNxbJEJdID6hKTb2mkxyjBlRCSXuiB8sKDJOw+woAboviy5mmaHWdFfT7oINQhQSB0vLUsATBOAvMbkAgqMUAVfibKE0+UtPJCu6FZZkJBjia9iBw4/2c0AJoHhjwqziTw7d/aXQ/62C9lkETsOkq+aw+YdiKAOQFx4TNzd/8Jfq8kc4naK1ia4mTZaCGPGyOJwOXLUAdB4msrO300Hw9c3KQF7e9t5FldvtEdxdxdZZCTh1bPUUAa3xFmdNOuDDI6MIyUdTgqdw+6woAwviJc6Wt3ZjxJeTQWZFz55WR0DSqkW3zniIPBz360AavhPTfCsm9/C85uhj7DdkzyuuyTBw0czsPmx6ZoAl0SaazuntpJDJb+WNW0JmJLW1qrhWjkc9RA5XbnnBxk44AOqoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAqao10IpP7OCm42MbIN0NwEON3B/ix2NAHimrvpt3p7+Td+J7rW/LV9YgDT5jlZlLLeW5+QIrHgbRkAbeaAO+1nV4dN1FZNXJhtJbcaVDe4YiK+t7ljtmCg481JOCSOlAGDNYXOsQ6n9isLyIymKbTYpgVN2Le1jKlc/899o6464bHNAFrTLLQbl4Mal42upd63yWNy9wwsLi2YHN+kgwBE+Bk9e2RQBcul1SNtUbRIZvtJ8p9OIXmR1sI/8AUBupXn15oA5+4ttFb7KfD48Tzzm5trvUJLhpz5aC4GTqiyHbuBJ6DOeRxk0AdrpNmf7Su2eBh+7tooZiPvAiXIRvqBmgDJFnObXVgtvMWaS5+zIFObjfp8YHlL33HjigBNftTqmlqNH+1zOnkzSQRAq8jWpQssavt+ZUyR74A5oAbouleHbqeJrfVvFd7On/ABMLRLxrhltWwf8AWtKuASPVgT+VAHVeMY2axuRGjMxgmREUcuxt24UD1NAHH6z4JsLe2t59J8Oaf9og8vU7q3jhUHUbYIN4dQOWRfmUnJBHHNAFrx/pQnktJ2k1VbSIyC/msdwltoL+EAOmz5sI4G7Ck4J4oANA0nSLlpW0S98SXcvktpYvNSM2yNbgg7YmuFByGUE4BwKAOf1rxQiaMYJtP1Fb1IRpN9aeW2LL7IFUvNOQBtIwQQxznAzzgA7mWF/7VQ+W+z7JJGZMcBzdw8FvUigDzDVYLKaxkGq2/ie717a322JvtBEM6OckAER7I15GMjHSgD0I2swutP3QSjbBPHOSD+5cxQcSehJBoAu6RC41G8LRuFMdqI3I4cqs2drf7OaAOS/4R65bSl8mw1DzUuW1a6tbfImmjg1N8/Zeh3CIZHfjjmgDR8N22hXFzG2nX/jC+ljDXMcl8ZzHYNJHtxIbgAZlVjjGehoAv+H7Wb7NeAwS7jPeGFMHMokmfGxf9vt60AYd99oGmac0kF3CsUlnc6nF5bFltbXAJaJQTjOG6UAbXiK/YSWl1ZWd7c2qeZFfrHE2+Gyv41+cWzANiJkBPyk4ycUAO065GqXyTWVvcrZQxvZwXUqFDfX12yZEUUiglYY16kLz0zzQBe8f2M09m621rLOxeA+TGpJdEvYifkGeFUEn260AdBb2NvD/AMelrBCDywjUDcfcCgDg9H8RCwmuxc6F4hmLXLXUU9rayOskJgiHEqDsymgDS8QvPq9hL/ZFhfRTArNBa3sTRtPLZzI+FSQD/XBcA9M9T1oAyPEXioaxatBo+ka0t5KBazwXFu6jSAzrk30zgAbEyRhjk8d6ALnjVp4b6wlTS9UuoY/tP2w2kLOYPtFuoG9UB++xoA6HSPFkV45WPSNetiB5xkvLZ0VgGAwsjgcnPSgDHsLk3d/LNaoz2kMJ0SGdBn+0bt5gz/ZsdRBsVeO+QM9gDc8O682oQrI+mX1iTlTa3K4ZShxnb6E+woA1qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5/UvCDXkmdT1rUJbUMlzBo6BFj8yDH/Hw6ruYeYA2C+M+ooA6CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBrxqwIkRWU/I6MOHUjowPqKAGW1pDCqraQRxRqBFDCgwIkUdEUegoAloAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOM8DfEGTVDKmo2i29yjM8IUELf2AmZQ8G4n7jqVPJGfyABY8P8AjYzJdvrT2lvFBczaQsyggC0tduDPknk7ucYHtQB0d1qNvCV+1TpGXYWdqG/5bTspOF9yqmgDP1rxnpGnEDV9QWFiDMsaqzFYVPLSJGpwoPcgD3oAnuvEumQxCS41G3W3bb9muAci5MvQQBc5L+gBNAFH/hOdKkt5ZbC/ikjjBa4DhlMEirkCeJwCN3HUUAZ/gr4gWl/ZiS91K1aaNPtWu7BgWOQxzIv+6poA1NJ8caNfPs0nURcSbTdrtR9rwxuoJjnKgHYzAHDE0AV7H4keHbmRUs9Yjd2+S1Yo4W6f0guGUKTnsGJzx1oA6OgDn9P+IegXcippurJcSOTHb+WjlXkjjLEGfbgEICcFgaAF1D4gaDayFL/V4opBhZ/lYrasw4FzOqkKWBHVhQBa1fxXpdgFOqXyx78/ZI1Vma5CAZ8mGMMTsBGcDjvQA0eL9JMJlGox/ZgRby3GG/dTNIFw6YzkOQOnHegCLS/HWiXshTTNUjmlwZlTawE8anrbSMoDBf8AZJoATVvHeiWMmzU9SEcuPPeNUdvIiJ63DRqQo/3iPWgC3qfifS7ONZNS1O2hgYiO3uSflmaRSR5bDP3lBNAEWkeL9KvmZdMvt8i/PLA6MrCMn7yxyqpIzxkAj3oAgXx7oZmMaalumDfZJgsblYrhTyslyF2gqeo3cd6AJtY8ZaTYMF1O9ZJCPOjgjjd2MWepjiVjjPGcYoAzPEXjSFbAz6BqNs8e6JI7vgqkct2ituDdCik9Rx3oAvab480O7l8vT9USSbBnijKsBcxr3tZXUBgBz8pPHPSgDPuNcvYob94tVtrkw+YbCJY8f2ZLb2gbZMSBuwSD1PXGewAJ21mcy2QbV7aDzUkmubBky2qslup/0eQDj7OTk8jPSgC1qPjrRLSTy7/UljlAEsyhHItUfODdSopC5Az8zDjnpQBl+GvGZGnRT+K72JXfMjyRocEzzttWKFATlUwOhPuetAGxovjDStQLDSr0yOuGngdHRo1fofKlVTg+uMUAYniH4paNbxzix1eE3SJIsB2MUF/FESFa427c78DG/PagDqdNuHliRpcbmRZpMf3nQHgfWgDP1bxrpFi23UbyQSbTdvDFFI5htwfvTLCrYGe5xntQBJeeLdKgiSS41BPJk2rYvGGY3jSjgW8MYJJI9FPvQBLpXiKwvd39nXJdkPkXcDqyvayek9vIFI3e6jPagDJg+KHhyQAw6q5iJWBbswyiNJZegmuim0E+7DHegDT1TxTp1myrfXEvmsDLDbwxu7vHH1PkwqxwvrjFAGR4h8TI9oJNG8QJp+50tre+lgZsM8uNr2rLkGTpyo/DrQBoax4z0+ycJcC9mnI+0/ZbWJ3aO2JPzyJGD8oKmgDA8ceP1trSKXRb5lEkkawTiIndbFxuyjKcErxyAfTmgDpD4t0sW/nS3hjteSJpUdSSrkYEDqGyzDAG3J7ZoAdpfinTrxmWyuJfOTDXNrNG6PCsg4LQTKpww74xQBbv9TtrWNn1C5jghUebPM/SNR/ifxPagDP0nxjpt67JayXMc4H2k2lzE6O9tuwHjilUEq574+uKAM6f4paDGzj7RfSeUxs9Vmit5SmlyIxH+lThMAbge5oA6eKZHAMMiOhAkikU5EiMOCjDswoAxta8a6dYuEuftk9wVN2llaxM7/ZlbBZ0jBwAe5I9qAJG8Z6QLcTHUFNocJ9qVWIiLNj9+oXI2twcgY/ixQBdXV7UzGJZibgIL6SIKcRQM2AZJcYBdgcDOTyQMCgDEl+JOjRuFuW1CFC32FdQlgkWE3OcbftbqByR1zj3xQBd1fxhp9k4S6N3JcMpurazt4ndriONgD5SIDyM/lknigDLX4raCwzby6jMR81/FDbys2kIpIJ1FFT5fLKnOee4BHNAF3U9ZSVbZtN18WscssfkyrFvGrW7xu3l/N937Qo+91GKAE1Lx9pltK0TpqFxdKFmaytYXdnhlB+ZEQHhcc+nHqKALlv4r0yW3862u2kteWaZEckeW2DmALuyrDptzQBU0zx3YXMojNtqtnOwM1rBewPGbtI+vkFxz5fGec0ARt8QtN8147e31W5mR/sN5HbQO32RmAwZ2QEBXzwSRnB9DQB0lAHKw/E3RndQP7RWJ3+w2eptA4hu7hmIAgvMYO9gcHOPegCxHqVydReMzt5Ato71IOwuJLqQE591UDrQBr6pqsNpGz3Szsi4ysSMzSM7AARxICSWYgdPrxQBn6X4xs7qUxC31G2uAgvhb3UTKZbYsBuiJ6hWIB56/jQBXsfHlldSulhZarM0ch0u8nWI7ILhHwd0pPRcZ+lAEmoeOtPt3dfK1C5aMCXUTaRM409ZOn2gpnnHOOSByeKAMzU/F/2e+iV5LyS3e3ee2s4Y2LXN2Z48HywM/LFu64AGc4oA0JfFNrcWs72tzeWZjWSO7aSIiTS5YoSctbP3VSGHY0AJofiC3VLaO51Se8mli+3WV9JHt/tJIkUklR0OxgcHn1OaANRNctWmeNGcyoi3l02PlhjmLY3yerbSfpQBix/EvSG2GRNShgkb7NY6jNC4iupGPG2cjpN2JwDQB1NAHD+KviTaQW9wdNGoyOivYpqMERaO01ExnAefp+7cjPUA8HnigCTSNSmmGnG51q7SV4DfXNqFyusN9liybmTPBhd8jjmgDTvvHenW7uskWoyiPauo3MMLMlg0uOJ5VHVFIJxnA60AU77X47tLOTTNbu7OGSZVjjWIH+1FZHOyfJ+UOFPPP0zjABmW/jif+1popYtXlgCRWsEMcLFbW4kfl5mUcKwP3icYoA6HV/GUdoxVdG129KgTXLWkORBGwPWRioJAHQEn2oAo634pEtvbSaFenypbi2g81R/rbWe5UFWBHGRweh7UAdbQBxsXxZ0iRFeK11g2jERSar5JEVmzkD/SZiRwpOCQCAeCQaANTWfGtlZSrHLbahcXLq11Z2ttHuNyIiMhTkYOMnkgYHJ6ZAFu/GFtBDG9zZakskmIrLSvL/fTzkH5RBnqgBJJbaOpOKAH6H4ttL8uscF7a3EePtun3abXtlkzgsASCJAMjDH3oAxoPizpMiJIlnq62bERS6u8WIrGRyBi5lLdnIBIDKDwT1oA3dZ8QGz27NH1i+Zs7Usow3liPH+udmUDOeMtzzigCjH4/wBOa1knMV8kcW6LUbR0xJa3EIGUeMnGRkfxY96ALOkeKkvdxttI1iOED7RbXk0YVdRjPQ2qls/OORlFoAoW/wARLdpEW90LxDYLI32OzvLyEKk1wx4U4YkGbtlRQBc1bxhDaybItM1W/m2i6uIbJAxs4HJAM+5l/wBYQcAZPHSgDH8LeMLf7JcT6lqMrWyzzyw3Em7KWSzHaEjYZ+7gAYB7YzQBoad4+tp3RbrSda04ycadLfRhVvn252xsrNglecNtJ7c0AdBdXKxIzSBiqgzuF6lUXPyg+1AHIwfFrTHWNzpmuxWchWJNWkhAigll7Tvuz8r/ACkhSuehI5oA2tV8Vw20iRxWN/fXTg3CWdqFzFbIcF53ldAF3EDluT0oApp8QtNa1lmEV8EizFqVkyAS2c8eMrJExAyMj+LHvQBc0PxSt/n7PpOrwRYE9veXMYVb2N+htxuJ5HPKrxQIq69ezpd2Sw3EqRu8y3USnAuFjsZCBKB1Ctz9eaBk194xijlaOx0rVNRmRRc36WYTFirjgTPLIg3SryACWI5xQAN42077Ms0RuZYmItrWBEO+4u3k2iNYmx83mgryQM9TjmgCbR9euLlmW90DVNPkUCSTzwpSXzM/8e9zEzA7cc9CO4oAs6tqptU3Lp2oXhyI1trRAzOXPZWIGF75YUAZ2ieMBdSvFfaVfadeIou5LS42kS27uRutpo2IIBGD054oA5bxl8SXNlO2j6V4hRPmsLXW4lQIJUfG+KQSbtpPAbZjPTmgDptc8bR2cyQwaRqd9dSK1zaRW4TG2L/nvLI64Ge/NAGUvxUWTcNP8La/cSxZ/t21CqG0kRn1LYYyDJUKxJHPFAF3VdasrqOze11PVI4pZ43spLQ4+1ny3bZfhiPkkCncME5xxQA7U/HbxXDQ6X4d1bUblFW8n8rYEjhk6bp5HHJ9NuT2oAg1XxNp97p5kW71yziZktJmtCEuNPuDdou1tx4KScNz0zjPFAGjq3iySCYRabot7qNzsGoXEUTIotrNnIBaWZlGXcHAHPrigDnviD4lu1sonsLXV7ZnlhDpwr2w8wHbcAsMGQjHBI9TigDb1jx1DYwxyahousq0kg0mDT0VDILly+MqsmMSbOMOc5FAFm28QXxhd73wxqcMqsIF05GjZ7lW2fNC4cLgbjn5xjBoAr6R4zM0xh1bRrzTLvb9ut4JmRheWwOCYJ4mIzGeo6459cAGH4l+IUjW1ydJ0jVnt1SbT016AriG/jRhmCMNu2xSYG4LgHnoM0Abc/ipbSGANb3d9dyqsdjZQ4L3koiBJd3IAWPPzMTgd6ALGheKheM6Xem3Wn3ceGubGcqSYpOjW8iEgq3TI6HigCn4d8bz6mI2sfDeoJZuC76jK8YEEiBsgQbtxG8YyF9+lAEFx8RSu97fw7qVxp0bNBd61GU2qIGw7Q25bcywNnJCkcHHSgC7qfjIxyLHo2kXOqXDJ/apiieNRFYs2AzSTMv326AA+9AGxpt9JcRq01hdWjHlrSfG6Egn7+wkfN169OuDxQBl6l4seObytK0m51G5CfbrqONkVbOBs486aQj5pmHA/E4HNAGH4S8WReTezao17BCtxJJJHcg77KKK1h+VogTyh4wM+1AGlB45lEkS6x4e1DT0m/dafcyshAuCpIS6VTlWdRwCDzx2OADqaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r0zSLj7BFPo0Ya+t5Lm5hi/6CVmb+bfFIcH/WpnHBw2MUAU4tQtr3S9UfSVZoXmlvIsLg7TbwEl09jkn86AOx8X3cLvYeXPGS10lxAueZYRay8ovoNw/MUAYWlx+ITqF9/ZdxoEcm+PeL2Nmc2nkDZ5Ridfl2+x5z3zQBcsvh9fGzjSLxFbpcxTtrOnX0CBkhk3P8nkuei72HXj8MUAW7DX76dLyLXLKxivIUDXM9ocpew3ULlSgbkFQpyD+FAGbpP/ACL5/wCvSb/0S9AHUW95Fp+nh4rYGOK3+2LbrxvW3t84U/7WKAOB8ZXGvmC2l1DXtFKNNb3sGnwwkGGYsCPslw7Nu2dTlVGM/SgD12gDkvhhBGmm2/kxqoKea+P4ndyST9TQBx/hGx8RXFjIBeeFVjZ7iPWhdRSF1unmfebuQSAZxg/d6YzQBv8A/CE3qLanT/ENmuqwQmzhkkXcmp2eFH72LIOE4+Yc885oAz/EHiNrzS7j+2bK2t5Yp49L1eNDujeSG9gJMR/uyK2eRnqDQBveKWgebTzZPE0hn8yzeI/fsPscu/ymH8JXbnsRigBvhCS2Vr03r26zi4lfU5HIyLMKDGZif4Vt8Y7de+aAOTj07zbHTVZR5ZvhPCrjIkskluWUAHs8IGPagDstXjUanZlRhjFdRSMP40TySA3+6SaAMKZ77QEaXSNUstR0cyG4msJG+fTzcz/MNMuASG2yE/Kec9Oc0Aa9zq+s3t3NDo2oWumrAsUss80HmHUXvFY/uVLrhYgMdzmgDjJbuP8Ase7N7dW14Bdlr+eIDbc/8TSIkrGCeJVOQMng0Adt4o8mSawNg0byef5tq8R66cbSTcY2X+EjbnseKAMg/wDHnq//AF0uv/TbHQAX3/H7o/8A1zuP/SBKANHwZMqPqH9qNAkgunnuS+Bs01oI9hmY/wAPlA9eOtAHP+E9Z1aPTrCPT5LaC4mZ7Nb24TK2drCZWBWJSMs8ajGTz39aANDR4rxNYxqut2OoTi0YO8MIQ2yG7iIWdAzdc5HPfp6gFXTLq2Ggy+e8McghuLW/SQgFdU/eZEoP8TycjueMdqAPQdF/1EX/AFzT/wBFigDnfCk0CXF/9qkRLjzxczmQ8jTvssewsx/hXDY7CgCLUL60/tCzaWa3ktWimh0SdCNg1GQx/wCrkBx++gyByc9qAJbV1fVpDYspRbZbbVmTob03BKCQgfeji3dTnBFAGHpNpF/wjxHlLt+yzXG3/prsds/9980Aal3pM1yYH0fxLFZ6qsAURS7X+22c5Uk3Nu3OGdeo70AYniPxBJf6cG1WCOK5S6j0yYW5yj3lreAExludrqCR36UAdBregStdNL4X8R2dnqQjWDULGcKyXNmrEg3UQ+ZeT94HtjHWgDJ8Qa/calpSS+VFbkyxJfQq2Q32fUVU+S+OjSqCOnHf1ALnxNguT9kaG8htYluFknvJU3JYzFGCvPGSOEbjJYAEjmgC3pnhm+W9Euq+LbK8nWJrJ7KKAIzWszg5lxKxwHH92gCD4o+esNu0MsUUaXdvcX9xKMpa2wc/NdplcqkhXPzD6igCydEvJby3fVPFGkvJEss1vp1tCUN/b3cYBL77h8iNgp4XGfwoAXwRaxNHdB4kIa7uhOMf67NwR8/1UYoAl+G7E6dbbiT+7AyfQE/yFAHPi31dtVu1stcs9MZlgnsBPAHbUrVISD9my68W8obPXk80AXLKx0/TrG6Ot69b6tbySTXt3LEoAeW7wDHbxq78tKD0PBPSgCn8OfN09J49btZBqSqupTZJJ1DTUgUJ5chAz9mCmM4GAR70AY/iu91K50ozX/i+yEc0Ym/slYU2M0rA7LaXO7dCcAnc2MHI9ADtp41OrR7kUkWkrxkj7jfa4hlT9CRQBH4TAF5qG2AxfvYzsP8AETaJz/21PP40AcxpsyJYaT5jBR9oijBPdnhnA/76YigDrNGUf2le8DPl2oB9ARP0PvQBy2k+Irqzt71raSNW/tGXTIrmUZTTI7u4jBeZQRxEWJ6jmgCaRpRqVkJ/GkerHdPKLMJEDaqbKT5swgHB5HOc9uhoA6LwXGvmXxCLuN26M+OWVbaHAJ/2STQBs+IreeS2nWxJEzRSRWpHaZ4mxgAH+LHY0AeZQWj3unxpP8Q9EtrR0js0tGtFDWsgZQFP7/70MoxnHUZ96AO1i/5Cz/8AXpF/6WTUATeNNaurWOL7Hew2fmTJptzqMigjTYJEc7gH4yWUAbsjnoaAObhuUOrW6p4tfVisU7vC4izpxkEf3pbdEH78DoRkYz3oA3/An3Lj/r7uv/SpqAMzwpr2nWTXqave21nMtzLqc4uG2+daXRBR0LYyCmBxnp9KALu+GbVImiMcimzkuLaUc5D3UPMZ/wBpTQBm3dmks+rLG4TfbwpKw52SSWs4yy56hAvpQAjxtHpdlNAv7y3jt9WJA5azFuqyDcAeDbsx6Hp0oAXT9OlvLC9lhgd7i7Wee0QdZLUQskSgH+9EAfx/AAFbxBr2m3Okqmn3VtNPIkWn6dYoRvN5vQALBnObZxk8ZXFAHpdAHlVlrljFo08V7fWsV4kdxpF7aO2Gk1KQyfcQ4J+0u2Rgc5+tAC2TETaHgkf6PKGH94f2ZH1/GgDY8K+INPszerqt1DaTJczX11HKQGlt7ptyMijk+ZFgDjPGAOlAGPpP/HhpP/XeP/0nuKAOiSS3i1d98kMTPaxY3ED7RL9rlHyg98ACgChPrFxPPc/2j41bRI4X+z2lmgiG6PyVIluXnViwmLMMDCnHHNAGNpT7tMsj5rSZvUbzWGDLnWH5ZMDG76CgD1qgDyPSvEmkvoJQX1rNN5LaWtiCC7X8oYKqW/XJkIxx7igDprSzMeo24nRC6WTpnr5ci3EIOw/TIoAo+PYZ47y0kOty6ZDiXTv7QEaMLG6uAuPMMoIH2oAjJHGOtAGj4b0eE3byt43XWbgRDSriBfKH2aHzdwMsUGOVbdjIzyaAOV0nxPpMuhGOO+tZrjyW0kWAI3/b7jIULA2DzIQQQPcdKANbVdWmS6SDWPFh0S2S3S6+0o8anVbwuQdl3ODxHt6bQT1PGKAObt72J9O1Vbe/mvUErXEWoyEZvUlijALEAdAnUDB6jigD0/xDdz6fZyNpEAkkijLWkbc/6lP4wOu0DNAHneq3Gnu1obb4i3esTNdW0ktl5kRVs3C5b7LCgKhW6ZbA6daAOltte0/TtQvP7evbSy8wQahp89wwUXlrDBtIjdu8UoPGc85A60Ac7Kz3OmXL6Y0ksQvZNXkCA5uLGK/DEhD/AHU+bpnigDodc8SabqjWqeHdSs76Yzxas6wOCbKytDuZrkD7uV+XBwSTj1oA63Wv9RL/ANc3/wDRZoA8zuPFGnXWjRw6ff20t88MGiw6YWAka5cRr/qDzgfezjBHIOKAOjuNWtdO1N2125it4poY4tMv52wkT2bybo/MbgFtwbqB6cmgDnNaliubbVZrBna1kEdpayc4vJLKEBpIN3Z9wXIGDtzk0AemaL/qIv8Armn/AKLFAGJ4i/4/bD/rpP8A+kElAGdpPiLTtMnvE8QX0Fi7THXLRrg7VvbOaCMZtnbqVZCCBk0AUrJNHawkPi1Wt7O4uJdQs5JgymJLu4YozMB8pI5BOB69aALng3Wbo3MkMGvrrtgka3dtq+VZrSZ3x5V1dRnDEqC2cZ9aAL3jzU5YRAG1d9MtZJRaarqiEA20XlMQqyHp9odQN38PegDmdAhsZNUb+wvEd/fg2b2a38z+YLWRLqPi3uj97YWyfmbBPXsADMm8S6dHojQXF4kd8kbaXc6Yc+ZDcwuc74Rk7VAzu+770Ad5L/yFk/69Jf8A0shoAXw7/wAft/8A9dIP/SCOgDjLaYJp2kEtIP8ASrePKdcyLMOc9jnn2oA7PRv+Qle/9c7T/wBBnoA5W7/5B93/ANf7f+nmOgDX8Yt4facG88SS6JqUaZtdSU7fNt2JOxi4w4U87ck8+9AGP4i1G/utIhk1cEyCWO7up9hXdaR3ZCyNCegli2t+NAHQ+IdWtLwWD6ZdRzwtdr5M6dJNlvcA4+jAigCx4/v7iCGMxahdWUBmSDWr+AfNZ6cytkiTBxmTaM44zQByWjRWP9rwnRdZ1XU4fJlikvJ5WkRZkK5FrdNkfKGXOGIGR3NAEdv4psbXSZ7fVLlYtRjS40e4scHfczush3pGMkrKp3FunUk96ANrU7uOyl0+fUHmS0WJtMu7jHyWEt3FFtabHQSFSCeg46UAaGk3cN/qLTaSyTWiQf2PJfp92+u5LgNi3kxgi2VeoJGW470AWPht/wAg22/65j/0I0AefaXbaXBbm38T+NfEthOm/SrzSIypFxAScGyiEDErcxEEdaAOl8RWHha18lNQ1m/0q7hhSDRdZBZWW2XIw7gbSTs+ZSvQ8YzQB1HgvUb+5s4n1hi07Bi8pTb9piWVgrmHt58QVug68UAYMmuWulajOdfuXghuEgbSrl1+QvZBwyeYo+9lgefX6UAYNxYXOq6dqQ0yzut73Ju7SCRCGmSBLZuIjzmRVOB17EZ4oAvWEvh/U5YvJ8Y+KLmQOmopo78i0ubVgcXyiEkbHHOZAPQ9KAPTaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAr2WnW9sgWxgSKMEyLGvQNK5J/wC+nJNAEFn4f063V1s9OtoopGa5vIAvy3EswAJkQ/3wMdMUAZdj8OPD1s6vZ6NEkqnzLZyzn7Kf+ndWYgD2AAoAt6x4O0m/IOq2AkdR5STKzKxiJ+68kbKSpPYkj2oAbd+CdDniWK40WyNuuWtYEXb9lZicm3ZMEFiScgg55oAtaVoFhYqV0uzSFSfMlIJJmkwBmaViSTgDkkmgCtYeDNHtUkSx02OOGTKXlsCxWRHByEjJOAwJ4AAoA1PskOzaYIzFj7OYWGQ0O3GGU9iOKAMC2+G3hyLPk6Hb84xvLN5IjcECAOTtAcA4XA9aAOkoAr2OnW9sipYQJDEo8uCFeka/7NAGRf8AgHQbqQvfaNbyyNj7SSSBdlMY+0xAgNsxxkHHagCbU/BWi3m37fpFsxQeRaSJlWtYl6CCaMggL7EUAUdf8D281kbfRbWytoi0brAchfLiukZt20HmRVPbk9aAL+leC9FsW3aVpFrbyY+zrKo5SEtnCE5wGbnigBdS8H6PePu1PSbWeTH2dpWHMkIbO2THUZ7HIoAvXGmW0uz7RbRvsYXVpn/l3mRSAUA/uqSKAFl063d1eWBGlQNHbTHrCs+M7f8Af2igDKTwF4fV96aDYCTd9szt4FyM/MIumVz1xkdqAJNV8E6HfOH1fRbK5lA8tZZF52KejH0B9aAJT4U0gxNH/ZFkLd2FzdWgQBZ5VK8ug9Cq/lQA3TfCGjWbltL0eyt5CDF5kajMcbMTiH0BY5wMCgCz/YdjtkX7HF5cpaTUY+120yBT5n++gAoAH0OxZ42eziMkQaPTpO9osqAHy/8AfQYoAq6j4O0W7kV9T0WxuZlwkc0qAkKp4DZ67T65oAfceFNJmhEVzpVo9qMGG0K/LCVPHljtjPagBNM8JaRZkHStIs7ZwptVeJcEwuwJDEddzAHnmgCrc/D7w7NIz3Xh7TpJnyLiVkGZDIuCSPVh360AbkUKIAIlCqAI41H8KqO30FAGZq3hDRr8qdY0eyunX5YpJVBKrnpu9M9ulAE994f066jEd/ptpNbjAjtnUbYtgwPKXtsHAxjFAD9M0Wxsk2aTY29rF9/yolwC57tjufzoAdDpFnHF5cVlbi2wbf7JtG0wvnKmM9mBPHSgCnqnhDRr0AarothcBR5cBdBmCMdonHIHsDigCz/YWneWE/sqw8hSJILTy12QurZBjixgFW56UAVdW8HaLfMDq+i2N04+5LIgyAOxb09ulAFqfQtPlh8qfTrRrXAg+xbBsWNTwFjA42EDGOnagBLbQdPhh8q3061W1wYvsW0FGSQkkNGf75Jz60ARaR4W0nTwf7G0mztM/wCtaJQDKB/z0fqdv1oAv3FrDKpW6gimjI8uaGQAiVG7Oh7GgDM0jwdotgSdH0WxtmP3pY0G4g9vNPOPbOKANKCzgiz9lt4YgSbiURqB5s0hyWcDu55J6nvQAW1nBCoWzt4YIx8kUMSgLEvoiLQBT1fw1peoKBrOmWt2o+eISrnyif8Anm3bd9aAJk0awVFWPTbJYUIntbdY1220sbZBhjAwCjcjA60ASNp9szh3tLdpgDDDclRuijfqEkxnDfWgDLi8CeHo2YxeG9IVnHl3H7pcSJ6bCMYfvxz3oA1jZwb9xt4fOANutxtG5YWYEqJOuGYA4zigAjs4EZjDbwo7Ye5lVQDcMigAzMOu1QBz2oAg/sTT9qL/AGZY+XGRcWMPlrtspo84a3THBTJwRgjtQBOlnArM0dvCsjYS4mVRunWLOBK46+Xk49O1AEX9kWO11Gn2fluWmvYdi7buSbqbhMcmTvnOe9AEFn4Y0i3IOn6JpduwJmiaGFFMcjKQShUDlkJH04oAuQ2cEe77PbwxFj9ouCigefMQBulI6kgAZPNAEtAGcPDWkiXzF0XTBc58z7cIl37yOvn4zkj3oAui1hDFhBEJSBA8+BueJCSAz+ikk9e9ACXNnBMpW8t4Z4z8ksMqgrKvo6NQBXs9C063x9g0qwt9u4QCGNV8kTEbvL2gY80qM+uBmgC1HCiZ8qNEyTI4UfedjyWx3Y0AVL3QNNuWVtR0nT7mRf8Aj3lnjVjBz/yydgcc0AW/JTOfLTfjyxJjkIT0DehNADTZwHdm3hJb5Lk7R/pCgYxKe+BxzQAfY4Nm37PD5OPs/wBn2jb5O3G3y+mNvGMYoAdFCiACGNEQARxRqMCNFHARR2UUAVItA01JDJDpOnpcnPmXqxqHk3dd8wGfm+tAF6gCm+iae0heTTLFpyPs73TRrveEj7rSkZwR2zigCcWcA24t4QV+S2O0f6OpGMRHtkccUAYHiLw1c3LBtMg0GKbHlDVLmEtLYhu9k6leUByPmHNAGnpOgW1nDFHBGHSJVht3cDO6Ncbj7tz0xQBPPpFjK6vc6fZyzJ/x63MiKWts/wDPGQjI/A0AJc6NYTOrXem2U0q8W9xJGpa3B/55SEZGfY0ATCzgwALeHaD5yJtGEk3Zyo9d3NAEtAGB4c8HW1lBAt1BZ3NxEn2aK+MY3R5PPkOckAn3oA3PJTOfLTfjyxJjkIT0DehNACXFrDKpW6giljPEkUgBDj/aQ+9AEdnp1rbLt0+ztraPqIYVCgH2RQKAMvwz4UgsIIUkS3mmjQW7Xm0ZZgOdjdccnv0oA1bjT7abH2u0t5sfc8xQdm7+7kd6AF+w2+CPssGw8yx7RiU4H31+gFAE1AFWLSrJP9TYWiciQhUAy8Z4PA6oenpQBJPY28uPtNrBKRzEXUHyyf7hPrigB8cKJnyo0TJMjhR952PJbHdjQAyCxt4s/ZrWCInmUooHmEf3yPTNADb2186N137dytBvx9zzFIzj2z60AVdH8P29nFEqpFJJHGmnLdlQGlSCMDk/7QHrQBentYZRi5gilXqUcAjI/wBk+lAC/Z4tu3yo/Lx5PlYGPLx02emKAH0AFAEU9nBLj7Tbwy4+ePeoOxvVc0ASMoP3gCOjA9wfUe9ADILWGIYtoIol6hEAAyf9ketADnjVgRIisp+R0YcOpHRgfUUAJFCiACGNEUcIijAUf7KigAFvEGJWKMOfkeUAZdR2ZvagB9ABQAUAFABQAySFHx5saPgiRAw+66ngrnupoAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAc94O8VnU7NJ7qCK23b3kjDcQJBM45kOP4Vz2oA2rfULabP2S7t5sff8tgdm7+9g96AJXkVQTI6qo+d3Y8IoHVifQUAV7HV7G6GdM1Czuk7yQOrAcnqyk9waAEGs2Bk8tdSsjcY8z7GJF37B38nOcD6UAS3V9bwKWvbqCCMcyTSsAEA/vO1AGbquuS/Zmk8N/2ffSfL9kDSqEuN8ij/j4zj7pyOeaANC81G1tl3aheW1tH0M0zBQD7uxFAEsNxFIoNvLHIh+eOVCCJFPdGHrQBg6j4ztkaIaZc2N2XnXQ70RyA/YWeKQ/OFJwVKYwaANO81/TbdgL/AFbT7dz8kUU0iqZGbsisR1oAttMgGWkQJjzGkJ4CAdS3oBQBh/8ACY20k8CaXPZ3kMomka8hkDCJrER8KUyPmL+vFAG/QAya4ijUm4ljjQfPJK5AEaju7H0oAwrXxdBcXSx6dNZ3Nu0L6ot7C4YGSC4RcKykj+I96ANKXX9NSQRzatp6XJx5dk0ih5N3TZCTn5vpQBeoAo3uv6bbMq6jq2n20jf8e8U8iqZ+f+WSMRnmgCe81C2t1LX93b28Y+/NMwVUz/ediOtADbfU7SZN9pfWs0PL/aY3BXavU+YDj5frQBAniPSmcJFrOmtMQJorVZV3SRuuQUiBzh1ORx0oAw/EvjRreeKHS7vRUuZN888l4/FlDAoOHhQg5uMnHIHBPNAHRX+r2NqudU1CztE+4stw6qGb0DORQAr6naLHvkvrVbfHnG7LjYIz3MpOMfjQBCviHTCXCavpxaMGTUUEq5sETqbpc8BMc5xQAkHiPSpXK2us6bLKB9oe3jlUssJAO5owc4KkHOMUAP07XdOvM/2TqtheAYExt5Fbyi3TeUJ+9igCnoGpX0ySHWH0ncssltEbN8qlvCcf6SxPDKc5HGO4HSgClqHjq0DQDRdQ0u9LzrpN4IpA32WOSKQ5wjcHKY5oA1L7xTo9q23Utd0q1k6+VPMinB/2GI7UAXZbmFFLTTxJGB5jzMQAqerOe1AHP/8ACZ28tzAmkXmnXkEizSXFxC4bynsxHgI6HHzb+c5oA6WgDOsvE+kXLbdO1vS7mUZdoIJkZlVTyTGpP3T7UAF74n0i2bbqOt6XbSnDrBPMisyseCI2I+8fagC1dahbQAfbbu3gBPkxNKwHmSbScIWPXaCaAK+neIdMvM/2Tq+nXhGDMLeVW8oN03hCfvYoAq+KtdmsLdpLWOJ3DRQKsmcYublFOQCPuhietAFvUNf020x/aurafaZ/1X2iRV8zH9zeR0oAsWl9bzqGsbqCeI8xTxMCsoB/gdc9D70AV9R1/TbPH9ratp9nuz5H2iRV87ZjPl7yM7cigB+n6zYXYJ0rUrK7QHy5JLeRWCPjozITzigCnP4x0SKXyrjXdNjuT8gtWkXcHbGAwz1fIwOp7UAWNT8Q6ZZY/tfVrCzzkw/aJFXzvLxnygxGduR0zQBB/wAJhonlLI+u6ZHbvlbW6klVVuGQnIjZyOVINAFdviB4dEXmHxDpvkZ+zicOD++IztKjnO3nGM0Aaj6vYrH5kmoWa22BML0uuwxt0PnZxhs+tAFLSfGOi37FdH1qxupB88kUTgkICOQnoCRz0oAytG+IVhc3U8T6rpPyOltpaq43X2+AFtuW5Mcu4fKOO9AGhpmty4mOsan4f8pJmsbaW1kOLaPcAE1JnOBJuIBA7kYoA1ri+t4cfa7qCHcwtYDIwHnTyHhY89S56DqaAMnUvHmgWcmzU9e0+CbjfA7jMW4DHmgdNwIPOOOaANmKZHAMMiOhAkikU5EiMOCjDswoAydU8baHZEjVdasrdxgPE7cr5gJHyejAHtigCbVPFOk2Sq2q6tZ28bf8e7uw/wBIGB/qgOuAR0oAs22r2c0Qktr23ktyPtC3QYbfKXqWf/Ywc+negDM07x94eu2C6f4h0yWQny44BIA0rH/nlG2CfwBoA1bXUbeYt9lnSQoxs7oL/wAsZ1UHDe4VhQBh614r2RQvo08EqSXEWkvLjI8uS62vs91IIoAvap4u0iycLqeq20ErAzxW5PzNEuefLXJxwe3Y+hoAuW2r2c0Qktr23ktyPtC3QYbfKXqWf/Ywc+negDm2+INnPc20eh6jaXCSM4vwM7lgS0kZSgOOJGUc457UAbGreLtIsSBq2q21u5BnSNzyYlPUqM8ZoAs3euWECK95f20ULFY4blmG2QzdNsnTD+ucUAVLPxlotxG72es2UkEfF5chvlt+P43PrQA3SPHGh37FdH1qzuZAPNaFDzsB6hT6E0AbVAHHax8RrAGJdD1WxnmaeHT5UHO61lugrGA99vTIyBQB0Gp+JdNsiBqeoQwM2XhjbOZEj6kIM8J9MUAWrO/t7hA1hcwzxN88M8ZBEgz/AAsPQ0AZMmtXAv1iHl+SYJNSfjkzx3Eaj5vQKx7UAE3j3QI3Kza5ZK6t9jnGeILgn7sso4BB45PHegDdoAwNT+IOg2chTUdWjjmGHnjCsfsqsAQbl0UhdwI6kUAaV7rljbxeZeX0CW+BILnORIsmMeWRnPmZGMZz2oAx3+IOjvBNJY6lEwiXfcLKrKbaSTO37RA4UgSt04Ge1AGfpHjlb7T2fTNa003yQJdalNKDssLtock3SKOgZW6A9OlAHRafqseI0vNQtpbtoxeNs4F2qhQzwoexc0AR6rrluiTCDUraG4jia/lZwSLBCjYa4jXsCpOOpFACSa/b2Vuj69qMH3UjluY1OLy5kUf8esCgk+a3IABOKAMvRvG0N/eMml3sE9qIEvDtGGgvWuJAROrYIKqBwQCKAJ4PiZ4ckdVh1mMsx+z28uxwlxMe0V2V2kk+j0AaGs+K9M0/b/at75bNnyIURmaUL1KQxKxwueuMUAUPCHij+0hcNHcwTQrObLTpIuhtVt4iOfUsxP6e1AGnrHiLT7BA2rXYhQkQRAKzNNI3aKFASTj0B9TQBi+GfGkepXFwLC6jmtY1ha2IUho5pvN3CZWAIKlBwQCKALdv8Q9AllEdvqyNIWNtA2x9lxOuflhuyu0k4PRzk8DmgDoKAOdn+I2gRSbLnUnjcMLZpGik2LIxx813s24JOM78e9AGwdWtRKIjN/pBQ36Q4PNtG4BO/GOGYd80AEOrWskjxwzbpowkt3Fg/ukud235iMfPtPQnHegDjvEfxS05YT/YWq/6QWjispDE227RrqMN9knkTa22Nj0Y+vagDb+3zpeuJtaja3EAvv7JEJ3QEysPM+0gc7trDGc+3cgGV4A+IUOrCTNxO8nmS3FrG0TARaasoChpgu3KqRkby1AGndfEbQIWYXGqFdj/AGC6uPLkMdrdf3Z7wIVBHoXGO9AFnXfGmk6aUGs3rwtJuFmixuxnMWM7ViVvu7h/SgDP1XXFvo4V0LWXsmuHMMF20bh/s9qGL/ZY5E4YhCPmCjGSMnAIBJqfxA0exZkvJtQcx4GozRwSMtgrICDdzohHzKQepPNAHQ29zFKqtbSpJGwE8EqniWNxkFD6MKAMnV/GWnWTBbprqSTH2ieO3iZ/sNrn7955YO1R6n8M4NAGL4K8aG4s5J9c1CIxLJKftJAAjs4n4wFHZfYk+5oA2dI8Z6feOUhF7bzgfaUtbuJ42uLbP37dJAMrn06d8cUAa1zdwwqzXc8cUagyzTOcCJFHV2PoKAMLSfiDpN7IqWhv1Zx5+nyTwSKupRKuSbSR1GQo+ntQBo2HiTT7mNpLG68yFS0U8u1hse3+98rAH5Men0oAjufFemxQLNNd/wCjuEksnCtuvPtIG0QQYyTKD0259RQAzRfFthfFltTcxTphrqwuY2SS3V+heGQDhx3GRQBlWnxX8PzlfstzetAzC0TUjBIIlunPCSXLoACeOvHvQBFr/jZbW+t4t18Y2WW4voYbeRzIVRdhj8tCSB8+ducfxYoA29X8U2tmQJbXVLiQjzkgtIJHJjBxljGpAwfUigCKDxzo0lsZ49QxaD93LOyMDHIHAw0JXOd5Axt57UASaN4stb1mWK11S2lUCZ7e8gdD5LnAZd4AwzAjrnigC9qWrWtnGz6lcLDCvzTSkH5dxAG1RkksxAAAJJ4FAGdpHjKxvHKJHf2twB9oFlexNG8sGcboUkAyA3HGcd+1AGY3xY0EAkPqLwqxt729SCQx6fIkhH+lzBeNx5HfBBPWgDrEkVgDG6sp+dHU8OpHVSPUUAOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPMPD9zbWmlQRvo8eqb5pNFstPnK7bqUX0xH2p3BACKhP3DyOBQBYsbK7ttTg+06Do2nF4p4ppdPcldTjh8ogTRmNMG2GOxz2wBigDqPGXhyfUrV47O4iikJWaLzR8k7QyA7btRztlxg4/XoQDC0bVo45J1n8Jw6TqwhN40kKqY9Vtrc4DW1wgGcORwQGGQDnHABmLoGlNohkFtbtceQdeOo4AkGriItvFwADuWbjOc44oA05hFfX1qusLDNH9mfWYLWQDa+ol4hu8o9TGhbHXHUd6AJfG2i2NpYy/2bY29uHmgurgRLjzZmv4eWA9QKAKHiW5vn1WNLXQbPVFS1a/gtbiQIIZp7oKzrIyuMqigfdzgnmgDNv7PV7GzvjfWNvpdrIYvsFnby7xpiXkirKY2AGAc78BQBk0AbfijwxpdvNYPYaZaW8i3CacjxIB/ozW8p2sQOilRj0/GgCK5uJtRkuf+Ee8I+GrlUc6Rql7fnDardQRjKxhEbiFSBlmHXjGDQBz+h3Pn6Vpy6jKHhkuV0u8Rzxc20Us+1JB3DGNBjv0oA6m80HT7bVLVtO061tneO5W7aFQPtHlCLHmKvddx5xn17UAdzQBxvjti8lnHLbiS3kuVF6rDKyiKNiFlHTDMM4PpQBHDo9lb6uDY2UEDPaSNc+WMCVo7uEAso7gcdKAON0Ow1rUNPcf8IXpM80xnebVpJwrrfPcONxiMZObVwAP3nYcigD1nRYbtIIhqkm+5EaR38mc+ZdLGNx3f7T5oA5Twpo+n3hvG1SytruY3M+m3Mk6AlLWFgFRSw+6sOOPfNAD76zhm1SGK9tI5LWO2e/sIHOV+2idFyID3hhJwSD146UAV/s0NtdXqaXCkVubZdSvII1AWDUZPNGVCgYM0SgnuetAGHe6BYW2iQSWOnWy3Ci01aC44VheTzxZJuAM/NvI74H0oA6jX9MtJNSszcWNrITHc+YzoDv8tYcbiR/Bk49MmgAt7G3udTuP7TijnMcMI0yGbBEEdyZN5gib+8yqCQPagDmtYhigtNVj09US0RlayhT7tq9xbxF1hA4AWQngYANAHban4asIbKaOxtYbdDA9gHRRnyhAR8zd8D1oA4m88N6a+m6dnT7dWZ7OKaVFAaVL0KHDuOomVjkHINAHTXen29rqdsdPt4oDJDcWl4sagCeK2aJlyoHVWY89aAOdvbjZpt7ul8tDeS2ty+cf6LcaoqsGb0eJiDzQBteK9B02Gexa006zgmFytrG8SgH7O1vISMLjgMq9uO3WgBlxd3mqSTjRfDfhqeGN20S+uNSLBry4ijXdsRIm+VQ2Blue1AHOaFeedpemLfujRPcrp11E/wB26ht5Z9qyA9RvjTjvjFAHVajpdlFqtq1rawRTPFcR3boMGZIRFt8xR/d3NzjP5UAXPiNPImnzGGeWIYSK5lj6x2cs6B9vB/5Ylu2fSgDcttE02Pyza6bYr5YMWnyIi/6JDIORbuBwHHXB570Acp4I06yuLec6rDDcTvNPBr5nUHLw3DAJKSOkUQXA6DtigDkrtFuNN0xb7dcxG9isR53P2qxSedV8zPUSQgdsEUAdvqFtFDqdqbWJImkiuLa8ZBj7TFbeSVEgH/PIk4oAi+LFw8WmzNFjcphmjz/eS9iPI+tAE2pa1PLe+Voml6TLcxxfbbnULzINpHcNgJbFVJ/e4BPIGPU8UAVvhpDJGl0s8FlCwu5EeC1JMcDeRDkW+4DgMT2FAD/F2lW099p32yBZQJJiiN0ytoWBK/7EkamgBsMnl606wKiI9mt9dKox59zDesA0mOpCMR60AZvh7TdOuNHc6jbW8jOkuoa3JL1k1FCxZrlj0aNx7Y7YoAgDia40U6lF50jQy3DM/wDBdCxibcyY6qwPpg8jpQBueK9Nt5buwWaCMp50t0Y8DBmitXYEj/roM0ANttJtE1iYpaw72tY55n2j5ne4kU84/jRFB9aAM3R9TSxs5ltbGCYfbJtC0mwk4jRri+Kqr8HCxk54H0oAbcQ6xHqVj/bg0AsfPghnsQ6tJBHaMdk0MhbKo2CPmIB7DuAbfhy1h+3358iLeJIQsmBlQ9hHnDf7RoAy/D/h+G8h1KKeIosl1cRncQdjzQxEMp56MQw9KAE0PVZtWmtReoyvbo+oa1HjI/tcO8QDg9CCsrDIyOMd6ALUuoa5f/aP7Bt/DMNsryaRP9vWQnUZbYbWM7RMuFzkfxHHPtQBo/DiRm0628x2Y+WEBJ6KuQBn/ZAxQBFo8KHU7wmNC4jtY0kxyiOJshW9GIH5UAY95LrH9rS/2TZ6PLKLeJrWS+dl8i0Mr7vs3lq3+sl65HYc0AZmuaNqVrZXX9ojR44pZ4bq5trKRillE8sQk3O6qf3zDJHTBNAG/wCMPIW605oHjWXzmt4NoHz2klu27bJ6dBjoc0AXPCqiO7v1SViomjvAhP3HurOMk4HqRj8KAOV0+ZH02zMTBlN8kkbD+JW1iTp9RQB1Vzr+s3NzNF4bOjQ+R5aX0l6rsbiS7j3DyI4nXARe5zk5x05AOKMkqaTOGFmyfbGgvmg4jhtP7RXd9nQk/I3TGSNp54zQB03jRYRd6aYhEG85o4nXGfIMPRGHY8e1AFrwmIGur/7SyNd+cscqN1Gm/Zo9nH91stQBxWqLG+mERgPa/b2h09Tyr2H29sCMnqvUd6APSPF2vNYwZit7eWRnj062Wc4RJbmUDNy3pH1/w60Ac3fRauuo2H9s3ehzE+coNrE6PGxsnyDvkfKZA/u89qAOi8ePOun3Js/v+TIc/wB2Pyzkg/7KZ/pQBz+tR2htNPNulqVE9l9jZAMJmRf9QR6jPSgBLb+0v7Wu/sn9l+Z5Vv8AYvtO7P2Ha2fJ2dvO6/hQBveDfDzWKShp7Jg8z36Q2udlh5irlI1bptcE44Az0oAgl/5Cyf8AXpL/AOlkNAHK6rrmqanplxMn/CP2li6zGGyuYmMjRwsy5luPMAEjyL8v7tsHHJNAHomgTI9tCYmDKY45I2H8StEOn1FAHIXep61epdvpd7o1naxtNpr28sJZr97SPazXc4kXGMfLgHjG70oAxNKusQaMdSkX7LuaOWSUnC3gtnEQ9OGyBk8duM0Aej6v5HlT+X5PmeW32jbjdt8tsebj8cfpQBzIYHQvlIP+gYyPUWH9DQAutr9ngs7hcjyDGLtv+obfRqj7h6R5Vvw7dQAUUi86w1C4fBa4S4lgbjjTrSB0jBI9UUt1I5oAs5IuNL+3eWf3Mozj5TffZoceWDnnbvxznGfegAl1O1g1K7e0jWd47NLi/gh+9LcwSSHa2P4miCj8qAOa8cX2vy6WJ73X9KSNxBqMGlx2+DHJI6MBBcvIxJj6n5eQD0FAHZRFhrD/AGnyhm1RdOODlo1um3Dce4bGcdsZoAr+ArlXuNQEMqPH9p8xNhGBI0QBwR3JXmgCzrNwU1S0+0rGYmjuIbJifuXuIyce5iGBn3xQBivNL9u1JdFEJma2SVVjAy2oRxOF37e/zD36UAZen6PrOo6VEi6v4QisWjjt0l8uQPazIVxul8zG9ZeD8vLdqAPW4lcAea4dsASOBjewHUL7n3oA8l8RajrOoaXJPc+I9LtbSRDKmmfZ+ib8BBeGQ/NIQB9zGfQUAbonn/tGyaWRgJLWS3eQ/wDLzKAjEfXjNAEUl2Zp9WGkSrLMsEVpGEwdt6tvccZPGVYj8eD3oAh8Q3mmNpFv5EtsVP2SLSlYgnzIposiEnPzRxhgecjkHvQB0MX/ACFn/wCvSL/0smoATwGoCXG0AD7XdBQOwF03Qe1AGF4ZvtPTRnF7NCmyOay11HPMd6S4YXHJ5lY+5ORigCawgkE2k/bo285babzfM+9HcC2twdxPfkigDY8Rf8fth/10n/8ASCSgDKOualepdtD4h0qxhhkk0hLeeIFY/svBOoTM3S4PovA9TQBqfDb/AJBtt/1zH/oRoAr6BcxxX9+L+a3jlJhvId3Hm6cltgFS3URMGzzgHPTNAHFXXky6XK2m3EcNqL5roXUa5W1sDfjDLACMiMEHHH4UAdbH4cvprm2k1LxxpV08e6+0+3itlVry2uIiG8p/Nb5ZE7hSO9AGh8SLd5NPmCRTSD5JriKPOZbWK4QuFxjrEG7igDcg13TX8sW2o2TeYM6aiOP9LRFJ/wBHUHkIoPTpQBxeh39nb2l+Jp7eARz3XnRMQPs0c8jbcp6Sgjbxz2oAwI5JxZaU51SGyVW8g6jcJvSzle2kCebCWHptByAvXNAHYaV4fvFvfM1Lxdp15crEbK5sYYFR2tJXBBnAlY4RxkfKOp5oA5wKB4c+UAfuM8epk/qaAOo1yZF1Ky82RFzHdhdx+8QkJ4z6KCaAItV1W/uLx4bTxAmjpHEup+Z5aM+pCVnyYzMCNlsF5wucnrQBzvhuLS720vRrPiCD7O92w/taJliEs6JAQ1szEgEyKMdc0Ab/AIa13Ulujb6jq+m6sgiOp22qQDDgJKq7b6FSRlixwQRnHT0AGfFNLgW0TQXMdvGlxBeahcum4W1qkn3nh7iKQqSMjI4zQBFaaNPNe28mp+PNLvpIhM9pYW8KqblLiIBsssrf6s7T900AVPBEatptyJEVlL3SOjDh1JbhgfUUAdZ4L/48LX/rhD/6TrQBuUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHPXHgPTXtxErXcSK51GyuYnxJZXjys26CXHUM7diMcUAN0/wJZwTLLJfard3Sq1st1dSbi8UoXgoAAAmOMKOSSc0AamraLBeJtupLqMZEySwSMjRSIeDHKhH3TQBS0fwjb2jl3vtRvrkr9lN9eOGaO2DZ2xbVUAFuThRk9aAM3/AIVdpecC71YWhY3kmhiX9xLMz5+eHGcFudu7b7UAa2u+FLPUNhunuYZoyZtPvrdtr2UjjB8qTB4cdQQQe4oArp4HsvJaO5udSug7JeXdzcSlnnmt3Uj5+gAZBwFA9BQBY1vwnaXxRpZry2uI8/YtQtX2vbCUDIU4IIcDoVIoAS28JWSQvHdPeXySZOoSXkhZrxnUDLE8D5QMbQoHYCgDNsvhpp0TRNLe6xdNCRLpf2mYkWKKCNsSAAYwQOQTwMnigCxP4Es3ld4tQ1m2DsLnULO3nZUvZgFGZFHILKoB2suR1zQBJH4G0pbUQJbyC2BM1uAxDWsrSlg0Ew5BjkOR6UAR6b4DsreVZZL3Vby6VTbJeXcpYtDIBwVwBgYzwo5JJ60AP8O+FTZy3UkrxM88v2tSn8FtGgCiQkDkMWPUjnjvQBe1vw7Z6hHs1FJCuRcxSRsVa3niOQ0Mq9CpoAp6b4LsbacypNfz3RQ2MlzcSFi0DupwA3QKVGMYA59aAKtx8OdPd2MF9rNpE7G5v9OtJ2SO+kYcmWNeR5nfay7v4s0AdMkaqAEGAPkUegA9aAOe1PwDp9zIzrc6rZyOAl6bGd4xfbAcG5RCMlQcZIzigCbUvBOmXSRLLFcQmH5NKubeRlksFCgYhuFOfnQAHJOe/NAEmm+EbC1jdYBcSGTP9oXczlpLwsuP31w2Sdi8D0oAS88H6dPaC3uYpWtAsdoIwxBMVoVxmQf7ooAuXGjW8ssckofzYw8NsQeAt0FzuX32igCjrPg2xvnV5pL+3uFBt4r2zlZH8hzkqzoRkFuf5UANXwRpgtWgWKf7O+TdEuS9xJK2S0kzEnMjc/yoA1r2xiuI3S5DGN1a1mCkgmOVSDtYexoAoyeF7Fooo/LkEMJinsUDH5GsCNu5j124H1oAs3GjW8s0ckofzYw8NsQeAt0FzuX32igCtH4W09Y5Y3tvNhlaS7vYZDnzZLtyWwfcnj07UAZVn8MdJhaNjJqk8kREunyXM7t9jVFI2wqx4Ug9AB0HpQBNdfDzTJZHcy6rF5h8zUbWC4kWPUHK4JuIEYD51wD0B70ATr4G0gWot/sRNmPuQ7jlG8zdlZQc5D89aAI9O8A6bbSrLG2oTXShrcXlzM7tNFLjiR5CeI8cAYA57k0AbtzaQzKy3cEcsbAxTQuMiVGHR1PqKAMHSvh9pNm6tai/coDHpkU88jrpSOuCLOKRiBvXjucdKAG6r8O9Ju3ZpxfxGTC6nFbTOi6qiDAF7EjAHC8dAcd6ANK68M6bMsS3FihjhdL7TIlJAtJ7QYUoEI4jB6HI9RQBYm0m2kkSSaHdNGHitJcn90lzt3fKDj59o6g47UAR6xoVlfxNHq1t50DY8+HcRv8ALcEfOhB4YDvQBT1jwfZXrh5JdQtrgD7MLyzmeN3t92dsrxkZAbnnOD070AWdF8Nafpysuj2ggjZvtcsYJOZiijILE/eCj8eaALFzpNrM8b3EO6WMtLZSZP7l5oyp+UHnchI5B9qAIv7CsvP877P/AKV5f9l/aNx/49PM3bfLzj7/ADnGfegDGuPhnoUjlmtblUZvtl7YRyuIr+4/vXNmGwTwO2D3zzQBsXGgWMssUk9qGmh3jTZASPswuUAbCAgHcoxyDjtQBNc6TazPG9xDuljLS2UmT+5eaMqflB53ISOQfagBBpNqJjKIf9IKCwebJ5to3YgbM44Zj2zQBTk8JaU8Ukcuno8Ejtf3cTFvnuZ3yWR85B38jBGO2KAKmnfD/SLaRJFivLi5TItr66mkd41dGGAzseNjEYxjv15oAuHwrp3nmUW8y3B2vM6SyBbh4UwDPbKwUmNeBlSRQBbstJtrcubOHYZHN/dnJPm3LqoJ+YnqqjpgUAQ6f4esLV5GsLRYpJW+1X8gJ/0iYDqQScde2BQBRuPAGhyuzT6aSXYXN5CJHEd7Mne6slYKxPfKHPegDU03SrWzjWPTofKhQeVbxZJ8tB/tMSf1oAIdJto5Hkhh2zSBIruXJ/epbbtvyk4+TcegGe9AFTWfCmmX+3+1bLzGXPkTIzK0QbqEmiZThsdM4oAW18K6VBC0VtpsC27ZF1Ccn7WZRgm4kYkkuO5JPvQBxemfDj/SoXi8PRaVbQs048y4aSS+YKQohXLBEj+9gNzwMDnAB1mqeBtFvZA+paaskuBC8gd1+0RKelyiMAw9mDDt0oAsQeFdLjiSODT4kgR/7QtLcE4t7lZi4MfP8MhJx0HTGOKAK+q+BdFvn36lpiyS4EMkiu6+fEva4EbDI56HIoAuW/hvTYomjg022W3ctJcWuPllM55yh7MT06elAGXp/wANfDtqyNZ6OgkQiW0nd3ZrcohAEckjE7VDHjO3POMgGgCxrPgXRdQYNqumLLJj7MZld1MsBP3ZmjZcjPY5FAFu58NabNEsc+nwm3QpLbWy5Aha3YFdgXH3CPoe9AE+paTaXkbJqdrHPC3yzQv0cAg9v7pAPtQBmWHgLRLV1az03EyEyW9y8jsyFkYYMsjEkbXbgkgZyBmgDdZQfvAEdGB7g+o96AOctPhr4cgYG10WJWDC7gyzkWkyS7v9FRmIUeYAcKAD3GKAL2s+FNMv9v8Aatl5jLnyJkZlaIN1CTRMpw2OmcUAWtN0ezs0CaZaRW8Q+YRoOrN1LnuW9SST3oAedOtzIHMCeeFNms/dYHYEgexYA0AYb/DXw4zszaJBlstPFubZI8q4JNoG25I77M985oA6C1tIYUVbWJY41At4Il6RRRrgBf8AdAoAxrjwDoUspkuNIheVsPcbi224dOhmtc7SR6lCaALcnhjS3gEMumWz2gAjSzYfKqqcjaD/AHTQAzRvCWlaeGGk6ekW/m7dizNdbc/6+WQknbk9SaAI7DwVotqkiWGlQRRSAxXsIziaJ93y8k4X52wBgDJwKANKXTrd4yksCNAVNnJAejQMuMH2K8UANbS7QxeWbWL7Ps+wG1A+X7MUxtCjts4oAivvD+n3MYjv7CCaEYaKFxxE0XQxnsVHvQBFpvhTSbQk6bpdtASv2Z2Uf6yIuThyeuXYmgDPi+GfhdCTF4Z0wEjy5Bs4KsR0U+pFAGnqvhzTb4KNW0+C42kyQFxzCzDnY4/vD3oAdpnh/TrLd/ZOnW1qGwZlhXAcxqAMqPRRQAuqaDp96oXVrC3uUBE0ayDPlSL3jbsfoRQAzTvDemWhzpmmWlu20WzPGoBaJGJwxHqzEnuT1oApf8K/8Peb5n/CPab9oz9o87YP9d/e2dM55zjOeetAG9QBz7/Drw2zs7+HdOMr7hcSFP8AWeeCDx6uCfegC/qfhvTLyMJqmmWlxCMGGF1GISo48r0wOOMccUALpnh3TbLP9k6ba2uQsUnlKB5iQg43kf3MmgClD4B8OxszQ+HNKV2Ikkbyl5ZGBG0Y4+YA8Y96ANYWFv5m8W8fnFRaNPjloFYkAt6KxJoAqWnhjSreV5bLS7SG5fIu7pFAM+9gTuI/vsAT6nk80AQ3HgrQ5ZhLcaHp8lyMOLpkGS6dC3qV7EjI49BQBoy6fbO6tNaW7ypn7JcMoLWvmjB8iQjI8xeDgjPegB0lnA7KZreF3XL20rKCbdnUgmFj03KSOO1AGZceCtDlmEtxoenyXIw4umQZLp0LepXsSMjj0FAGnbWcEKhbO3hgjHyRQxKAsS+iItAFDU/CmkXrK2q6RZXMi8wSyoCUCnOM+me3SgC7Hp9sgYRWluiMWmuI1UATyTH5jKoHJlPXPXvQBQ0vwho1kxbSdFsLWRuZJIkAOD2UjoPYYFAGtQBl2HhPR7Vy+m6Lp1tM3yyTxRqCVOOAQOjY5xjPU0AF14T0eeUSXmi6dNcDgXTxqWPA+8xHO0DjOcdqALJ0awMXltptkbbHl/YTGuzYD08jGMA+1ADNP0DTbTP9laTp9pn/AFv2eNV8zH9/YB0oAk/six8vy/7Ps/s2PJ+xbF2eX6eTjGPwoATUNGsLsAarptldoD5kcdxGrBHx1VXB5xQBHqPh7TLzH9raRp14RkQm4iVvKDddhcH72KAJDo1gVZW02yMTnzLyAxrtu3IAzOmOSQAOQelADdO0LTrPP9k6VYWYODMLeNV80r03hAPu5oAtvGrAiRFZT8jow4dSOjA+ooAo6f4c0q0JOlaNptox+SV7eJVMig9HKAdDQBZi0+2RSsNpbpGdzywqoAkaUkkugH/LQk59e9AEkNvFGoW3ijijUCGGJAAIY0HAjQdlFAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAM5tYkFyIv7LvihjN6dSC/u0cPjY0n94jn6UCNKgYlABQAUALQAUAFABQByl38RIkuJYbTw94gvpYtn217VIysf2mPcMM8inlfagDZ0fWnu1Jk0jVLAg+X5V4qgyDHVNjNx+NAGlQAUAFADJZNgJKu2AXKqMlto/gUdzQBydp451N2RZ/BGswPIyNAzcrDYzNy17MB8rQRjJQ854BoA66gBaACgDmtV8dw205it9G1nUJwgv5xZKhFvHK7ACXfIvJxnp0xQBc0DxbZaiG+ypdQTIRFqGn3KbZLB3Bx58fP+sAyCCQfXrQBY0XU57qINeaVdWDnKtaTkbkCt1JUn7w+lAGhQBl+HNeGoW8cq25hEi+esJOfLBJ6tgfyoA1aACgAoAKACgAoAKACgBKAFoAyrTXhLczRC3K+UsVw0+f8AXG88zgJj/lmE9TnPtyAO0/U72WWZbvRpbWJCqWN4zgjVFdckxoOnlnjqf5igDToAKAEoAWgBKACgChpN/dzqTqGlvZMHeCOFnDGSGJyA2V/56gZxz9TQBdiuIpBmCWOQfcLIQcMvYkelABJcRKQJZY1J+SJWI/et6IDQA+gCOW6hTHnTxISfLiDEDzXPZAe5oAkoAKAIp7yCLH2m4hiz8ke9gN7ei5oAloAilvII8+fcQxgYeQuwHlq5wC5P94gigDI8U+J0060kmjWKYKomgUtxO0jAD5xnhmIoA2J7qGIZuZ4ol6F3IAyf9o+tAALqEruWeIx48zzgRjYO+/0FACLeQFiq3EJkHzyQhhuReOWT8RQBmw6tdm4lW5sYIrREWeHUDKuZXcHPmwZyAo7nA4P4AGRonjK9v0meytdLaJRINJtvO/eXEts7D/TRjCiZ14O44FAG7pmozPAj6tFb2shUTXUauCsDMP4Zxxj8SPc0AW4b63k/497qCTjzBsYHKZIyMdtwIoAX7ZBt3faIfL+/524bdvrvoAdNcRRjNxLHGg+9I5AC5Pdj6mgBI7qF13QzxPH1EqkEEL/tj0NADUvrdm2xXUDSAeY0SsMqhxyUHYgigAt763m/49LqCYDhjGwO0+5FACS6hbIwWa7t0kOPLiZgDJuPGxCf4jQBJNcRRjNxLHGg+9I5AC5Pdj6mgBILqGUZtp4pV6B0IIyP9oelAC+cmceYm/HmGPPIQnqV9CaABZkJIWRCwwZEB5QN03L/ALWKACWZEBM0iIo5d2OAo/2mNAEKXscik2EsFxjIUI4w0gHRnGcZ4oAp6Hqd1Nbq+s21taSkGW6ijkDLAqseROpxgqAepx60AX7e+t5v+PS6gmA4YxsDtPuRQBHJq9ijhJdQs0nPzx2rOoZ1JxlYic8kjtQBOsyEkLIhYYMiA8oG6bl/2sUAZuua/DZ280ivBIY0ebyiwHmTwxkhGb1fjtmgCbSNXgu4la3uLeTKrNIImBEbSIDjIoAdZ67p1wzLYarYXEi8zwwyKxgB/wCeiKTjNADbnxDpkJxeavp0LZECpLKoJlbsFY9TQA467pwl8ttVsBc9fsJkXfgj/nhnPI9qAJb3UbW2UtqN5bW0QwHnmYKqFj/E7EdT70AOtryCZQ1ncQzRn54pomBWVfVHWgCrY+I9KumI03WdNunH+siglVjH/vqpPpQBcuLqGJS11PFFGOZJZCAEH+0596AK0Gu6dLIyW2q2Es65FxaRyKXgKn/lpEDkYPtQBYjvIHZliuIXkXH2mFWBNv5gyPNQdN46Z60AJDfW8gJguoJFUmCdkYEQyxHkSEdDGevp3oArWHiHTLokaZq+nXTrzNHBKrGEZ/5aKhPegBs/iXSYpPLuda0yK44As3lUOS44xCTn5h7UAZF947sre9WG91LSoI/Ka8mkmkAZLvzYwq/Mw/1kbMcYyeo4oA2LzxHpVuSNQ1nTbcrjzlmlVfK83OPMDEf6zBx69qAJbvWbC3QPf6lZW8JwI7maRVVy442yMQPmHvQA+11G1nTdZXltPF1W4iYFWA9JFOOPrQBWsvEuk3LFdN1rTLmQcvDBKrFAP7yKT0oAuXN5BCpa8uIYIx88s0rALEvq7tQBUtfEelTuUstZ02ecZ821ilUtFsODviU5+Q9eKAGzeKdHjbbca7pUcm77KYnmQET8fKUJ64I460AP1HxDplnj+1tX06zJyYRcSqvmheuwOR93NAFr7ZBs3faIfJx9o+0bht8nbnd5nTG3nOcUAUdK8VaTfFho+r2N2y/LMkLglMHrgdie/Q9jQAjeLNHWbyn1rTluuF+xtIu4u/QBCerenX2oAl1bxBp1gm7WNRtrWPPlo8rY8xz2jHc49BQBz8fjK5uBenSZtGkWEI+lXTv+7mWS0Vybu4DYwrE8gqMdT3oA2F8QW1vDG3iPVNItJGVTLIZAsctyUBP2R5DyM9OScUAQf8LA8O+V5n/CQ6b9nz9n87eP9d/d2dc45xjOOelAEusavL9mL+H9Q0Pedv2K7vHPkv5kqj55oz/GCQMHk4oAtat4g06wTdrGo21rHny0eVseY57RjucegoAX+3tP8nzRqNqbXHm/bQwKbM4z5g9DQBX07xfo13IyaZrVhczL80sETgkKD1UDqFPXGcd6AMmy+IFjJezw3Gq6QgTyrewHmANdXs5cMgy3JiYKMAZBODzQBq6v4w0awZV1nWLO1dvnhjlbBZAepHpn14oAtXmu6fbx+Ze6jaQ2+BIt07jbIrjjy3zzvHTGc9qAGaT4i02/Xdo+pWt0g+SRomB8pvSRe2fcCgCbUNVtLRC+p3kFtCOZJpWAC59z3Y/ie1AHPad44t728RNHv7O5tTBJqEkkXJFzFcxqAx7YVj2HrQBpXnjbQ7eTZe65YRTAiOSN3H7mSQHAmboC4BOCQaANmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGvGrAhxkH5GHqCPWgDzRtWvBYm2iu2/tDzv+EMWZj8wt2YnzGPvY/Nn16c8UAa8U0iayEjmlEAsRIICxI8yO+IBOe4U4z1oA52XQIL/SpLm9uNQF80cuvi6jmceRKgYhI0zjYiqFxt6dMHmgDbkha+uLWG+nn+yi2OuTwIzD7ddRtEo+0upBIj3E4zgn72aAC3iewmvIbaadrcwDxBYo7knT5ZfMVliZsnDsgIG7A7daALfgDwvZw2tvJm5luWiW7muZJHJdruMEhkLYwucDj9aAF+JOs3NtbILIXm6aaLRpWtf9YkE7HP2Ukj5pFXaORyeo60AY2iwSQXcP/CO+FPEelWh32+uxXCr5c6GMlW2iV/mSXqcAkHk0AV7HwnbXkN7JqVxeyTrcXQ0udZGB0hbeVsfYyDwS2c8cjg8CgDvfDF9NcWlu90+6R4Yrqd/78ssKknHuTQBw9imtnVdR/wCEen0eP/j1+1fbUdt3+iHHk+W69Oc5z2xQB1PiLS9ZubF0gntvtxUbmgLItwUkBZYnJJAnjBX73fk0AYfgg6FHOy2Wi6lot/sJu9JnZ9s0YZcvASSrc4G4fN+tAGRpfgq0vbBprm5v/tytcXOm6iZGJ0mS1u5dotFzgDK5Pc+vTABrahq1lqFvarqOh3Wr3skKayumQPtAjeJdzXjl0XbuOBnOTwBQBB4TJiTUEt7K+sIYzmz02dgTprSWYJELKzDDPkjDYx0oAy08L2dlp1tc2D3aagBbXkuoGRi12L6aIMlxk8oVcjGOw98gHR+LE027mEZ8K3muXKKJ7m3SQLHYwTE4+0GR1UtIQcDBOATxQA/4ZTSeTOr2dxaJHcSWVpYTNuOnW/lRnZvyeEZjjnpQB21AHJwRqNWk2ooJtInkIH32+1yjLH6ACgCMbP7Y/clt32P/AE4AcAi8GzefUgv3zigDltHvrj+ybRItUnPnXB0ObUw5DC0e+lyYpTnBmjTaOvJAoA7vRfAuj6c5bRbE2pK/ZZIkdtsihs5eIkjcPXGcUAeZWXhSxg0VbiOOQ6gkY1Cz1Es262ZJeFjIP3VXjHTFAHbeMW065lSKfwtea3chDqCWqOFS2tpHAzctI6jLsvGQx4OMUAQ/DjzI2u4zp1xYRJKr2umyuGOnC4t0JWORSRtJ5ABwM0AS+N9Kju7mxS4kmWNpJfP8tiDLElm5Kl1IOJlG088gkUAJpGj22m6iYtGi+z2sludRlslLbY7u2uVXdEhJx5iPg4AzgH1oAxtI8K2eoWP2nVvNk1J1fWI9TRmDadKpJVbE5OFtwAAOR69aAHXEy6sNK/tsOTMJJ76DJX7YEsGJyq4+WZsZHQg4PBoAk8aeGtPR9PhtrQQ2vntEbaIkDy5EJIDA5xISc896ABPAOjnUZIns2NkYE1caQGIhS+luHXclqpAyEXjjAyfwAHaJq1rYWd0usmSe1huZNE0+3iJLSWzmMpHEWYcoXx1AAHoKAMmO2bT720/s/wAFyaAJJGsLtxMjDUYHj+7JHE7fcIBGRwelAG5pfg3Rn1S6aXSbZpE+z6pbSEcw3k7TEsvPV3UGgCzb6NFfTapFcsVSQxWrOOsW/To+VHqh5oAz7bU5NWWyhvMmUM2oeJIzyQ+hvtInBH/Le72nBHT9QCTWLXStTlnNr4J/tp0/4kd7emVFK3CDlLEytwbYEZI289M0Ab/w+u5ptPt2u5pJZDGPMlc5MhBP3mPtQBzV75F/qFymq+G7/WUgWK1srVDFssUvYNxYxzyx/NMeMgEgDgigC5pfhGSSwmh16Kewt1d20KS4dC+lWCAMjPMkjDNpIWA+foMdKAKnw01B9Vd59YdXvI1TRbaLBxFaGFW81FYA/wDExck5wOAB0oAzNPv5m0vy/tDQpJeHQJJ0ODDZ3mofNhv9pWYfQ0AbmoeENIstRsX0jSrW0ctNbTeQuBLGtjJjfGOMg98Z9aAMGC2bUJ7xrzwLcay/nvoqXhmiX+z7e0ACrYrKylSFO7KgZJ60Aeg+DYdUjtIl8Qo63Sg28wdgSY45GCmWRCQS0QUk5PPWgDndO0iw1a8vf+Eg0u3ugjJo9jHOoP2O2EOT9mYgYMzsWyOemDwKAOY0i3SLRZFiztW6WGPP91NUiHJ+lAHeeNGG+y5GftaED1AtZug9qAOWlje+ubs3vgb+3Qsn9jQStLCBp1rFCp228czAguzFiwxkng8cAHX+BLHU7e1VNat5onVnhtY5XVmWxEh2CaVGYZRCBwegoA50eH9OvNZn/tbTra7VYIpIYp13KrsSMmJuCQPUHHagDmtfjaHS9SihR1tYrhLbS1JJ8iJ54GKIT2jZs/jQB3PiuWC4uEii8H2Ot3KIdQK3bqqWFrcPjILq+TK6dl4x1oA5TQ2mSy1ZJLKKyRBMYdOibctgZbI5EMgA4JGegHtQBp3vhnTrKCxk0mxgtbjzrWCW9iUB7uO6YBhdTAZImVjnJOaAN7TbeKTUL5biKOWNorWGaJwCJo3SfIkQ9mFAGT4M0ixi02RrXTrOKVhdRTXEaKGmjjupgBJIBkhFAA547UAUkKTx6PDe24mtZI/tV7A33bhrHTQVE6dxvOcE4OOQaANnSdFsbPVJRpVjb2sZtYrh4YVwokN1KMpGOBkKOgHr1zQBmaZJF/wjx8x49v2WVASRjzPLcAZ9d/H1oAg1ySaaexjfRl1O38htROmOwC3tzHEoHmiQ7T5IPGemaAGnSr+2i1Bk8NNotm9q8sdmJIiF1GGBwWt44GON8e3PAyRmgCrceEdL/s/TmisY4pWe0huLqLh54tRChxJOOcTK54zjsOKAOnfSoLHU4P7JtrW1ilgltbu3gUKJTYmMqXRcDMYbAOMgcdKAKfhjwxpep20sniC0tryaaSYXtzKMtbxwXDqqwynlRDGoxgjFAGfa6Pq2o2NhNbraahNCpuZtOvT8uq7o9oLsQfnhHIJ78mgDqvBd/p8iyrYaA+kTLJnV9MZQPKu5Y1OUKcESJjBGM+lAEXiOFra7tZ4kG0sfDepEZy0F+Rs49I7kL+f4gATwMjXHn3EruxuJD9jzj5NMsiVTaB/eAZuuDnI9SAUvHzzS3FlF/Z3223keW5vLJiAt5JZW+VW4ZhjGSWweDjpQBNougahDfGS20SDTrSSPydTt0lUie8jYbXSFBjIXIPTOeeaAORa4uP7L01ILBLqOWSO3urd5Nq3ixh2Ecz4PE7Adj0xjmgDqdI0PU0vI5E8M2OkRFHsdYitplZbtQFMZMaovMJBGcZAOM4oAb4J8O6ZfWccmq6fa3dzIf7Tv7uYZY3ySEfLIeR5GNoAIAHGOtAGho8i/2leAuu4x2rqmeWVRNkgf7JIoAwJreCWz1fz4oZVEtzMgcAhJobCIgqD3icZHcGgCbxNZx2WjP/YNrZ2TvHEk7xKqhzdPGrNMygdY2OSelAET+HNaeW2Nh4K0XRxFKk093bzqS2nYIdNixJxIrZ6nkdKAF8NeHNOvLnUhqWn20+6UWjO6glYmh6RsenJzxQBz91YWsHh+OWGxtjcp5OpxXTLlvtP21OWl68gkdenA4oA7a+sLe71VF1SFZo47b+0NNt5BlftU1yVZtpHJjQIPbOeuKAKltoyNdX9vpzNb20kCTS+WPl02/vVlUmCLOMzIAxxjJH40AN8Ou1nPDD4i8LaZbXO1rbQ9Zs1BS8WGIbgMjKsYlzz15xQBrfEr/kG3P/XM/wDoQoAzvEvh3T7FbM6RZQW0kdzBY280SgN9muXCMsjgciaMnPr1oAu6Dbomp35TOWS0mk92EUo4/wCAqKAOQ1S7kXTrryY/Nja+ltr1Vfb5lnNqOCFnGcecMLnBwD0oA200LV5bm3dPBmkaT5Tlp7y3uFYvYyRMChhWJeGJB6nGOKAK2pWU+jNK+q6Fpmr6Y8rarc3e0edo3nyA/vInBDLA3TBB+lAGzc2Fs+rJ5tpbufsskrFlB3SJdwgEkjqo4oAisNGs59Uu2vLSGZ1it4IfMAIRJ/MJwp9Si0ASzWsMmrKLxVZUthc6TA/3YblrlwzW0Z/iRAgyOQPrQBn2/h6Ga41G3sozaW0kcUkjwYAtry7icMRGCOZlCkjgHHPXkAl0K6vbKeCHxNoGmGYq1joWvWYGJo4IiSskbDcpKLk4JUnpQBp/Er/kG3P/AFzP/oQoAoeKtLsoGsTpNva28q3EVnp/lKBmxlV96ow/hMRY9cH6nkAZ4L0u3a71B5ILZ3M4tNxALLEkSnBB7MxH1I9qALXh22hmvL46hDFJcCRLBVcA+RphtUKiMknAnyxI4GeooA5eYolnNHHKyacL8aXIUPyxaNLcx71DjoqyMy8YGOOecgHpM2k28YLadptktwqG1sJFRQYkxkKj4GFL9sgUAeWeHNA17UNLVLSy8KyQShrj7bNNL5hvndsyTMIz88cn+0emOnFAHX2ls39poNQkWWSOyVrYtzieW4IdomYZywVQT6HnrQBjzWlvCmsixghij2FxHGAArvpYJwo/vOST70AXtSsoJ5NLF3CkqZabY3TzIdPZgcf7DgGgCxbaNZrrMjraQ+abaO683AyszzyKSh9WjUD1oA5+aFI9NuVhUIi3xggjHSKNdZjwEHoKANfWhqjasP7Hg0iaRbUS263zuBB5t04ZrURq3LAICcdOM80AZes+H9Vs7DUTq0ekxRy41C2tbJ3K28zKA+fMRf8AWsA3Gec0AdD4o0y1gksDZWsMBS4XT7ZoxjyLSS1myiEdnwMjpQBY0VQNSvcAD5LQsf7x2z9fwoAr+D445Z783sMJuPtBsplYgk6bHbpsDqf4XBYjjHXrigDG0PQ/t1ko0q+htvKu5r3wvNImVmjtriXaDGSMgoWHHI7dKAOk8K6xdyyTprek2Frfx+W+oT2hympRzo21kYgHgKRhiSKAK3issb3TxPGpt/NlmlZjwt5FaN5fynuWJx79KAG+XajWR5CQiY2bveFRy4+1xBTMR7Aj6UAcp4V0/wAQ3unFIrHwpPFJ5sepSXEsoklvZJW3NegRn51fnO70K8YoA9P0WzuYYIl1CZZZ1jS3u5lJImuI4wCVYgfeYHsKAL9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAYB8GW/237QLicPs+zm0z8rT4x5hH97yvl6dKAJv+EYj+2/aPtEnmeR/Yf2fHHl+fu3bvXPFAHn3iDw/PbRy2ug67qbxvvbT9At7bHk/bXztk1UqQIo2Ykg4JGRuoA7XUfBryCFtN1R7K9hX7Jb6gqBhPbsoBW5t2PKyFQfvAg9CKAJNN8HLCspvb+W7u5h5WoaiygZQKQFtoASAsQJwMk+pNAGrpGlraQxxxyM6xolikjdZFgjAywH94CgCLW9Cgvoily8sfInt7iI4azuYWBV4H7GJwD+h4oAo6ToWsxPu1nxXLfKB5cVskCRq7H+K525JP0Kj2oAmsfDEUEUyJcSMJXmvpHIH7lr9iSFH+xmgC7pGlraQxxxyM6xolikjdZFgjAywH94CgDnrnwJdi5mm0bxTe6e83l/bokiiYObSPaNplU4wM0AXV8O6qYXS58X6hJKxElvfrFErWgQjhURMEPjnIoAbpnhS7SYS67rr6jMqtaWAESotpHOV3EIpOWkCrzux6CgDk/DfgjU7i12y+I9QtLSR5xqWlvEpJgkupBiynYAqLmPBPDdcrjNAHT6r4JkeWOXw/qa6ZcRxnSVbyg6zWBIISSIlf8AVsMjDDFAEul+DFt1n83VLy6lnwb66mxlpRFtyiqAAMdABgDgUAPuPB0MlmlubqUIiwwLcADLjT3QjK/9NNgoAg1HwfeNO0uieIp9PkdUtb+PykdZ0t92Civ0ZAxxyR6g0AFl4Ia3gnS31zURJM7X8mo5+e3mmjQExMMdNvHTHagDb0vT3tokSW9ubplUQvdznLXLKOsrep//AF0AYeseDLq4uPO0zxJeadIYhpUqxRowlhSVmz+8B5y3bmgC/oPha3sAxjuLu6nciS/1C5bc94yDje3pGM4AAA7UAZtp8ObKKxW2NzcvGpM1recB7afzy6tGwHWFz6c9+DQBpaXol/C+7UvEd5ffL9migZEVUORlnjjAyzYH05wOaAKX/CCQfYPsv2yby9n2H7Vgbtu7OdtAEmseEpp5hLpWuXem3Oz+zp5Y0Rhc2quSA8UqkZRyeRg880AP8O+EU09pSNRvLt5WW6uZbggkypGAfmGPvnnGAB0HAoAuX+hJcTQSPM6tCzzxRgcTG4gZfnP+yGzQAjaEhuhN5z7xE2lCHHBSWVGyT6grQBhS/DpvmS08R6pbae7G4udHjC4ImbLLDdEbgs7ZyAw6nHWgDTufB9o81rJCzQC2EkNlaxgbWiuYQuCP+magYxQBNq/hmC8kgeeaZGhc30KpjEzMhGJMj1xQBIuhILppvOfeYl0ow44CRSu2QfUlqAMdvhvYNDPG9xdFZ528QNNxusbyVlINscf8s2UdQfQ0AMX4fTSSxSa14n1S/lif7VaqyxqirsIwYYlAyzEEk5OBgYoAvv4VlF2ZrLWbm3DKkGo2IRSt8ttuxudgSMBuxFAF6x0KGCWaSOSVnmZJ51bGIjBCqjywB3C56mgCvpnhGxtJ5pbQTebMRLcK5yICgOfswxx5zHJ5OT+FAGW/w+YSSnT/ABFqlnbTMb7U9PgEY865lUBjDclCy+aAM4OfQjsAbmgaFFp8EcVvLJIiDyI5Hxl1BP38UAZ+qeEHllMuk61f6ZclRbXUsIRlvIoicfaLeVWGYsnBGDzQA+bwhHNatDf6rqtwj83d27jfMrSAkBwuAsnIwAMDgYoAnXwvaLcCa2MsEoT+zZoYtoS8twRgTpt6wEcEEEdOnFAFGH4e6YtrJA7XctvIzXcrOw3RzSyBsxOoH+qcAjg++aAOV0HSL+4u7Z5ZfFFykPmG4vNVj8sRq9uVVbW1wMmQtlmIJ460AdTeeB2Mrvo+v6nphlIfVYrcIVumVQN0Syq21mUdR16nJoA3bGy8iNVFxczbQIhPO255to6zSHqTQBh6h4I8ydpdO1vU9OeRRbaqlttxqEcYwCd6thkXgMMEDpQBieCvBedOkg1yzuI43eZPLk+99neQ4bnvxkZHvQBfi+GiGaGTVPE2v30kJL6dHM0e1FP/AD2VYxkkdTnJoA0L3wXHJM8tjrOr6dLIotr/AOyMmLsRjAaRJY3+ZF4BGCBQBs2dp5KBftFxNj5TNM2WlOesje/0HtQBxEnhC9n1SaVbrVbCMRRRWt9bFQLiTJyrJIrAgY7qcce1AG6/gLTWtXgmN1JE+Zb64kYGS7uGcEvLKw+8zAfw8dscUAP1jwZDdyiSHVNXsLgJ9gkuLOQD7RbByQsqSKw+RiSMKDz1oAgsvh5p0EVwkVzqLLcAx6jLI+5i8kO0tHIw6yZLc5GegA4oA0LzwzbTxxJLJcBInivbdlIy8liwI80kdGI5wB7YoAlttDginlljeYySiOC4RiNqLaB8eUAO+855PtigCLT/AA1bW1uYYJbhoj5mXcjcPtkjscMAB8rOccfXNAFW78D2E0EUXmXcXkhF0u9iYCSya2QAGOXBGWUYOVIPpQBnaL4VuLS/kYz6jdRNbxwPf3ThjNdLPJwMY+7GF6KB36mgBb34W6fOro+qa5HaPvlfSopQIopp2JJiTbn5ZDuA3Fc9VI4oA0tX8FWN4kQke7t5IedMv7dsSWRCgfu5CDxIoGQQQe4oAS38F26RTJc6lq955ym0vrm5lyxiaMj9yoAUbVJ6IM/xZoAmfwlZtDBGWuPKgMM9ngjLNp+NvnNjvgZ4GaALNxokEs0csrS+bEskFuoPBW72ZMgx1AQY5HegDGvvh1ZzM5h1TWrOKQmfUrC1lCx38kn3jKhUkeePvbWXP15oAu6p4Qt7hYxbX2p6d5Q8qyawk2eTHgDBjIIICqBypx2oAsaJ4btrEN9nluZpHb7Te3lw2Xu5ggGZXAHRQOAAB2FAGb4/sLi5spEsbR7iV9lvCi/8sWMy/Of+uAG78OKANzTNMhtIkjtRiNFW0hH+xEoHP1xQBX1rw9aX6Bb1ZAQRc2lzEcPZXCHhraUdCv8A9Y8UAZiaO+mJJJBJr+t3OBFFDNKC0oLDAiX5VABOSducevSgCvonglDp8MGvwKXVVLmNubO6Q5DW869GhJ6g/mKANLSPCq2jlpdY1q/lx9nSS8lyIImYEiKFFVfmIHO0t2zigDP/AOFa6ersbXUNatYWb7bc6XbTFYprgnk7FGR5h6gOB7UAXdY8G213Ksi32p2Vyq/ZftVnJtM9sWztnBBBAbJ6cdRzQA3S/AmmWkEsUC3UkMxeXUDM5LTvdRhWzL1+dR9aAHaf4Ms4IGhubi/v7dh9neO9fdstwgAWIADAQDsM9yc0AJpvgm1tjGU1DWZVjGyygmncrDlccxgjO1MgZyAOlAGjaaNbwySvAHEkpWa7JPBaCIKNg/3AKAM2fwLpkln9mkSf7HhYQob5tsUgYfvP94CgCzrfhWyv9pujdQzJlrW9tZCkkAcYISdCDiQdR0NADLPwdp0ETokdzIsnzahcSyuZL1ioGZbotnKqBjDDHagCHTvBFlbyI7XOp3cqKbexa7mZ/sayDkwq3d14z1xxnFAGlq+jW99C8d8HMTjyZwpwSpP8LUALqWjW92EF4HISRNSh2nGJ7ZwRu9gwoAztX8E2V5IJGudUtJ9v2WS4spnjNxCrZAmKEZ2EnFADrLwTpMEDwx2Qe0ctLPbSkkEzNk4Y8/KenOR65oAg0jwFY2bq0V5rNwUGyyjurh2WzBQj9zCxx9w46cDpQBA/wz0ksT52r+SX+2y6Z9ok8mWZn3HfalsYeTkjpmgDS1TwpaXciPLNfwToDDHPayshkhZgSs2w8qzKDg0AWrfRreKaSSIP5sgSG5JPBW13Y2r7bjQBU1zwlp+obTepOkyHzLK+t3ZJLQsOfJnQg4ccEdKAGW3gnSo4HiNq8sMmW1FpXYvqEkvU3NxnJJ9c5HagCPS/AmnWjq6SalcSoDDYvdzyP/Z8UoGRao7EDcAB0z70AHjbSLm8spo9PiEkzp5MCEgbmLDqzUAGm+A9LtZA9ut47LlNOimldk0lJBgiwgckLvXjgdOBgUAaGn6BZ2rytZxMryt9svWJJ3yhAPlB6cCgCnq/gzT7xw8xvbefH2d7q0leNri2z9y4eMjK59enbFAFoeHNNEHkrp8AtNv2T7GBx5J/qeuc5zznNAFHRvAmmWLh7c300oX7HayXUzv9htjj5bQOTgcDpQBBdfDTQ5mYy210EY/abywjmkWK7nJ+9NaKwGSfbB7g0AX9b8IWF+yNei6jmjybS6t5GR4Q+MgSxkcPgf0oAZaeCdGgjlS001Y4ph5GpRhm/wBKQxbfnYtnLp1IIJPJJJzQBcbQrItEWtstDn+zm3H/AEbfEVPGecxkjnP50ASDSrUTGUQ/6QUFg82TzbRuxA2ZxwzHtmgCo/hTTGjdHsswvIdUuYt7fvbtpg+7duzzKAcAgdsYoANa8K2F/tN6k6Spk2l7byMklqXHPlTxkHDenI9qAIovBWkJA8Isma3cmS+R3cteSSYyZ7gtklsDnd7DigDQvdKtbgobyHeY3F/aHJHlXKKwB+UjorHrkUAUpvCOmSXAmktZPtQwgnWRwHEWcebCrAHbk9VNAEGreAtEvnLajp7NKR5U0sUkiG4RRx5/ksudo4Gc47UAWb7wnpdxEkdzYqIEKy2UUTMn2R4QQDA8RUjaCRwRQA/SPDGnWJc6basjuRLe3Ejs73TrnHnTysxO3J70ASatoVlfJs1W1WaPImVckGOWM8GKRSCCvqCDQBS0nwPo1i+/TNOEU+02j3Jd2aWF3BxNI7HOCoxnJA4GBxQBBd/Dnw/PIz3WlBnY+fcoJHCXMmBzPaqwUlsc5U570AdCkaqAI0VVHyIijhFA6KB6CgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAUtW1m3soy98XEYKwsVGTunlVRx/vsKAGR69avO0KNJ56ot9MpU4EMrEDa59xQBJpesW15GHsHZoyXgRiMbmt5WU/Kf9pTQBcoAKAM7WdciskDSW9zcMzLZ2tpAAXu55T0hVmUfKuWPzDABPagC+pJ6qR3Kn+H649KAHUAFABQAlAC0AFABQBTv9YtrYxi7dlMjjTrUAZ33Dqxwcf7KmgC5QBgWHjawufNNnDqTxxbmluhC+25MBIIs3x8xUg8DJ9KANTTdTiuo1e3SZUYebGsqkMoP99DQBboAKAKN3rNvDJEk5cSSlobQAcM0MRY7z/uA0AXqACgAoAKACgBKACgBaAEoAWgAoAz7fW4JZpIoll82NY57hiOCt3vwIznqNhzwO1AGhQAUAJQAtABQBnaRr0V55nk2t5D5cr6VJ56gefJb4y1vgnKvng8Z9KANGgCK4uEiVmlztUGaTH91BngfSgCDStTS7hjkhR0SREvokbqiToCA+O4BoAuUAJQAtACUAUL3W4IJYUmWUyTM0FrtHCtBCzEyknptX35oAv0AFABQBR/tb9/5X2DUP9X/AGh9v2fuv9ZjZ5+fv98Y6c0ASanqcVpFJJcLI0caNezKmMtHAhJ8sEjkgeooAltblZUVowwVgJ0DdQrrn5gPagCagAoAzbvXY4p4omikZ5RJPFIMYiW0CZ3/AO9vGKANGgAoAztL1yG7MogjlXypDpcxfH7yVI0OY8E8YcUAaVABQAUAFACUAFABQAUARXVysSM0gYqoM7hepVFz8oPtQBBpGprdwxyRxsiyIl8kbdY1njBwxH90GgC5QAUALQAUAFABQAlAC0AQ3VysSM0gYqoM7hepVBn5QfagCvo+qC7gikWIxiREvliJz5QnjBwW/wBnPpQBeoAKAIbqZ40YxW8kzAGVLdMZuGUdIyxAy545IHrQBHp15JPGrT2U9q7APJay43W7Hs+PQ0AWqACgDMtddSW4liSFw0SxXEspPEpvPM4Rf9gJ+v5gGnQBnzajcrOiJpczwsrTzaiD8trKhGFZMf8ALQZ78fyBEmq6mlpDJJMjukaPfSovV0gQkhM9yBQMZouqfbIIpPJ8rzI0v/JznyfPjBxvwM7c+goAvUALQAUAJQAUALQAUAcvF40uJvtY07RHuJbdvssNuJADqb7AflJXj/x7NAHSQu7KDNF5bkBpIs58pyORuH900AY/i7xQNKtZJmtDcbNv+jhseaZZVX/WYPQt6GgDZWZCSEkRmHEqg8xlh/GPcUAEtxEmPOljTJEMe4geZI3QJnu1AD6AOd8R+LZbOSGPT9M+23c5dbOBpAihLSPcxknKt0BGPl5oAvRanfG4McujSJbiMXS6rvBWW4ZsbFixn5Rzn9OmQDQN1CG2meISY8xYcjLJ6hPSgDFtPGNtJcXMU6rb/Z/KWS5kcBbj7dEWG3OMbcEdaAN2gCOC8glz9muIZcfJJsYHY3o2KAEkvrdCBLdQIWPlwqzAGVwcYjB7g0ALLeQRkCe4hjZvkhR2AMzZHEYPXkigCWgCKW8gjIE9xDGzfJCjsAZmyOIwevJFADnkVQTI6qo+d3Y8Io7sT6CgBILqGUZtp4pV6B0IIyP9oelAElABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHk/ibxRbW8MsujeM/E1xMr7rZjExt5biJuY/OSAIVIz/y0/H1AOpl1i+e9s9k5jtZYZbqSzB6zxrGcucfwhxjn14oAZP4jubefUC8jSxwQRalaWzdEfyZycf9dCg70Acz4s0S/wDsMMl54n1CVy8FxqNq7AJfPc3CHEEIUf6hjkDPQZPIoA7Jru5fUJIheTxw/ZUuI1TH7i4luZQWjyDyFA7Ee1AGD8OtMa0tDK+r6vcKPtGbCV1MaGG8k+aFAgIZ9n97GSeKAIvJ1h7E3kviTUYrvyj4hhsUI8hLdY9wja07h4wATu355B6ggFvVL+71GXTxZavfWEE0Uuq3q2xwbmNYoSF3npjeeevp60AWdRa6tLzTooNUupYT9ohuxO4L3xhtMqZmI58o55/PrQBjeLNRtA8zWni7xgs6ZG6zRmt9Gu0QELdCKPB3nAIZmIzzg80Ad54d1KW6tYJLkIJJIo72cKOBJNEpOwemT60Acwn2jWLq4U6zqllbW5Swt4rJ9hubl48s1xIBn5DgAZxxyOaAJddu7+JrS2j1u5WacyJd6uqL5ht7GHcfJGMBpeBnacdcUAOsY7zTbyOI6vfXtnNHJPbxXbbnsLqzMecXbclZlfoc4PTigDmbWz1aawmuZ/FmuJcJ9pvdNjikwkcVkzgLcW5XB3FD1zjtigD0nQ9TN3bxSMgQyRpfMg/gM8YOB9M0AecXXi+zvJ7gat4l8QaeIpW0nTLbTo5sKbYDL3UkKMGLyEjB4AHTmgCxBr13fW+ntqay+eLxbW5kdNv2pooJxvSLAwJVwfujHSgD0qeHepHmSJkGPzEODHuHWNvVaAOB8C2L2+nu8WoX7sftLRxyPlbZormUZgTHBYjJ980ARXN7qt1Fpa2+s3ds86h9UuYyA1zH/Z+5vmIPLjODjg8jBGaANTRo7qxvmgOp395avB/a9sbyQu9lcQThWCSsM7Zg4PLHBHGKANTxhqtzbwAafL5U0skWjW1zjP2N72YLu2n/AJ5gkj3oA5q68NyWV/Y7dd1e7iZ5y0F6+8xzCwk+aGYjIDDtnb6AUAZUvi2yvJ7n+2fEfiXT2imfSNMtrBZdsMdqAN83kRsGMsuThicDAxjqAdz4J1u8vrOGTVYWjuGBS6RlxmSKRlyY+3mbc/yoAwkt5tYu7kS69rNpbQFNNtbaykMe+d4gWeaReSQxwB0xzQBY11NR3Wlrb61fIZN8mqaupAlktbCNciJlAwbh2UZHI9+4AunQ3em3yRNq+o3tnNG9zapduXeyvbNkztuGOdsiP0OeenFAHNW9pqb6fLcv4r1tbmNri/sU84+WI7O4kwlxbkYYOVI5z1AGAAKANNLG8sWspE8Ra3dPNIthqlvdSlo7hby2diYrfopideNuMdOlAF19NuL+/uUn13Wre3RLeSG2tZin72cSZO9eR93oCAe+eKAMm51/VDptwq6jeRXUFyvh6DU2+/PFHfQ7XlAxnzIXAPZu/WgDd1m3n0W0mfTNT1O6nYx28El/K0gtpridU3Rq3TaXzgDBx0oAz9csZ9EEEtt4g125Akj07Vbe6lZxqUNy+CwjkOFaPORt2jsRQA8aB9s1G7D6rqtqgjtt6WchQzuwlwZJU5/dgHjIHPOeKAF0fxIkMF2mu6vfeXbSmwXUif3klpJt2BpBklwTtzjJ47mgCjp+pG3vrVLCXxckcqyQ3tvqplZbhIoGYNCZicOjKAQMcdQO4Bf0PRp764umvtf10Rx3JtrKyhndUjSOGIkOEIyJMjjOBzjqaAOr15L9reUaI6LdlGWwZv4bgqcYJ756Z4z14oA47wVe2DyqsuqeKrbUUj8vUNE1OaQi6JxmRI5iwOCOCrDjqKANPwBqN1P9s+2Xc82y9uLO28xifItoymFjz2TJwOg7UAVvGWvEXVvA9zq0EDB9S1JrBJDJcxwY2pG1sCwDvyxAHHGeaAM/StSvN91HFb+J208wNf2c+qRSg2l2uQyQ3U/JDqQwBJPX3yAdb4L/AOPC1/64Q/8ApOtAGStpJqV5crealqsMEHl2Npa2s7xh5LiAOXmeEqSfmAAJIGPegBNZguRJaWsep6gYZBLLqeoGTE1xb2KLhROqj/Xu4yRtOAcEZoAj03/iWX6wW13fS2ksLX1tbTuz/wBn3VvIAfJmkJO2VD0ycEcdTQBzVloEr6bLcP4g8Qtex/aL/Trh7mQiyFhLIAiROxBWVYwDkEnNAGh4xtvtU2mtPcXkRdwkyW8rqAJIMnyihBBbpkHOOM0AWfF+qJDNbW87a9NbeW9zerZ+Y02qCFQqrNLCQ2DksxzzgZoAzrPUr6GG/WwtvE1tZLbvf6JPfrIrWF0IH3LazSjOFO0j5yR260ARJo0tpYW91BrWsy33+jXd5PcTyML6G+mjBjmiLY2qH9M8evNAHZRTy/2o6mWTyxaxzLFk4WRruXJCerACgDjpdDTUNMmutQvNSF5JFPqSNFO4WC1CPtiW2B27READlSSc896ANq8Rr17O3a7uILcwnWtUWJyrX0cCxqqJMhzhmclhxwODQBa0O2bTr54LW7uZbN4f7as7aeRnOmTRThWELuSds24Hljznp3ALvjeeYpDHBczwCeePS7meFiGjtirs3lOOhlVNvXjNAGKPC9tYana/2fPfeU0dzttJpXdbeSMRZMDSliPOyM844FAHNC+hv0lk1Ox8bT3xaWPTLmwjnEemLbysqCyeE7T5ZXJJUnOc0AeneF7y8ntYW1a3mhuSi/bYpQQwnUYJdCBjeRnpxQBzuialZQLqJ1K5aOJbmRroxsQyRSWsIHlGMggueBgg56c0Ac/E8NvdWraPoPjDSi832G9e/kJS+t54nJWRJJpDu3KCOB3zzigC54rt44bqR/Ftlr0mnkIul6rZSyBdACR/N9qt4GBGZPm3FW7DtQB6NZSxPGhtZ/OjKrJBPnPnxMowfM77xznvQBxOnaHDrUly+tXV8wSaTRtKggnkQabFZYBKpGwG6aTLHIbt24oA0b5GhvrFI7m5dBFcxOZHJNx5SQYNw56n3PNADLq/li1CYqzMq2SXaQknBkW5m/h/2gKAOEiuZp7ZZdNsPGkuuMF1GLU/KmEU1xIQdoQnZ5flnaPlwVoA6650tb/U8ai92sAtI7x9ODsA1091LzNsYZ8oZGOQfwoAr2Njuh1C3v2uJLeJi2nhpX3Q20turqv2jOcRtzyx9DkUAWPD9vpOmaUj3Et7bxPBFNfzxySFhNcQKP8AQ8k7SztxtwAemKAMcKlpcWf9laF4p0vdJ9guZLyQMl/azxuStwPOkO7coIyBgfhQBN4gjjtriZvGNjrU1lIV/s7XrV326HAiL8s0cTAr5cpPO07u+ecAHpcJTaPJfemB5b7s70xwfMJOcjvk5oA8v8RPpV6J5LDwv4kvCnmQf2/by/8AHpdQgDOkpJMDtRhg7EC8dCKALOpRSaomlDULu4USgXepGJmX7UVsN5DMhB/eMPXjtQBraRpsenagYdJLRWT251P7ASSLa8t7hFzblicCVH5AAHFAFLTrqY6LOxnlMgS9KyknKlJ58Yb/AGQBQBE1zYz2VlHqGj6hrNy8Ed9Dp0MhG9Y7dAXv3Z1G3cwHzZyTwOtAEPhkGI6hHFpt9p0CxRXEOkzspFhNPbyhvsrIzDbKUB+9+A6UAQ319KLHTIxb6hcQSpGNRtLPHmX8FvYbtiEsvDsBu+YHA69iAXPDVvdQ3TLoPh3W9I0942M0d0qbLLU0xte1iDv99OCMgHgmgCh4W0zTbGWFfFPhq6sdTz9nttbEjsmu3Rzy10rnmYDO1x9AOlAHpGsMRBLtJB2OQR2IjPQ+1AHn0tl9ti0hLu5ugjoGvSjsDdImmEkSupBxMAQeeQTQBsaRo9tpuomLRovs9rJbnUZbJS22O7trlF3QoSceYj4OAM4B9aAKfhDwjp+o28dxrEUk2oSf8TOXUldg8Em/hbZgeFiUBQBxjr1NAGto8yDU7wFhuMdrIq/3lQTZx9CRQBzAYjw58pI/0fGR6F/6igDo7aaZ9RhN0GVzZPLNGRjZM91Bn5PrQBy0nhnT77Trq51G2aS/YXdyL3c2bcWzyqqQHPCLGgGOQRkHg0AXidOnsrCK68PXGs3BgjvbbTY32iOGO2QF7l2ZVwpIA3E8njmgBvhLT7jdqEFhp0+iApG1jYu4Yadd3sEoLwvGTw5VTw3agA8G2+mWU8aa34UbStWIMUF+CWj1plT5jb3e45Mi/MQ3I+tAHZeMNWns7OeSzBMqxtJAR/yzk28H/tmeaAPPf7IWJLdvDngzxDDfK0d8utSLF/xM4Z2Hmf2rLHMx/wBJj3EgjIPTGaANaw8P2OoapqA1u1W8jQW0dpbTElLf7TacmOE8ZO3g4yOcdaAN/wAAySC3dJJXkWGafR7WRySTbWtwwUOxJ+4uB9KAM+8tbfUdTaLWLRbi2igW4gs5gCkl1dSkFzGepRBtB7c4oA49tGisLTV47KFoI1YC3iyf3cMsSkAE9irevSgDqbi1jvprODUyGs/s51eazb7uqXUPlBVlGRkQBi2OR6igCt8SfDun2Gk3Q0izS2jZo7uWFCdome7iz5UROACAOAAPagC3qnhjTtMnsn0OzjtpTN/Yt1KvW/tbm3kJ+2v1Y70BySTmgB2maBp+q3N2/iGytb1kk/4R+ygmUEWNlFCh/coehldyc9fQgcUAXvh5czGGaOXz2jguJtDsJZSSZbK2k+XLnr5YO3v0oAxPGnhzTbjVNP8At2m20wkFzHfBx/x9ra2wK+cO/lMTQBsyzNHqcpjhaVhZxyJCvWZlu5uFxn7x9jQBU8JeD9HvLWGbUrOC8vJNut3OptnzDePg4WcHO2A/LjO3A6UAU7DwlYXeq351rTYLpQts1pFMAV2y2zAkxHjIKEAkZHOOtAGZPPcxaa0VmbqVBeHwrBEj4efTRfFRGlwxGDIny5JAx14oA0tN0jUobuF9H8BNosHzWmt+XNBtvLVkO0ywRMcmCTnO3d2zigC14I8K6XI1zLd6dbXFx9suHgnnUMbMw3Jx9kLDjDc8YOep6YAE0Pw1pmqyXcniGwtL6Xz5dEjEyg/2fZWZwqwZ6FgS2Rg89ehoA1Ph5czvaAXMsk3lyS6bBdMSftdvbXDBSjkDhVG38OaAMLxP4fnhupZtR8KWfiCwkVI5YgqmfRFgTB+xRyDkPknCsGyc8Y5AI/E+q28509NK0ltUsJQ93BpiMqi9+xQKUW4aUgYhUsSrHkgZ6YoAveFNJ1OG9do/Cv8AYmnNCBJZrJEVk1WOUYaOGFjjfCcHCjOOeaAO+oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBk0KyKQ5YAgxMVPIDD+E0AednwP4pFmbWG/8PJbbfsMV9iQyS2rdRJCeAT0zuPsAegBvan4Y1D/Rn0a4sjdQK1mIrnd5d5BcRKG3MgJBDIpHB75BoAg0rwXfs923ia8tJhdRx2UsFqGAsoo45FKxO3UbX4PBJycCgDOn8GeKLmBIdS1XQxBGY2S6jRy+pLaSqR56twvyrzgsSe4GcgHUpoTi8abzk2GFNKEOOQ8U7tkn0IagDM8L+HNWsw8WovpU2n5lezKbvMlW7nLYuQQAAgZs43Z9RjkAz/8AhDfECwm2i1TTv7NINgt6+4zwaY/Hlqm3aSI/lDZ4H8ORQBuyeF1E9s9mYoYIElsI7UA/6u4WMARn0iCUAJq3hiW5vLSZLiNEg8/zoSDm4+2whRsP+wRQBjL4T8RQJJDpWo6Otk7STx3sysZrVL12JXyhwSrMcMW+q8UAdRoWltaW8Mckiu0ccdi8i9JGgiAyoP8AeIoAxLvw7q9vcSS+F59LPnbTqVne78LcQLgPbyR5+8mMjHOOooAl1TwxqFykDf2haJqcLfa7e88s+XI8iEMskO7O2VDj7wPQ5oATSvD2qPcef4lurEyqhsdOsLTcUsElYFm86TBLT4A+4ABxzQBNpHhaS3s2hmnikY+cDIBxi9mkblT/AHQ+KANHQtLa0t4Y5JFdo447F5F6SNBEBlQf7xFAGFJ4d1q0mlbwtPpBhmYX13a3of8A0S9KAF7d4+olABKnGT0YUAXb3w5e3C232zUIJJoZV1S8mVMC78uKQYijBOMlx3oA6CgDn9H8MS2tmYZLiN3PnYmAOB9smkYcf7AegCC18HTRixzdRH7KvkXGAf8ASibIp+6/4Ec0AX30KQ3izecmwQvpRhxyXlnRsg+gC0AHiXw7/aEJRLl7eUMt7Y3S/wDLrd27gqSvoGHPt0weaAMweHNbnuLeXWNR0zEJd2tLaNgJzcWzLnzHYnIY9OgHcmgBP+EY1e0kmPhi+0tIZmOpTW93Gx+y6jIAC0LxkZEoAJB78g9aAOltI51RReXCTSgBZ51XaJ5AOSsWTjcfc0Ac5c+GNUguJJfDeoWEYlA/tGxu42KtdQpgPC8bAg7QAR0P15ABLqfhW8nSFk1WL+0oD51vqTxfLdM6YZbi3Vh8tyMZw2RgEdOQA0jwzf8AnmbxJfWdzchPsFjDbIVjsIWbLGMOzEtMQMnPTjpQBDF4Hf8As+S3nuInZxOqTgHEcl3PIykj/pkWH1xQBcvvDEsy2oW4jUwSR30xIP79YLd1wn+8WzQBz7WuttqN0fD97p8JCWyXEV3GzLcgpNyrIykGL64Oee1AGlP4Dc2bRJqAkneRdWv7+Rcfa7oXaOx8pegYLgAHgYoA3Ne0C31GB4r1pFjcbS6HmJ0YEGM+sbgGgDDXwprN00f/AAlWsafcW8TLewQ2sJQ6lcwH5Wv2Z2/1ZGcKACevAxQAXnhfWkupZtB1iwiMix2j2V1EWSRbcNy7IynKluMHHXOeMAET/DuRrZkfWGW8eceJJNTVOI9RSRSPKti33UVQoG/3zQBNH4Z1uaeCXXNX01jCzyCztImVXWe3dcmSR2OQWHoMds0Aa2iaCbRpybgSebM2qqMY8gSRRjaeT0Ke1AFzUba5ljYWF8bSYgrb3gQN9mk9fKbg4oA5608M6zLcRSeJNS0qUQ7zp8VnCymWW4jKk3Du7fwHoOM/TkA0/D/h82IlDTJJ5k0ur7lGNou5M4b3QcUAR6/4cmuWjk0y9W1vYtzWM0i7kljnA3JdQgjiYKOQQw6j3ACz0rV3jlGv6tZyvIv2eKK1i2pYAqwyhdiSZMgnLY4wAOpAL2i6X9jgij87zfLjSx87GPO8iMDOzJxux6mgDF1DwxqiTvL4Z1W0t3lCx6pbXcZdJWgXAeDaykMicdcHjPSgA1PwffXCQEa8RqMDG5t9UaJdtw8ikMs1qpHyzIccNkepNAEmh+Gb6OZpvEGpQ3V2y/YoI4EKx6dabgSturEk+awBJLew9wAtvBnl2Mlv9v3b1ng+17P9X/aEkhz5W7/llv8A7wzjtQAzW/Bs06W39n3sEdzbss9pLMhKT7I9pEsSsD8w5+97UAS6z4WurkxSWuqR22oRApFdrHmO4E6ruWa1Zs7ZccfvMr6nuAOfw/qdxbzx63rUEsk0bWSmCHamm+dEQfJQsScE55fntigCO58GeZYx2/2/bsWCD7Xs/wBZ/Z8kZz5W7/lrs/vHGe9AF9NBxdtN9p6wrpP2bb93ypnbd5mf4t+MbfxoA5mb4a6iIpYdO8WG20+TzPKsfs6lrKO7ySsdyXHy72P8OcHGQeaANfU/B8sqwHT9Vazu4B5Vne+WGDxyRhWE9sSMiUAH7wwQDnigCbQ/DE9vI8mq6q1/duFtXuAgRYLWEnC28ALYyzEn5jk+lAE3iXw0uoxBRdyWsysuoabfIMmwvYDwwjPXgkEHqD+NAGZZeC9QFzHNrHiZ72RFktFt1hCII7gLzDGGOCCDkktu4HGOQBh8EajA0n/CO+J2sLeR2v7i1aAOYLif7xspmYY3nnBVgD0HagDqbeFkVQ88sxAEbTyY3TlR1l2gDL9TgAegoA5eX4cwSLdrNfz4uXF9vQYOnyRBceW2TkpIue3p70AN/wCEK1eaSFtc8XfaxFINQhgjtlRZXRGH73DE5Ib1AHpQBNq/hbW7hpBZ+MJLe2k+Sa1e3Vmt1ZcEWdxuXAZfVWIPOaAN/TdNitYkjtt5jjRbKAseTHCgA3n1wPSgDnrnwbqKTSP4d8Stp6ykXGoWkkIkU3KqBvtssuC6gZ+9mgCbVvCFzOIGsddnt7yAGODUJED/AGpJYwG+1w5XPnYB6jB5FAEei+CJbeeSXVNYbUJpY1sbtGiVVxGx/wBVGCeCmBg55ySTnAAGWHgrUrUBLDxXcRWC8W1n5KmS3hDZ2JfMTwvTmMnHGe9AGsugYu2m+05zCuk/Ztv3fKmdt3mZ/i34xt/GgBsXhiFXuWM8p+0bftCDH7gR24T90fdRnpQBkw+AJ2sTbatr0txHhLewuoYwjWMVoVKdGbJjZRzxn9aAAeCtWmeFtc8Wm78qRdQggjt1RZWRGB84BmOSG4IYAc/Kc8ADtV8G6tc+aq+MLhbOXcl1ZyQIzQwTrgraXORgbeBlGI+vNAHSWVjFbxolqm2NFW1gT+5FEoAGfYCgDk1+Hl7Grx2Piu7t9PdnnaxWJS8AunJK296TwpJP8O7r81AGrB4OhjFpi6lP2VfIt8gf6UDalP3v/ATmgCwfDqm7E5upciE6OtrgbVV5gxYN6nAFAHO3nwzu2SWLT/FVzaafKWmmsFiUtC1wxLLDd5HyyEnjaeOM4oA0D4D2C2Om6vdWs9vGNJjulUEX1mEUFbqFuOWUH2NAEmmeCTA1w11rN5eSzqttdTShR5QhVwPJRAAAA/THb1zQAtz4IiktoIor+6gkg8ttM1GPG6Ga1j25ZDkESpkEEEEGgCbS9A1OPedX8UXd5Iy/ZkMcaItpjPzQQgN83uWYe2OKAKkXgi7Yxf2t4nv7+GJxewW8scYM88H3TdTqoJ8k89snls0AdFd2omRlZioZTAzD+EOpHH0oAx7fwdDGLTF1Kfsq+Rb5A/0oG1Kfvf8AgJzQBcbQkN0JvOfeIm0oQ44KSyo2SfUFaAMe38CTW7Y0nxLqVnZb/tp0iNUKozPkiCdlLBZXycBscnHWgDTtvDUMd1JOJpGkkRLIxnpCkBP3f98mgDn7r4UpLG0I8SatBpjEyJpEKxj7OGfdtjuWQnar84z7UAdDH4cRbhJftU7usJ0YK/Pmo8iHdI/rlKAMOf4ZhvNS18Q6rbWMpaa50mLZtWS4+95MrKSFkbJKggdR0NAFi4+H67bf+y9ZvrG4gj/sm1vUVGM9rsUYuYpFIOdoPQYNADtN8AiA3Bl13Vp5rhUivbzcFeKSBX+a1dAMZ3cADC9qAFs/BNyJY31nxLqOprETNp1tMkYWKdkI3TGNRuZEJwT06jmgDo7i2ilVluYkkjYGCeJhxLG4wQ49GFAHNab4GubYoF8Xa7JaRkPaaexT/ln0W5ulQMyjngnGMA9KANPT/DMFvcXE0U0zST+V9pjbGIfsURUeVgfxA85JoAm0bQorJXEMsj75ZNVkLY+WS7lLEIB2TOKAM/W/B5uZUl07V73TbtVNl9pgCkXNs7Z23MMikERtkj0Jz6YAKcHwysUhuI5tU1m5FwfM1C6ndS+4DH7pwgHAH90+1AF/U/B8FwkQhvLu1nh/5Beow7d9uQgBDhgQVlAG4EYNAFa78BpdWskOt63q155pWe7vGZQyGJkIFrGF2qMoOAnqepoA19T0OC7MRuHmUxSDVLfYR880cbjEuQeMOemD70AZOpeBzJM8uka7qemTSBYNS8jaVvUiXAJjlVsMq4AIwQKANbRtCtbCJY9PRxGuTuc5aaRzktM56mRiSaAIr/wzbXFxBNNLcCWDzPsiKRtk+2RhT56kE/Ko4wR75oAkXQ4BcGYPN5pjXS2TI2iGKVmBC4zksx749qAMW2+HkcDY07XdatLLd9tXR4HUJHLvziGULuCO2cqHAOew4oA27bQ4Ip5ZY3mMkojguEYjai2gfHlADvvOeT7YoAot4I05oZY5xcSRSyPqsxZsNDdTy7s28iAY8p+R39c0AP0/wxLDIGuPEevXpVfs0cFw6BNp7yRQxpkj1bJoAt6TocFmHFq8zB5JNUl8wj5ZruQkhMAcAnjqfU0AZV94EgklZ7LWdb01nw99FZSKq3kqjG6RGRsMy4BIK57880AbOl6Ra2USR6dCIoUHkwRj+FR6k92PNAGTqXgv7Q8jQ+IvEFkJB5N3b20ibWIQDMSyRttLKAMqV/PNAElz4J054Y44UntVix/ZVzbth9PdFxmKXnllznIIb+IGgCbRvDRsyxk1rW79mwu69lyIVX/njCiqBn12596ANigAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCC8v7e3RnvriOGJR5s8zniNF9TQBPQAUAU9U1m0s036jP5UeRCCASZJZGwBFEgJJcnoATQBbVs9M+oz7+oNAEF7qNvbIWvp0ijBEbSN0DSuAP++nIFAFigAoAKACgAoAKACgAoAKACgAoAr22o28xcWs6SFG+x3QX/ljOEU4Y+oVh/wDroAsUAFABQAUAFABQAUAFAFW81S2tyn2ucRl3FjaDB/fXDqSAMDuqn2oAtUAVdS1a1tIy+o3CwwjCSSkH5TK4AyBn7zECgC1QAUAVbjVLaJ41uJwskhMNlHg/v3ijLHBA/hRSecD8aALVABQAUAFABQAUAFABQAUAVbbVrWZ5Et5t0sZWK9jwf3LzRhh8xHO5CDwT70AWqACgAoAKACgAoAKACgAoAq2eq21wZBaS7zG/2C64/wBXcLGpwCfRWFAFqgAoAKACgAoAKACgAoAp2usW00kiQOxkiKxXikfceaMMNrH1QigC5QAUAFABQAUAFABQAUAFABQAUAZx8QWn2nyPMf7T5f8Aa+zBwLUS7cl/UvQBUXxlYG2E7rdx25IhCyIQytJcBBuiPrIfy5oA3KACgCK4uEiVmlztUGaTH91BngfSgCHTdSiuokktg4jkRb2AMORHMgI3j1wfWgC3QAUAJQAtABQBna3rcVhC0lzBdSouN8UC7mfzHA+SP2J/KgDRoAKAM+51uCKaKKRZTLKJJrcgcKtoFz5jZ77hjg0AXZp0jUtM21ADLI391EHPA9BQBmeH/EiajHvg07UbaM4ktjdKB9rhkUENDtZuHB74PtQBrUAJQAUAFAC0AJQBn6JrkF/AktmkyRuPPiSUAMqk/wAYUn+ZoA0aACgDO1zXILCB5bxJnjQefKkQBZlB/gDEfzFAGjQAUAZ91rcMU0UTpIZJRJNCR0RLQLnefcsMcUAX6AFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4vR9R8Q6nGZtO1LTrWBmI0qwlhLebaQyEbrqfcpzc4yMDAGOtAFu/wBV1S5umh0O5t7NIkW91O/kTeXe6LbUghJHUKSTk+goAy7zxpqkFnd/ahbDULX9xJOg+S8DorK6xHp5sbDIycGgDWvZ9Zs7SeW+1K3lnWGS+it0iAWzuYomOEbJJCEY5PNADLC/1WCAz69qcE0QgOp3OnwwgeRIEDfup9xz5aAjpyeeOlAHP3XjzUra2S5vNc0SVCUub3RIgCYLG6kUYt7hXyXgRgSdu089qANDWfFV2l60MviCx0aLy1fS5biLP9qXUpbO2V2UYgwBjIJJ4NAFrxDquvQtaR6dPp/2qUtaX07qdivFakloUzn92wLAZ56E96AJLHWtRtbp4tdvobqLyTrlneJHtMEUEm11njUnP3lIIA70AZP9ueJmtTdpe2SQ7Dq8Xh5ouG01Vz+8vcg72iGQQNueNpoAn1nxHrEt5bRaDe29rDLEdTuZJowzLEmOI1z1IOOuKANLRNevkluo9duILjyAl9DeRJtMtndI5AliyfmiKHocGgDjfE8niO70uWefWLRYJY/tg0ZoRi2sJiCvl3StnfsIPOR2wOtAHT+LPF7Q3EcEOu6dpG5DqV5qlyyZghDYC2sUpALTPnrnAB4oAn8G+KXu3njm1Sy1IwlGi1a2K4v7e6VseasZIDRFWBxgdMAUAT6/cMt5ZDy4HRnmDh1BMbx2bkGFj0K4I+hoAyLWXxPqE1z9i8RwWEEMv9nWMYgRvtDpGpIui/bDDoQfegDK8U3l5qmlRSm5itpVki+2xhMiW7ivBGfLyRgLLlu+Rx70Ab3iPxHf6VBEt7rGnS3csg05NTmQRx2Mb5JeSDceLdB/fGTj6UAU9D8ZOt5HC/izS9dilR5re6h8vzLS6twCVnWA4w8eSPlB4PpQBVm1nxPPaz3Vjr1raxJ50thpJhVla1093BNxOed0uw9Dt6cegBZ1DxZq87aauk3sNn9rje8vZmjDGIRW0b/ulPfBI9KANrVDd2dqP7S8bW9rIGP2jW54YwZ4izkLFASF3BcD7rZwflyeADN8HeKZ57iSP/hJbTW4BGmpW2oRqitC8kjApcLFgZXaD90HB5oAwk8T+Kk01LyXVreZgonuNHEKhLm3M+NzTDncUOeCFH931AOjgutdsrq3TVtYh1CK48yGWPylT+y7m3gL/wChsgyVcAj5iSODnrQBlXHjOW6mn2eO9H0NIpG0yzs5vJLX0tvwzXizHO1pcgbdpwPoaAGXnxD1O5sbKXR2gs57i4j0e4DruVN7SK2EJ6GRM/eBx3oA3LO71iyu44tU1ganDMklxDPJGqPZzWezIxEACsiuO2c9+1AGT4F07VBd3hl1u4e3W4ZJbYxpi+neBeS4GQYhs6EA96AKUnj+W586S38daRpflvJb6fo0wizeLa9Dd+Y27/SWB+6VwPU0Ad94d1xdQtopVi8vzEW4aL/nk7DkBv8AZbPagDAabWtTmnGka+dKt4X/ALKQxwo7X12IlZjN5wOBFuAAHXkk+gAus6tqwktray1S3hvZFa71PVBFnyre1UZ+zWz5GbhzxkkDByOlAFnSdQ1G3u2g1W/a/RozrOm3zqqtFEkqqyXKxBQdpZSCFHfNAHJeH9T8XXmm/af+EpzOA93b2Qt4tt7FZyPlbr5Qcz7cAqygDHGcmgD0jR9TF3BFIqFBIiXyof4BPGDg/TNAHFX/AIvNxczofHGn6BHCRYW8b+Tvv7lowS8q3IPyxE7QFxnkk9KAK0XiV9Sg097iSB5ftgtLp4vuyS28NwN0ftKoDcZHNAHoOqailrFJJMMpGjXkg9UhQk9Aew9DQB5P45s/ET6S8useIklDrFc3mlCBAtsJriMgW0y85hYgZLMCM+xAB13ibxWY7pID4is9Fj8v+173UZTHuuUeRlEdmJ8jJKkklWxxigCbwV4pkupLiKbV7XVPJZHttVg2Yu7W7QkCXyuN0LKwOAAfQUAS+Iv+P2w/66T/APpBJQBneJfEUMcsgT4hS6dIFCpaxwRumnTFMg38rROcSe7p7UAUNS8a6jLY2kr3F1YQSfN4k1Gzi3tYQCI8xKVbaJZB12kr2z3AOx8MEmHK+Ijq8RPmWN6wXKW21cLM8YAJQg5O1TzgjigCh4k1C+lnit9HvWtHkV7/AFK+RQWs7C32j/RgwIzPIwGecDnrigCprx1bSrG5aPxDcXcir52mXE8ab7QDHEzgYbnPJQfjQBqeLNWurZYTYzeWWuILCc4B321xOAw+YH76n6+lAHMeIPGdsbuWLUPGMmhxRBEiSEJv1C7nQNueSRG+SJCowACTnJxigDOl+IWq3GnbtM1WL7Wt0PDjanDEpW9UyjDxWzgj97GynH5YoA6NF1PTryBZtfvdRt7jzYJ47sJm1vIIi4a2aJFwrqCMYwO3sAQeGNJuVvr0tr2pMFlieWIrFi8ElmhAnPlZ/dA4G1l4HPNAGf4k1y1V5vJ+IWtwXKbmt7aCIGGwkgUnZdsISCVI53Sg4wD2oAk1/wAU6gbazknuNSs7KVBd+I7/AE9AX09pYEKnJVsJvJydpPQDrggHX+GZI2gBtvED6vGSWgv3KktGT0kaMAZj6HgH1oAzvGWoWEYQah4o1bSySXiisAC95jHLRiKQ4i9gBzz2wAc7pPiy6ktNQ+y63dXqwK7aRqU0eyQA2ZbE6FV5gk4yUGevTFAEsq6zY28NzeeJb+7kzB/a1g2wRSwXjqpFrGEzmMuDkvzgk9cUAdJHqVz/AGi8ZnbyBbR3qwdluGupQSD/ALSgDrQBR03XJPLvjqWsfZUjnks7a+kxjTIhbRY2Kwx8jtkAg5PFAHN2PjBILu3XTPE2vaokrNZajBqERURApkNaMYY8FXHTLcccdaAL1trc+mf2q7or+XJ/aVtD2aa4tEI3kY4b5c88dqAMNfiDBbeTJa+PJ9VuXeO31XSJAmxo7kgN9kiRF2mA8j5m9DnNAGxr+sSpeSLr3ijXNEgOweHLuJUEFyTCNwuZ2jblJc8My8fUUAejQg7Rum804GZeP3xx1wP71AHEWJv9YluGtvEepaekMzaFYWtuE2tNaIpL3qup3eZI3TKjAxnnNAGZ4e8VapPY6c91qErzS3Js9QlwB9qgBueHAA4+Re3agDrNU1G4S+tUindYnS5kuYR0maAQ43f7m40AcTL4zguVle78eyaRMXkt9DtFACWkdnIQPtkbK24zHDN8x4IAoA9A8K629/awyyxhHdBNMo6CTHO32LUAcra6Bc3d/feX4g1SwjDwYSyKAzStYx8zPIjcKMYxjvmgCm3xBvRpsbT6hGt68/8Awi8mo+XxFL9oYGRYFBGRAu70z0HagDQ0zWGiu4U0vXtT1S3lD22opdgk2UlvCWV45Qi480ggjoc8UAZ7vrEltezJ4m1GOSGW5bTLdduyKHTpXO2ZSpyHAxyRxjHfIBbf+1rNLOWbxBfXMkksNprFq5HlzjUzg/Z0CjH2Z2GMY460AaEq3mp3k8bapf2Nrb+XFGtm+1r68uYg2Z5eflgUgAYwSTuz0oAy013XHtLuOzuLq6vreUabBcwqvmXVgXQ7gDx5ghLjgDkAjmgDS8DahpspYaX4n1q7YALdaVqbky6fKh5LLINwznB5K+lAG94lvbWGBvt+rXWnqxW3jurYZk813GFtI9j5MnTAQnHT1oA43w5rDxX0cdlqHiaSCWOSe6sdZSTfaS223DWs84BxMCRgEgY56igDb0XVruS3u2mupHdJru3tXP8Ayxit5W2hf+uYFAGFZaxqV7aafG+q3cMtyWGo6lGcSeRbQuxEL9jNtAz29KALOleHzZ6uP+Jtf3gNm6xi7bc9tGl7HwZupBYnrk+57AGFLd3WpaFFJqmoXjTGRPNkjbHnD+1Qo83HXy0xj3APWgDudfhtLW223+v67AGcQQ3FuxM11NJnCW21GJMgz0XI65HWgDn/AAjqrLfGK01DxHJbtAdRls9XWTzLO7huEXMUk4B2yxt0GR/KgBkOnX2pWss8niPV7advtCW1vC/7q2t7WSRQr2bZB3BMkkBueCKAHWk91Nb6ZBbXtxaRywC7v7q3bEnkWNrEdtvKOnnM4yRg4GB1oA2dHFxY3pgOpX15btCdXtWu3LPaTQzKrAXDckSbgeScduKAOuoA5jVb25tb6AtdTG1mVtFltznbBfRgujL7yqHXsTxnOOABvhC7uLqS6lkubloGlNhpVu5O2O209dpa2UnH+kS7icDnHPsAUviDNqCGAwprh08F215tLYiWEbRsbKfMVjO4nBHvQBk+KNZhi0eaTwt4j1K4wYzDfvKxkt3+0xAq8jYYcdQeeeetAHplAHlEGsSX0c8smqeLYrwvJHpMNjDctFpotHZVUpFGUYykAtnOeny0AbcOoXFzdac+oWk1tO0Ny93byKVMNxsgyDGf9rOPagDpPFWni4tZla5u4PkaQTW7lWUopPDr2bHI6EdaAOPspLnT9Ig/sm9vDczi2tLOedi4sLjUUjX9yHPCwjJAHANAGhqOnz6Q9u+navq9xG0seianb3s7yC6iu2IDp5hOGjcg/KVBHUUANsdIkvNQvDd6zrixxtDBZWUNxIqW5e0jYnykYD527HjrkE0AMk0L+0dRuFv9V1lIIo4HtLO3ndFjuLgSfOFjYfNGUGO3rmgDAtdI1CbTXuL3xLq7ahEs0thfRyFQkOlu4Cy2y/KROYzuLBmOeSaAOp8SajYXEcK3665NM6/b00rS3YNdRBAT9o2MvyqSBy456c0AZvg2T7S95A0niCG1URG1t7xnE2l/a0fKRXBYnbHsG35iPcigCn4XmfStGM9pcXk8vki5jguJGZLaVCwH2eEngZOSBjNAFzVPD8+kwJPBrGrSXqvCNYaaZmXWBczojLPAx2gRhzt2qNvagDvru5EKMzKWCqZ2UfxBFJ4+tAHk2u+GjNpL3Fzqmp/bZYl1a+kWVtlylztOxrUnbtiUgDCgjHWgDb8Y6wHvUh1Gy16exEB1W4g0wSFrq7lnKqLvyMHbEqMR8wBPXpQBe+H93ebrhJLXX0skaOTQpdURw5hnjO5FaRQSLaQYGSSAQDQBa1yTGpWP7t2yl2hI/wCWf7uE5f24x9aAOa8U3GlztO1ppvje8mTdCNRspJBHpN5bLz9kVpVH7pxk4RhmgC1qp1O7tbGSez1LULQxLd+JLKykKyXMk9vGVdEjKlhC+47QwyccHHAB1Pg690ua3zoF7eTwBmhKXLuXsZVxmOTzeR5IwME9OmRzQBv0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHAaPB4o0qLyLDw9b6hGhKaTqhnVVFpJISBfRMd2YAcfKpB4x60AaGp2Gs2d202h6amowyotnqlgHVXjmtS214JJCBjaxBGR680AULvwhqlzZ3n2qC3iv7o+abRXytmkUaqqmbAyVReTjBPSgDqvEenTXVrOlqFMjxSWcAY4BlmhYDc31NADX0TzrQw3Tbd0P9mTsv8HmQ7Tt+lAHK6Rp+twqkV74F0aZ122s2s74xHdwRkfMIQpbdInbZjPtxQBpeKI9RmLJP4GsdatCP9EYzoDHIy8+esoG3B6FSxA5HPAAOY1i11jTU0tYDbXV8jtaFZWO2dmtiCvmkf3CQDjjjjFAHUadpOoXs7y69pY09fKOhWll5is7wzuCzTSRkgZIAABJ6k0AY66T4o+ym0/su1MW06LD4haRdo0rZgF7IZbf5XGOBnndQBuf8InKL6CSNv9HigfTlYkZeZnUDcv8AuZP1oAmg8OzG5u2uQBBNHDZQsp5/cpKG49t4xQByt3oPip7BrRdIsm2oNMt9XeYBb+yiHBitlGQwUBSDwOuTQBu+JPDNybmO407S7PUXWNtJvtNmKg3Fqz7gbaVwRuifscA56igDX8PxXQDG80Gw0zJHkW8LAsYwv/L2yADIYnoSPegCPWNGuJrm0eAIY4nlmuyTyFmtHUbB/vkUAHhzRri2a5N0EAkuG1K12nOYHgiHze+5TQBz0/hDVF0toYbeGS7Ehv4rfeAJwupmQASngGSPjnjPWgC/r+g32pQQvJpdtb3sUg1SDTZ3DLMqFgY551BH7+I54BAPcgZoAs6HDfNJm78IaVpcQBVXDq0rTnvH5S42lc/xg+1AHKa1a63plhdRG10trTFw9nqUk2ClneeY22S32jMhLbRg4JPoMEA1LLwlqG/SmaJFW2he21RWODFJPYooCofRwfpQBqeKtCvpp7aXTrO0vBCzvPYztjeJ1UB4CQRutyMjPrxQBHouk6sb6SfVNPsrWNol0+CKJ9zZhmc5umwOWU544AwOcUAUv+EN1H+x/s+yH7X5X2Pbu+Xzd3/PT6UAbusaNcTXNo8AQxxPLNdknkLNaOo2D/fIoAwk8K3ljLObDw7pOqwzSNrMRmcK9ndzBdyys6NlXIyCOnII6UAW9Z8M6hcR2YW10pZIriLVtSiiyI4o4lfcbQEA5DNkcDnrQBpajo1xLeW0kQTyo0nhuSTyGuhFjavvtNAGfoeiapZ3dwTbQS2k0g1FLvzMG2/cYINttOTvAH3gMc9sEAy4PCmp6cZF0rwxoOpwvI9/Z3VxJtayFwc7blGjfIhboQ4yPQ0Ad1aQlEUNHAhAAdIRhVfHPlL6ZoA5Z9M1zT5pm0CwstRgmYag1vNMY20+98sAkNsYFZQqn+EjpQBJq2h6w5t5rYadJqMIaO6tQSsepQ3SgOsUrZIwQCpIOOh4JoAk0XR9UkuWuNfitrZ/L/sqw02F9/2WBpAWae42rkyuoxgYA980AUNB8Gaha6QbaZ7cXflT2iOjHast00hX95jtuHagDpfDumy2trBHclDJHFHZTlTwZIYlB2H0yPSgDnZ9E1myuJm0bS9N1O0nK309jPJsayvo1UEpIyuCJNoPQEHpgDkA0NS0TU7pbQ3bWAnimXVNS8ots2pBKCLbcCT8zDrj8KANrUtOjuopI7jPlujWc2P+ecyEHBHsaAPOtU8K+L7ywNrcW2iqFVLdtVadidQW1dSuyER8FtoySxoA6jWdG1KK5W40GC0upPL/ALHvdPnfZ59uJCwa2uQrYMbk5BGCPcCgDV0abVnVjrtrYW7E5tra3ct5EO0cXEzAZO7PRQMce9AFfVtDnnuLWSF4QkLST3KsTl1ntXUeSAD0Zh1I4oAwbLRfEdjJOulWejSxzTPqsWqyyENYLcEHFzaBPmMXIXEg7AkCgCzpek+INMtLePTbfR7ySNTDqUMkjr54HT7FcbD0P95KALHg/wAN3VmZ3vbawtDNIL5NNtCStgBEo5kKrlpCMnCgZ6UASeItBvXlin0M25uot8L2kxwuq2dwBlHnAJBQqCpwQD1GDQBDdaPq+p2s8fiCPT7EyAwWMdszObRCg/4+5WCgnzPRQMd880AZN7ovjC/Nsupw6DbxwzQ6nqVxHM5Oqm0cE/Z4vKGA3XBPXHOKANK80jWrO6km8P21jfRTBBqGnTSFGjurdQoe3n2sMNHwRgdBigCfUtC1a8hhF/Jpi3CTxardCHdsEFrcA7YWYEk7BjkKCfSgC5q2hzz3FrJC8ISFpJ7lWJy6z2rqPJAB6Mw6kcUAU7HRNXt72Z4/7LexmKTzFmfzYGt7VVxHGFx8zqP4+lAGZB4Y8SW0UsOny6E1u7yy2uoTM/mQwXpYkT2ypgsjsefMAx27UAaEWl+IrS3tk0V9EkeOJdP1OK6LhZpIokAa2mRSfkZW6ryD2oAl8H+FptPWU3jWizSyNqc9ta58qzZwBi2DY6gAk7Rk9uKAIdZ0DVxdLP4dfSnkMX9j3ltelgGhWUsGhmjVjlWJGMYP5UAVIfBurtFff2nd6Y9zdJ5cZhDBLaY2WzDbgTiNsc8kjnAPFAGlrXhm4ubNYYpYFkHkb5GztxZzxsdpA7qhxwPfFAEWsaDq63In8OTac8hj/si9s70sFeFJCwaGWNWO5GYjGMEH1FAGXB8PtUe0uY9W1Owe5mnGtR3MaHYGTySFlhOON8ePvHjnOaAJ7jw94mvZrdtZm0CCKGUX7W1qXY3I8pxnz5FXBQkDGMHJJPABALzeDDM18NQkiMFztji2ctAiWaoSwYYyrjI69qAG6VZeK4vLS7uPDwt02xSXcQkL3kEIAwbZgADKvfzGwex6UAM13TPEtx5qQDwzcWcmYo/tQkDWkToB80Shg21sn7y/h2AN/SdN+ywxx+c0vloll5zDmbyYwMsOfv4z1oA5uPw1rllNN/wjU2jC1nc6pMLrfu0++lQBjCiD5hIQDgsvPFAHN+CvD1xe6Na/2ddRQXUcjarp00gJUXEN3LxOqkcSIxB+tAHSWfh7xDLeRTa9c6OkcaSWkdlaFzse42/MJJFGfMxzwMYGM5OACO38OeJbBpF8O3eiy2bu17aLe7w2jvcsSwhWNSGVXJIBKnsT3oA7G3SVVUXMqSSABZ5VXAlkA5KR5OAx7bjj1NAGTpOhzwXF1JM8JSZo57ZVJyiwWqKfOBA6sp6E8UAYFj8N50tDFPfxJcCdtf0y8jGRa3Kz7kLo45x3H1APegDc0pPEjPnXJNCihAI8mzDsbpz3aSTbgL6AN9aAKkfg6YWt1EbqLdO1zPDLg4gGpFsbx/0z3c0AWNS8MSzw26JcRqYpIL6RyD+9WwdSQo/28UAUr7w3rEFzJN4YuNNYyqkWp2F7uCvNbDCvDNGCQQnBG3B/LABLY+GNTtYX+wanZf2hJJ/auoXcsRMdxM+MqkIYEKqAAfNnv1NADNI8N6obw3GuvpKSeUdHgt7MMd8TTBt1xPIAcjaABjA/mAXPFnh67vY0/sq8it7qKRdVsJJRlHmiDDFwo7OjN05oAo2nhzXJbqKbXdQ0zEayW8Vhao2IftSpyJ35JLL3AHTA60AV5/CGuxC5TQ9V0yOCd3vojOjFtOlux8+zBwQ7ZIyOD60ALD8P7uK1tVstThjvbb97Z3LKTHOzKQwuIsg4ljYjhgRQBZ0zwpqQvjcavqFlI5hbRhawIQLeP7QGGxmJzwDknHJ4GKAKcPw6ni0wWttfw+Yrefb3TqSPkvvMAlUY6jAOMe1AGjq/h/VblYXivNOg1CF2uoH2MYpUmVlKyJkH5om65znpigBmleG9YF2J9d1PTpm8ltKW1tYmVYfMnRsqzsxOQvOSPYdyAUW8Fa5EkkOj67YQWDmSaIyRM01gt2SSsEu7GDITyVLAH1waALUngm6WC1/s/UIob62RbW0uWUmO5XyVV1uYsg7ZwvqCDgjpQBc0jw7eLO82uXkE1yV/s60igUhLCxD5wgYklpX5JJ9AAAKAHeDE1T7Mp8QNcfaWZ7iSKbGbWJ5W2qSP7seKAKHxMH+gv5TutwHifSGQjcNSFwmzys9y36ZoA3dB0SKwt44rcDbGi2+4f8tGUck+8jZNAFfWbTXGZW8P6pp8IAMc9ndwlluWYjDeajKQYwD3wc80Ac5efDCWezuYp9ThF1cyDU7+6RCEgmWVDi3tyx4ATGS2T1PoADvKAORTwrrlqzr4e12wgs3drxYbiAs+kvcMSwsCrKMM5JAZSB70Aalx4flkuLeR7sHyUlt5QV5upLsR88YAxsJ6fSgDSvbXzo3Xft3K0G/H3PMUjOPbPrQBkP4OhksUt7u5lZFjjshdR/KfNswu10XJwVdQcZI7HNAFODwpqs8kbeKtXsruOFvtWnwW0RT7TdqpAkviztyik8LhcmgDW07Qfs89xJ9p3+cyT+Vtx9m+z26rjfk537c9BQAWeg+TczS/ad3mrFB5G3/j3+xh+d+efM3+gx70AUbbwZ5djJb/AG/dvWeD7Xs/1f8AaEkhz5W7/llv/vDOO1AFe+8J6ijwyaBqdnHcRxHRZEuoyyXdsxQ5wjKQQyg/eP8AiAWfD3hO5s5ppNQ1p7+aYRJMTGFEDWauP3KAnhw3Tt1JOaAK2geC7mC0a31u9tLu12tp1oYYyr/ZJN3Nw5YjcQeMKMY6nsAVoPA+ruI49a8RwXNhEyXEMCQ4fU1tiCq6jIWIxC6r0T5u+KAOyeNWBEiKyn5HRhw6kdGB9RQB5/N8M9Xa3a2TxWiadgx2eYMyxwk8JNMWAKxH0UMemQKAOj1fwvcSzJNpGrGxulX7HMXjDpf2ZbO26h3KfkbkESAjn1oA0NKs7+IN/a2qJeSFjIhjiCLbRkD5YY8scD3djQBDeaD51zDL9p2+UssHkbf+Pj7YE53548vZ6HPtQBzo+HupxCVNJ8VLaWUjSXL2otlLwC7PzCK6L+pOPk4HvzQBqR+GdTgit00fxBHAYYxp9wJYNyaoiRoMyQiRSCpXIxJxkjmgCbw14XksfNa91E3t1K/22+u9gQMVUACKBScCNB6knuaAN2gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBizIxISRGYcSqDzGWH8Y9xQA+gAoAKACgCvPp1tKyNcW0UkiEyWkjDm3d1wTH7leKALFABQAUAFABQA1JFYZjdWHZgeuPQigB1ABQAUAFABQAUAZF14a0SacPe6Vps13jMEsqqW8uBhzGG/wCeTEc4yOOaANSK4ikGYJY5B9wshBwy9iR6UAPoAKACgBizISQsiFhgyIDygbpuX/axQA+gAoAKACgAoAjnuoYhm6niiQYDSSEAKWOBlj/eJAoAkoAKAEZgPvEAdWJ7Aep9qAGw3EUihreWOWNgJoZUIImjccGNx2YUAPoAKACgCO3uoZVDWs8UsZ5jljIIcf7Lj3oAkoAKACgAoAKACgAoAKACgBksyICZpERADJLIxwI0Ucl2PZRQAqSKwBjdWU/OjqeHUjqpHqKAHUAFABQAUAVzqNqJNhvLYXG37UtpuG9oM43CLOcbuM4xQBYoAKAGvIqgmR1VR87ux4RQOrE+goAop4i01ofNXUrX7JjzftpYBdmccuf9rj60ANt/E+lSrG1vqlo6Skwac4Yf6ZImciL3Xafx460AaVABQAUAVI9Ysni8yO9ga22m5N2D8ogQHLb/AEUA0ASWd/b3CK9jcRzRMPNgmQ8SI3oaAJ6ACgBkNvFGoFvFHGg+SOJAAI1HZFHpQA+gAoAa8iqCZHVVHzu7HhFA6sT6CgCKzv7e4QNY3Ec0TfPDMhyJVz1RqAJ6ACgAoAKACgAoAzNN8U6VeO66XqlrcSJ8t1FGcmE7iOfxFAGnQAUAFABQBUvdYsrYoL+9ghaRhZ2aOcG5nboIx6mgC3QBWstTtrgE2NzHMoZrWVk/gmhbBBP+yaALNADXkVQTI6qo+d3Y8IoHVifQUAR2l7DOivaSiSJ1FzbyD/lrFKoIIB/vA0ATUAFADJIUfHmxo+CJEDD7rqeCue6mgB9ABQBVt9UtpXdIJw0sZWO8jwf3DSoCMkj+JCDwTQBaoAKACgAoAKACgAoAKACgAoAKAKOla7ZXyFtLuPOjDNau+0jE0JwRhwPun2x6UAXqAIL2+ht43e8k2RIrXVzJgny4YlJJ2qCflUdgTQAWV9DcRo9nJvidVuraTBHmQyqCDtYA/Mp7gGgCegAoAqT6vbRypHNKRNIHmtEwf3i223dlh/d3DrQBboAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPPoPiDrzwNOvh/T/ALHG0i3o81vMuLe0lIZrKIpj92gPV+SD0oA0Lbxhqym3bVtJsoba4YWlukUhMljNNGzL9oDKAQyKc4IwfXuANi1S0tZtSlj0xRLEI572VXbOprbWAYBlYkDYCRwo9TmgC/oGs6zc7GubTRXtHT7SlzaTMTbuegZWUZyO4I5zxQBjt461sx3Mlvo2nm2t5JbWVXkYPfwWEh3GDjA2xjvnJ4x6gEsHjjVsW8l3o9mlhcOtrb7ZCZbSO9P7tp0xg+dkZAPy5780Ab+rXOsIy/2WmiLERtaW7kcM9yx4WOJExg+u8k+nHIBgSfEiWOyMt1pkcNysp0K6gkceXa3yzbS01yM/Ijc5xnt70AdFpE2rsW/tmDTAnyvY3Fo7EXCtnPmo4GCmB0JBzQBU8UeKXsTCtvHbebNINPgnuW2x2x2k/vnHdwMAdz3oAc2vXlnbyyeKLezi8vdKPsjMwuYFUYK7lBBZiRjHvnFAGVL4s1yz8lvEWlaVFbSutjcGGVt2kzXJ+Xz96gEA4BwRg89ByAdlQB5R4S8S65Y6VFLPpumvZxj95EHYSy2KvgtGMYznkAkAjvQB32tX2phFbQZdDWM/vLi7v2cLCj42mKNBzvz3dfbNAEXhjxFdXfmpqtrbw3ULi1ufIbKXMcsYZXgY9pUYcHkd6AIvFHiLUbWS3TRbG0uJpna1/fsQIEijLFiR/cUE+vpQBBqXiXVLKKFb2LS59TlkOn2kcRdYWJcnc7MGICQ4J6nPA4oAfpXiLUkufI8SJpnnMh1GwubPcFuY43wwkhkyQUyP4mBHp0oAzNf8V+JNPDyXEPhqe3Q+fdadC7+clgXxuWV9oyoI48sD0NAGhL/yFk/69Jf/AEshoAZ4SuppLeX+zNL0+xmWaW0NuSShmhnwxkK9356cZoAdoniXWLi7liubPTWt4gBdX9uWx9slAIRA3dF5Pp36igCh4i8Xa9pu+S7k8LPbofNk01GfzprIv1jlYgbtvOPLx6GgDW1zxDfi4SDw8mnm6ZG1W5muslbKzicAEwoQSZpDgfMMcnmgDC0DWZ7STUpPEMVtE8bJcXSQNlWSGxXHks2OZkA98nFAFj/hKvE1tGk2v6bo62bFFvLW3LebpMNywAaWRjhvLYruwox2oA7qgDg18W+JriN59G07RWsFLNZ2s7N5ur2tsxy8Vwp2r5wB25Rvfgg0AWNQ8bahI1mPDVnZSi6jkvFkuS2LARRxENJs6hA5BHBJwARQBd8O+Jb6SeaDX47EXcYS7Wa0DbLu1uAcFUckgxkYOWPtQBi/F4Xf2WP7G1qF8+ITeaDndv8Al2bT2fr7dKANrU9d1W0iiWRNNuNUlc2FqsauIlf5iXkQljtt4Rk/NknpjsAR6d4g1iG5WHxRHpbGVWn0m9sgwWWS2A3JNFIzHKqdwwcEZ9DQBlXniDxHewzyaLBohsQZbOCCcSCS9gtiVZknBwNzBsZQ+9AE2n6/c21hYppVtFNeTRRWmniU4SEx2YZmuiDnEUYJwOT0FAGjYeINUhulg8RpprmRGvNKv7QMona3K7kkt3Z+UDbs78Y7ZoAzvD3ivXtRcm0m8LrAsrWt7prGTz7O2hlKkyODjcwGR+7APTIoA6/UllMT/Zt/mbGEG3r5hQ42H1zQBwfhvxBcWumWS6XbxTXkwFhpySZ2xNhiXuQvO2BFJOOfp1ABtaf4i1iC6SHxRHpJMqvc6TeWe4CWS1xuSWCRmOVU7sg4x+OACl4f8Va9qTMbO68LxRLI9tcaawkM1rFDKR/pDhwAZMZH7vFAHdUAcP4h8Ua5ZLK6X3hOVIy066US4klsos/euTIPnKDOPJIzwCe4BY1jxjcLcQR6fe6TZJLG2oJe3ys3nMGXCW8SyR/MwbP3/wAPUAfrOva7Y20Rmt9Hmv3mj0yWOMuIpBcz4Hls3IymOobB7EUALba9rNtdRReIv7MmjmRm0+7s43Xyr22XLJcK7vw0eSDkZweKAMh/G2sXQlk0S/8ADtvDGz2+nWF3kvrf2diCZZN67Q7A7fkJ/vYFAGhceN7u6itf+EagtVuLkG6RrnJXTLaBFLl1G3cYiwUDIyeelADPEUOvpp94NTutInYRP9mu40YfabXyTv8AtFtk4bZkDDsM4JHagBbDWdV07TvM15tPunWOMWEdqrL9okkRQq3DMTzLIQMhQPQdqAEl1vxFpzRP4mudGntpXTTryK2Rk/sa5n4Bjld23Lv4OcHuMAGgCO68T6rPeyw6breh2DxbPsdndRFm1rz4VYksJFwIicfKCfWgDt03YHmbd38e3pux/Dn3oA4Sx8Uare3UyWeu6LZvFK1kmg3ELF7y0iI/eNKZFP70EkbVKgYz1NAG3Jdp/aKr/Z9gWNs919vKfvVEVyg2LP8A3TvJxjrQBzcninxHcWst1ol/o62iiaaw02aJiZbSyZhvkulYfM5QkDaV6AnvQBf1nxRrAksY9JlsY5LlJHubmZCRbNBbo26OMEfdBbjOCcZIFAF/QdU1MXE1v4hmtbp1RNSsr2JNovLO4LAia3y2DFIpH3jkUAcfqrXV1okLW0lhZqTC91axQDZL5l6mPJjUgAJIQx4OenGc0AdXfzXEM1imrNpt7K0kqzXzQhSjxW0hU2iMzbSSFBw2T2xnFADJNS16/mmHh++sLCCBv7OMk8W86nfCNWIYBl2rGGUZ5J5NAGlq91fRW6G78QaJpM+FXUL6VN0YnK8i18yROGfpkk47Z5oAx/DHiXUL43MUeu6LdyRCNrHXLVMrKLxX/wBfbK5GYCp6SYPGe+QDP8AQahHpYa+vrO5gMDNZ2Jh/49lUNxNKWO4SDqCgoA07DxJNDFpxaGygtZ0WzvI40wtte3VsrRi3QHgM4ZcYI5FAFyTxZKk10WRDY20QluSo+aW+8tnYIfSOHb+J/IAxp9b8V29uLq4uNNmgwNTvdBSE7rTT35Iivd3LQR8nKBevagCfxD4tuhdRxWniHTdJheIahZ39zDuGozvIwKRSM6AbF2nrk5oA7CwW7Ea/2nJbyT4xcyQghXf/AKZoxPX60AWqAPP7m/8AEGoRXEmmappsFmpmsrOykgJOowWm5S0l2H481wwGEOABxnNAFXR/E88GnWK2D2NtPMF0+K5lX5LKKCJizyIWXJCrnG4ZY/hQBr6F4nvFu/I1XV9N1LdGdTstQtlC7WjcAxywKz9juB3DvQBreKtdubSNBpsMUl1LIukaf5p+WGeYMd0+O0KKTgcnoKAC3Op2SyPr2sWl3brH9qaRYtjRSRKS38ZG0qMjJyO5oA5wa94lWzF291YSR7f7am0RY/u6Y652peZzuji5ztwTxjFAF/U9b1Wa8hi0G8toYJIW1a4unj3GKNJUwYkYrzIGA5zjOccUASaPqOsSvdQXuoW/2qLZNZaokQw1veodvm2u7rE6Nn5hkYxQBzHw21OfTtH86/u0nt1SS5srFUwYGiuJchrgE5+0Pj+EbfegDTvNT8SaXElxr+tW1xDmNdc0tYVUWMV06rmynHObdmGdxO7/AGaALupXGvT3zw6dr0VhAIE1SOVYVd1kkmZcfvOMZU9j7etAFbVNS8QSagltpmtwWsf2YavfXphUu8izspMCNkZdtvUYHNAEOmzeLr7zxH4hs7VreRtLhljgU/2zPGA2btX+6GjZAQuOc4NAFw+LJLqDT5Ra2waaWOC6V0B8gvbyE/Zic4xIgwc5xQBPc3Gs311Mmj67HpsMASGXEKub29uI9373zP4EjKjAIJOeRQBjeBHuIdOm87VLLTZlnmWe+uE+SzkFxzvid16nIGXGD1z0oAf4a8aPJeJFB4wg16F0kmkbykVtNntyuMmJQCJlJ4xnI69qAHPqGs6pFcS6Zr8VrbI01haWBgVlvIbVSCbqVsNmc5xgrjjINAHSeBLhJNPtTHnHkxQnP96KIA/+PA0AZjXWt6jczLo+uLptpARp/mJCrtf35jVm8zzRwsIYDjBPrQBPquo6wn2aCG/tUvZQ732qLHxbxWaKWNtbsSMyMygZyO+O1ABpWrahbXf2fW9RW+3RnVNN1Aoqs3lvhknjjwPlyCCFHGc0AcrouueKrjTvtb+JodyrJfHTfs6bLuGylfIuJQM5lVSPlKgcd8kgHp9pdCZFZVKhlE6qf4Q6g8/SgDik1pLCXVJZV3CMxXIT/nq66dHgcf32wKAI9SvPEmlwrcaxr8dyimNta0kQIEt4biRQ32OaMbs2xbIJYggcigBuu+Jb1b1orzxO+gQbUOkXBhQpq7MhLeZdTqQDE3AGR+JNAHfQo6qBNL5jgBZJcY81wOTtH940AcRpV/ruoXN0qeIPscEEwgt44oUJniaMZWZ5AeBjIwN2ScnGAACK/wDGKzXU8cnjWw0OGHbbQ5MO+/u5I8kv9pB+WAkDAGSc8igCGx8f31zaKLa8snvTdf8ACInU4hlHdDkywxng77cFgM7c/lQBppLrVpfwR3XiCS+tZEmnKyxRhxPbLH9+SJFGAWyMAHk7ieKALGj67ey2901xcbpI5rq1tH2j9zDaSMFGAOdgA6gk96AMS98eTi1sAdesrK4uUWW91mYJttEgtw0hUN8u55CFAIxk9KAJfC3jWFrwwWviZdZtzGb2zvHx5lrcQsAUmkjRQQ6ncDgHsc8UATfD99Zv4IJ9X8TTzEhzJYxJGI5o9zj9+UXO5WAPBAGMY6mgCnJ4o1M6S0ljqMUd75rWa3IRP3DSatt+eHbjJiI/hyevXmgB95Z+I4LmGBPF9zLDOslxeXskcfm2jWYUt/Z21AALguAMhto6cjkAm/tvU7aG/jutQa6mtoft2nalIi7pobi1cr9pjAwTC6EfdwRgkcmgBPEvi828dolxrCaWk6me/wBWAGbeC3hQlbRCpAa4ZwAcYUZwM4oAreH/AB0HkuIbHxEurIkJ1nS9SYDfEF4KXRVQCYnwQdo4POewBWa88Q22nx3c3iW8upgkWoXmm7IxFdWErKSAuwEN5ZyW3E5yAMYwAafiLTbyTVLXy9YvraMxT/ZzCIybeSPy93liWNv9aCucg+2KANDUXvtQu2hs9YvNPt4o0u7+W1C+ZdXN4z7VWSRWwI1TPC85waAM2TXPEEdteR2szX2o27Lb2l2kY3XdtcRxsG+zjgvFGzcbcEgdc0AXPA19bXG5tP8AGWp6ku0R3enXwTzNPus9ZFVFIxgjHKnsTQB2lABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBwVlpN6mkTxy2FytxsvI47bblp2uJJivlKM58wMMUAT+IdJvZbexFtbylkuLS6vYtmTHBCed3HHlHknj0oAks7S6trnUJV0m7udxha0txwNRjgs1BFuW4yGLA/lQBj6DpirfRt4X0DXtItj5j+JLW4QpDO3lYXyLYkjcsmOUwuBwTmgDY0jRbj7LeJd2UgMk148MLj/j5guZXwVHpKDxQBnavoWptplolpZ3H2mP7I88SfetmtQmST/0yIoATWrKIXkreJfC2o61AyRx6B5UPmLZKV+dfKPCtJKM7jjg43ACgBfDlrcWFlILzwddSxtPKsujRhW+z6fNKfuo5G5UXjgHd1AxzQBZ8EaZ5E0v9j6ZrFhpbKssNlegqI9RMjbjZ20nzAFcZ6AnoMYoA3PFMsIjA1Dw5c6rbMfLvYYUDm3UDhvsx5Pzf3QSOtAHJaZ4SvZ7O8htI7+1sXGzwvaX+Q9mTFkh9xJCGXAAPzAZyM0AV9I0TQ3aMH4Vahb3W5ReFo8R6cytyyXjsAwTGRtyT6ZoA9ToA4Ox8PXf9iGG5sJPtP2d7dbQ9ftWxtox678UAUdY0lkntn1/w3earYLbiyS1ij8z+zdU7tPYAHPmx4APOCOg60AangHRpLeS6K+H5NJt3eOfTrJsfLCLdecISAWbJIycHjtQBqa5p1xJd2bQQO8aPNJdyDpAslk4G/8A3nIFAGf8QfCjXywsuni+WGT7ZdaZnB1C1ZSCISf4l4IBIz0zQBV8N6LpPmM3h3wXeaS4Rkg1S6i2Ynk4xHbyHJx1J24/OgDj7rwex04xf8IBdz6thvtWpyImXufMJLrfFiT5nYDr7CgD0mTTrg6kjiB/IFtJZvP2Wd7qIgH3KgmgDGiOs6faXR03R7ie7a4uJ9NgAHzJc3B2uwJ6BTn3oAseErl4YxDaeHNftJNrTzapexRhbu+Ycvc7JWOZn56H0zQBxU3g2Q6e0R8AXEurYY3WqyrGTLcBtxePUNzE+b0A6k8EAUAdhe2F3Z3kE8Oi310ht/8AhHdQhgYM+nkSKyswJG4AhgSD7+gIBXtfD99qS6gNQ02404XGxbBZyCVCWagGXYT91gCRk46ZNAC6rcazqtsLefw/qNncSYstXv5dhjsoYnG54ZFPzGZQdoCjk84HUA9AoA8g03wFp1hG0eq/Du61OdWYWd9AFK6lbyuSvmTO64MQIU5HHbNAHZv4faK6sv7P07ybaOO4glVPu2RnWHAJ/wBog0AWY9OuBqTuYH8g20dms/Zp0upSQPcKQaAG+PLC5ns3FhaS3Eu6G4W3jxmVYLuNjs3EchFPegCnrcWoXaW0+l6XexzwyG6k0q42CSazkV0cKMkbmQ5HzgY96AG2v9o6neRSXGi32m2kAkkhF3tD39/dJt4hRmwsMRbndyT044AM2y/tmximto/DOoXhLTHSL9GQRTW94zN/pMzMCCjMR90+1AC2mg6xDZ2D/YXmu7Yb7rTWI3T2skDIRCc43RRkEAkZxg80AaVra3epXkM15ot5p8FusiWS3RUSXd3ehQT5MbMAsUanq3JPA4oAxNW0+7vZY2tfAuoabqqyJK2sB4/Lht0lBPnXMb/OJIhjBjPXHbkA9MoA85tPDesW9jYtZ6aJL62P2ibTnYA3FvNE6sqP03bWBGTx9eKANW0t7rU7yKa70S90+C3WSOyW7wJLu7vlUEiGNmG2KMdS3JPA4oAwNb0y+1B1Nn4I1DSdXDo0WuK8fl28KyKSbi4jcbw0WeChPagD1GgDx2Xw3eCwe3l+Hsl1qAV3n1Z/L2XNywP72G83Fi7ZGBtyejYGaAOv1qBhDHHq/gm41e28tUuHgMbNa3SqBhYHZT0/iV6AOevtM1OysIFltX88XkU2mafPLuNtCb393HNdAt91cDOTigDorX+0NSuoZLvRL/TIbcSTMtyUze391HtxCELfLChY5yMnHFAGBb+EY9OaVLn4eQ66Wke90nUgkB82Oc52X8kxBXyCcZwQewHSgDf1bSL+H7JLouhW2+ENBd6JAygRW16ibhYuQoJt2UY+6CM9yKALU82o6pa3KyaFc6dvjksNOW5Zd9y00LDMsKEhQGPdznrwOoBmwaXqmqab5N/ZXWmXSpFBHcT7CJ76yKHcqIW+VpUHbp0FACXyavrBhjv/AAzPYRJJHqOs3E7oVkNqc7LAIxLCZsckKAM96AE8X2lxfCSO88AzXhww0TU45YsI+0YaSZmUptY+jZ7ZoA7DSLW4hhjXULjz51RILu4yT9ouEjALbj/fbJoA4nxZpOo6irpP4HL3SsYtC1yOeIC0Tedshl3hx5XBKhDkjjtQBvJo16L+OSUebEts+nT3fA8y7e4iP+qBz86qT0wPWgDjb6PXdM064gl0FZbZI57a11pp0Ctp8quRvgJ3blRtoG05OOcc0Aa1j4W1AvpLCBfLt4Xg1RiR+4eewRRtU9cuD0H1oA6CPSboag8ph/0c28dgk2Rzcx3MhI2ZzwrDtigDATwpqY0iKE2X+lr5Hm225fk8i9Rj+83Y+VAT976UAa/inQLy6ns2s4lZIpjdXzEgeVCYjyAeuTxxk/hQBVa21rTZpzpOhnVbeZxqccccqI1jdmJVYSmUjIl2ggg8dMdyAQ69pOrvLbTSeH7TUyiPb6hpSyKBa3VwE+ezabaDjBXnt05oAn8JaNfRXNzJe6HbabHKsAtbeJ1OGtxKD5/l8bhkdMjGME4NAFfwlp+sxWJg1TQmtnSJrK3uPNRl1F23Y8oKcjIx94CgC4fCtzNpccMoEF2sMSQkkH7JqVnGhHzDI+SVR3I+ooAfo3heZrKRNYjEFzcebc6wqnPkT6gCCEYE5ECEKPmPA60AYk9l4smtRay6LDHlRpF9r/nKUksgMFobcHdulj7FQM+1AGx4givP9UvgeDWNP2KkQ86MGGSPIxLHcEdFxghifegClbrq2jWFultDbzXJlTT/ACZCzC2gvLhvlWTIP+iRkDPTAzjFAHdUAefW+n+JbNZ4LPQLe6tWaWXRdQEyqtnDfM7bbyNiWPkOx5CnNAEUPgbUVsrLNlaS3lsRcTaZOVKXiSKwZPM5AYKcqeQCPxoA3fDmnsZWefwPpujNjy1uB5RlunY85eAH5cAdXyT2oAteLdDu7qNDpUkS3UUi6xp6y/duJ4Qw2zH0mRmHt1oAjt31XUFlTXPD6afbsjWbbpldp3mBB2LHkbQp7sDntQBzz6V4oa1Fomk2iR7Bok2v+auxtMVNuUtOW3yQjGMbQec4oA6KPw9NHexvCq/Zktm0gEnkStPGR8v+4poAk07RriK8uZJVTypEghtiDyWtRLncvtuFAGT4f8ByxaX9l1SRAxWazeZRnYJ55CrKueqhgcZ68UAVL/SvEepxrb67pFpDBuRtY1dJgw1CC1kU4tLbGQbllGd3C+9AHQx6NcC/aUqnkG3TTVOefPjuJGOV9NrCgBZNGuDfrKAnkC3fTWOefPkuI2GF9NqmgBvhvSLu2e6+1xRhJJzqdnIrZ8yKSGMfOmONpT1oAxLDwbqMdrYJIkPmQSpeagA3CxRwyg+W3flxQBel0zWLO6mk0extb2KcJNIkkmw2F5bRBRn5TlZVC+454oAwpPAOsPabbxLK4ulvD4mktQ22PVo/tBJWTIbAmUngg4OM0Aa1tp+v3V7DLq2j6fYwxpNamOObezvcBOXfYvBxwMZHOeooAq22ga/ZrcQ6ZpumSW0sklzYX7ykfYYr48ie2CknyCTjDDPt1oA6DwZo1xY2cMd+EEqIIZwpyAwJ+61AGXNpWtWFxM/h7TrK/hnK3UttLN5Zsb2OPBKnY2RMAp6g5oAl1bQ9ZlFtLEdObUYMyXNsjMseoJcR4dIpSCQGwCCVPIGfWgBdH0fVZ7oz+IbKwtSsf9maZZQuXMKyOCzTTlV5cgAYXp19wClongvULbR2tp/s7XRins12N8plu2lI+cgf3h2oA67Tbd4okWXG5UWGTH95EA4P1oA51/Br3DX4v9qwXOyO2kU5KKlmqklfWOQZFAGdJo/iq9jSDXbbSo7cFP7W1SOVmOsW1vIp2x2xUYNyAASWI68c4oA0fEdtr0/mRr4f8P6lZOBFameVlNmSnJvo9jZw5yNhUge/NAGz4d0iWytoo7i6a4dEW3knOf3jIP4c9h29qAM3w14curSe7e6MJSaUXlnsPPlCIf6wY9aAK0+j6vYXEsvh6xsr+KfbLeWEsnlm0u4UxugmCMCJlHIIznkHk0AO8QaBrN7bJ+802HU45V1iy8tn8pZoJGwruQCQ0DFT8oBPYDoAZfn6xJqVodbsrG0BjuVtbOGQuYyoiyZ5yqj958uAF47nnAAJZPD3iO1FzHo8OlXME7y39reXEpU6TJerkieBYm3ASE4wc/3qAC38AajBbWf2O508aja58hnyY7pJ1IdWk25AkQ9QvXt6AHR6Nda7KzHW9N02yiwFt7eKUu5lzyZZdqjGOmAT60AVPAfhm50uyih1CW3eVN/mvCSVbzZ3YbGYA8Kw7CgDFtvh7qCWEkLXFiZmnGqRyBm2iEXqPhm25zsU/wAOM9+9AHR6hoc8t3byxvCI4lnguEYnc7XYjx5QA7bDnke2aAMu+8GXkjX5juYCLqFNOsFcn/RporeVT5oC8KWcHjcevsKAFvPDeqhLV7F9Oa/t0+zzQuWEd8k8Kh1jlAJGWUFTtJ4weCaAL1rHrtzHMNbttKtd6mHT7aB2Ywb0YH7ZcFQDkkfdTj37AFK+8IXkuli2jltRceQmlmUk7POhjUE7tucEj+7n2oAn8Q6LqslxBLoi6a7RLNbyQ3Tsof7YqYKPGj/6spzwM+tADNV0DVo7kzeGZNOMjoLDU7O8LBJ1gZirxyRhjuj3EcqRjpjuALZaBq9vHM8Fzpz6rM6307yBvJjMYUCNAoB2xwrtzjcTyR2oAr2HhnVJL1Z9Yt9EtWSM2O2yZ2bUJJiMm7mdE+WLb8o2kjJyaAOvoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgBKACgBaACgBKACgAoAWgAoAKACgAoAKACgAoAbQAtABQAtABQAUAJQAtABQAUAFABQAUAJQAUALQAlABQAtACUAFABQAUALQAUAVb3S7a5C/bYBIFdb6AEn93cQNkHg/wN+FAFqgAoAKACgAoAKACgAoAKAEoAybzwlpVxKJL7T0nmXa0LSFiIniJwVgJxlc9dufegDXoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCNrWFmDPBE0igxwzEDMSSYyI39H2jPrgZoAkoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5Kf4gtiR9P8P395ZRMYLvUY2QeZ9nJ3mzhZssLfHXjJ+7nrQBZ1LxtHGYl0bTrjVJpUOo2cMDIoNkoX55JZWUYbcMetAGT481vUU0/fHo9/bTF4Y7i3EibrRPtKf8tI3IImIC8HPPIAzQB0K6zqfkb38L3guM7F0sSxbiuepn3hcH/eJ9qAINL8WSTTtDqWj3VhchBqUKuwZbq23AExTJxmJyAR+XFAHMeF/GV/DaZbw/q99GjzyX9+GXJT7bKT9mR2y3kp6D2HNAG1quqCa509rG6doJGluVKkgXUTadIVLJ9DnkUAWLnxhO0kq6JoF3qPlYivpkdVAuiM7IWkIyyIQTjgZHOaAEufiBZC2il0+2u73zitvpVlEPnuZ5AeGzwPKCtkk4GOtAFfWNZuJrW6Gr6Jq1gI4zM8kUi/6XblGJNjdLnlApyCvpnOaALFx4ljs0tk06wv76WVRFp8BYbvs8MS5e8nc/8ALNSMnJJJoAwPDWvXk+qXX9q2t1YKkMa/ZZ3BWFVYndGynGHBzkfjQBfk+Jcqp53/AAjN+2l7ih1UMNxtw2PNWyxnyyOc5zjnbigDV1XxXNHKkejaUdRndDqQxKqJFZxuo3NM2c7iwxhTnvgc0AamlX81xErXWnXFlIciSzmI3QFGI+ZlJHzYyOelAGXrHiueGZYdI0aW/uih1CRN4RLS3DYBuJ2B/wBa4IGFJoAz7j4mW0VnLPPpl2jwuLHUdMcjfbXBlVcFhkYIYEHoR0oAltfG94ssSa74bn09Zsx6bcearfvwmdl2gA2swz/e5oA6mWZEBMrBVAMkjH+FVHf6CgDjl+JEu0Sz+H54tJYhI9YaQblikfAkmscZCO2Od2cc7aALkUz/ANquPMfZ9ljkEeeA5u5uQvqRQAfES5lisZDb3lxbNuhiNxC5VokkvYgdkqkYypI60Acv4lS202HzNC8a6zNdKyrZWMt00o1WR3/1ZtSTnzh3AyOtAHY6z4rlglWLR9LbUL0r9va2LhFtrMNjdcXBB++/AAUknrgc0AQW3j60+zzSapBLZyQZi1mxYgm1nUdIZOAwmBG0jGc9qAKieOtTikhXXPCM9n5ziztZ0mV1hLRscXRCjDDA45B5weOQCfQp5TeX/LyYeHyIieFzYRnCZ6bjQBE3jXVoHj/tzwi9nbySLpkVylwjtBc3DYX7RAoHDN3DtigCfVfGN7FdeRpOgG+n8pdYV2mCKsTTMpErlTypAxgNnPbGaAMmP4nalNHI2m+CryTyd0OtxTTKptriAZK2eFbeUXn+HqMZzQBv33jCBIom06CS8ln2nRLQfKbwyR7syOR8ojj5JI4HYnigBuieK7ieZ4tZ0j+zrtVF/FCJQ63lo7EboJgq/wCqfg5UYyOtAGBZfFLUZ7YXC+DZ1sQPOvZ/PXfFFG2Ga2ttvzLEATyyE4PHqAP8YalqK3lj/ZGmQXi7pbi2JnCi7lazkGM7W4SM7gec9B60AbWreLLi3MUdppButRkX7QumiQBbaKMDcZ7wqRiInA+XLHoKAJNB8VTXMkkWraRJp15GFuXty4dbi1mJw1tcADIyCD8oweKAKPxLfbYSbrh4RuhSSZWwY43vYgf3g6fKTQBV8L+DvDiyCXw/r11fMmUO278xUaRCMTICR900AcjOvheS5uv+Er8S3tpOJ2itoFndQLQQx42ovq5agDrdVsobNLBNKuLkw/akCSO5JuIpbedv3kjHkMTmgDR+IMzpZOYZHRvMgAZTggNfxdx6igDmfHh0hr6JfE+sXNja+Q8sbRysnmXYuExkr/sFqAN3wPo+gIHk8L6teXqH/Q5pJJmcI6AHChu4BFAHYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeL6VaWNjE0HiTxr4psLlTIkmmxsuL+3lkchrFfKcsLlDz8xO7I4oA6DXtK8K2sVtHrF7qlg0aH+wdZYsrWjADh51GN3Q4K49AKAIbvUb650iRtRne52Sh4r4x7TfaZY6gh8x4feJSen60AanizxDHPDbvp2s3UWmPKU1fVLEkNHbIjjiUchfOXDEDIHegCh4bewk1Tdol1q91bG1dVu7mSV0aT7TDxZTTknAHXBxn6HABU0PxnYWljJFqS3kF1m5jsrNon3at59xKR9g+XDbmbbweD1xQBo2Ojz2h0lLkOZEEiXIP/ACyk/s58gn0RjigDNtRYaVPdL4j17VdNMs8muaa0TEJqFtdbf9TtDZaFwQRwemBzQBbk0i10+Owl0q11RNPgaVrq3lDb7W21ONxvuYCM/uJG+oB6Y6AG1q3iWy1OxvP7Eaa5QQSwrcKh23Mslu/Fs5HJTvjoeKAMvUL1dNms59UicWfkHRbq6KkjSLmfyyGmHYS7Succd6AGaU66hqF01is/2eS2S3sr10YLc5LDMJYDIz3HB6jjmgCn/wAJdaf2b9l8q6/tbyP+Ea/sbY2/7X5GzOcY2/xbt23HfNAF7XLDw7bJbx+KLy+s7mKFIbDX4t6+W8YAPl3ijGdy5wwPXOOaAN/wHqF/cWoOqyzysHe3tbqaMo19ZxSEK80J6GRfb/GgDlfFFpa22os+u6tren2UsSJFfWkrogvbVm+S7kiPXYcjIA5IFAFTxPo9idJu28PnW7sytE0k955jPfGC4iAaIyjJUIOD0wOKAO08YQuz2flxu2LtJJCo/wBWgtpuWx2BNAGvrumtdW80aNgyRyWSt/dM0RH6ZoA8q0rTtCeCODW9U8Yi82ppl9oAmmO2RMKdluPl8sEZBzsA4znigDura0Kam2yKQRi0it43OSMpdy8eYe4GO+aAF+I1oZrF1EDSgvAjxAZ3p9uizwP9nNAGVqvhHTtMvLe40rQbNIs/2NqcUEQxaLcn5ZYY1HBif5WIGcH60AVPE2iLHqPmaldeILe0liWzW90+R1FndwOflvDDztlUjHbOaAGT+GrWSyuX8Lrrl7M7RTu18zltTbSZlb/RzMM/MoKg45xgdKALWueLLO+ksf7OjvGX7SlzNJJGyi2Y282FkLgfM3PAJxjnqMgE041SNtUbRYZPtJ8t9NO3/WSLpyf6gdypzjrz1oA5m9ttBle0bQk8S3F159tc3ktyZ28qLz1ydRMpK7gR2+o+WgDvIoX/ALVc+W+z7JHGJMcFxdzcBvUCgCjo9vKI9R3QyAmeZ4gQf3qmyi5T6mgDn9S0CVrXTJJzq8cMMaw6r9iLiWzhurJRvURjdiBlG7AJwTxjNAG74Ps9HknaTSbrxPduqfYDeaiZiojldSVtzcAcgqCcD+dAFXS7WYaCVaCUSfZZY/JIOd5hfjZ6mgB+tXaWh06S9juVhTcLuRI3b7OZdPYDekak/Mxx0oAta1cfY7yK6lhvJbJoG0a7kiVm/s8yyo6u9soJxKRtOFyOM0AN0NWv9Re5t7W8itVt10KzlnQr/aLtcFy0ETgHEfA5Az2zQBf+Idu0lk4jiaQl4MxgZ3KL6LPy+woA6K3sbeH/AI9LWCEHlhGoG4+4FAHmVt4m0exnu113RL2eRrhrqCVbUuGt2giA2yY/vKaAN3xBfSX9rBcaJYXs/lTLrAsShEl1BAzowigOPm2MxHPPv0IBV1rxGmtKkOhWOpvukin1a4mgdF0q1t51Y+ZJKF+YlMADdnmgCTxHq0VjqMcl5p+oTxC2kh8y2hZ/s8r3MfLbRx8oIz+HegDb8P8Ajyw1JythbapGwHns1xCygruA+WRhjOT0zn070AWvDfiL+0YRJ/Zt9ZZLQ/Z7lcMPLYjOPegDXoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5628HHzll1fWL/AFCVN39nxShFSw83vFDEq5YJxkljigDoKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPPrbXvHF68x0OHwfHbJNLpVv8Aa/O3yC0kIy/lkj5vw+lAHUW+sy2kCHxnfaNa3DN9mkkhYiJ5nZtogabnJjHOe+e1AEmjeLdI1Dd/Yuq2t0Vx56xnmIN03KfXFAF681C2t0Lahd29vEMebcTMFWPcQBvkYgfMxA60AZ2l+NNEvXKaTrdjdSjLvFEwPyKeqHuAfTIoA0IdRt5HdYJ0eRCI7uMdYGkQEb/95CDQA2HVrORXaK7hMaFre7lJwLeS3J3CRj/zyIOaAKWmeMNGvWK6XrFncSAecYUblos9Y1PUZ7jIoAhn8feH4pfLn8QaclxnyGgLjKSk9HPY59TQBiX3xJtbfU/IvdQtIbcQiVy3X+1Zplwu73hOfxoA3tU8caHZMV1XWrO3kG3fFIeQJQcfL/tAH+tADtU8aaJZBTqus2duHHnWwduZoyOqr6fhQBe07VrO8jD6Zdw3EJ/1c0ZyGKn19jQA3U9asbJN+rX1vaxfc82VsAuey57n86AI9I8Q6dfqW0bULe6jB8p3iOdjgdGH0oAoQ/EPw7IVEOv2LFisMOG4eWUcAv6uO2c0ASS3l99tVEvtNFsYWupLJg3mvMkoG6Num1cgdc57egBAPiR4byR/b9kNpENwxJxbuzY/fSEYGW9SBQBNq17eCa2FhqWnRROzC7glBLahGkWcWLDjKgEnOOOh4wQDO8aeM4bNNlprFpa3rYKyOrN/Ztq7cyyworcRgH72Fz1NAGx/bljb2yyXurxSW4VGfVGxi5D4AZtgA/esR0AHpQBFpHjbRb9iul6nHLIB5whKsplhB+9CsgGVJ7jI96ANqgCK5u4YVZrueOKNQZZpnOBEijq7H0FAGZo/jHSb8kaVfiR1HmvCysrGIn7yRyKpKk9wCPegCLwvrNxdrMbwoSlxPpsO0YxBbTkDd7hRQBZ1nxTpmn7f7WvREWyLaJVZmuPLxnyoYwSdgIzgcd6AFsvFGl3EBls9RhktlDSz3HI+zrCMnzkIBBjHUEA0AV9J8caNfPs0nURcSbTdrtR9rwxuoJjnKgHYzAHDE0ARL8Q/D5m8pdYiM2/7AoCttN2f4Bc7du4ntuzQBmH4jWdtc3Sa5fxxpG0YsYY0Zn8iW1RiXjiDHAduuMCgDU1nWWe2Emh63p1uhKPHqEylkeKaQDGxSOZGIHUc0AasOqW0kjpDOGmQLJdxYP7lbgHbkkfx7T0JoAhTxDpzLKy38IjhY2upStwLSaJFJDuf7isM4yO3XNAFTSPG+jXz7NNvy8uDOInjdTJEpHMQlVcgEjpmgDboA4Dxf8WdLgtpjousKbpQYrKVY2KvcFwP9HnZdrFCScBm6Hjg0AdHJeXAvlRdWgERha6bSjEdzvHMB5iXQ4wNwGM/QdwAQXvxI8O2zut7rEcbJkXTbHKwyRpkqZwpG4D+HduJ4AzxQBJLq7G7hWDWbZYnie7GnbCWvcFcPHNjgRg9MjOTwccAGV4S+IVtfTTpLeTO/nPFpSeS4AsYoEPzSlAM7t5+Zt34YoA0b/4j6DbOVvtQmjZT5Uz+TKViYNj57hUI4P8AtYoAfq2tzpc2a2c6eTK8i3RAB+0RRWbsNr+m8A8fyoA6CgDnrP4iaDO6rbakxZmaytpWikCXNzF1WC6dApI9nOe1AGkmv2LSyR/ags0ardXkbgjy4JQcMkjAAjg5IJAPBwaAK0vjDSkt1mkvH+yttNvMI3Jm808bIAu75v8AdoAdpXizTL13WwuZTMmGuraaJ0eFX6EwzKpwfpQBnj4m+HTjGrEKX+wG4MUmyG63EbZ7kptUkg8Mw456EGgCzY+O9FuZFS0v3aVw0ljvikVb9IOpsp3QBgo5+VjxyOKAG6dqUqz3f2zW47iGMoyWgiIOjobfcQ8oHzeaCDxux+gAILH4neHbnZ9l1KYo7fZLW5eCVUmuP7ouZIwuSe272oAv6z4qs7EqLmLUJpWy9vbWsLu0oQ84Ean7o55I9qAHab4r0y7hMtner9nXcLqWQFfshgHzC4RwCPLHXIoA5i7+JltcSWy6LLexeZOsZM8LKNS03y5CWs2kUZUuE5HPPPWgDf1rxvpti4S5a7mmI+0vbWsTO1vbD+OdYwcKPfr270Aaenapa3cavp1wk0LZMUq/xbWIOQe6sCDxkHrQBn6x4wsrJwkkOoXNwR9pFnZwvI6W+7G6VIwcAtxzjJ6d6AJZfFWnR2/nXFw0Vtjzg8ikE7ugELAHLHgDGSelAEOi+MrG+dkhjv7e4UC4lsryJkfyHOAyo4GQW4/n2oA077Ube2jZ7+dIYVBmnmbpGij/AD7+lAGPo3j3TL2QJbJqMMpU3tqlzA6fbLVSPnt3dQCOR3oAguPiXo0TlZZL0xK32O61NIXMNrcf3ZrxQQChIB5wO+OaAL2u+MtM00oNTnnEsm5NPtoYndr2SLGREsanklh1xQBXuvH2mW8cT6imoWolLW9pbzQuJGliDcNb4zmTGAMZORjrQBY/4S+yW3M19He2UK5V0u4mRywPRIGGSZDwOOe1AEej+NtOvZCkQvba5A+0NYXkTRu8BP3o45AMjPHHTv2oArwfETS5JFWGHVmRm+xW2oC2k8q5nLYxFdbcfeyM9OM5xzQA/UviBplrM0TpqNxdACc2VrC7s0Mg+8oQHhe/PFAFyDxbpclt563yLZ4MrXMgI2CNiCGRhnKuCMYyTwKAK+l+N9PupAipqFrMQZrWG8heM30SdTa+YBnaD259qAKt18StKjkkSGHVruaM+TfQ2lu7/ZvlBzIVHQ5x17HFAGn/AMJZpX2bz/7Qj+xbftX2vBx5Wf7mM5zxjGc8YzQBzUnj9bi8tI7MapZlmlkvrG7gZGuLeKzcg4kXoJPQ9R7UAa2qfEDTLWRleLUrlkAl1F7SF3XTVYE/6ZJGDj5QT645oA6C3uYpVVraVJI2AnglU8SxuMgofRhQBzbXCzXcrS6rerFaqIpNOiLKrTzxBy91tPzYjKgA8DnuaAI7X4n6PL5ZVNTSGVha2eoSQMI5LiQDCmcjqWO30znng0AZviHxzcWmpQxi21aW38p7i5t7aBmN3M2MGMKCSIh1xwO9AHT6r4otLR0SSO7nnfLwWlshZvKj6s6joqkgZJHNACWvi7TZYGlNw8ECblvvPUq1lJB1FxCwyCvpjJ7UAZ0fxH04yxRz2WsW8kuPsPnwlRLuHdj7fiO9AE8vj2xW4eGKz1W4nj2teCCEsIFnVSCzj1Dfz9KAJNX8XC0famg+Ib0gedI9nAWVEOekrFQSvoCzeg60AJN480pLP7SZpjZ8FnCHcpaYLhoj3STg0AUJPifp6NtudL16G5bD6dp0kBEmqq3/AD6Jn+DvuKEd8CgDV0TxZZ3yuY47q1eM+RqNrdrtaycLn98MkYK85DEY70AZlv8AEzTXZN1nq8NvIwtdP1aaEiK9mkPAikJz++7EoFPrQBLqnxDsba4MMdhq17eBRdfZLSPJMTd97Mo+X3I/OgCHWvG0TWE8uj/bd6LLagLGd+nX0Kkf6TCRx9nfBORgDk8UAWtI8VwfYxLqaXtoiIrXcl4pUufJU5Qsed5bHBOTx1oAXS/HNrcyKk2natYSODLpwvY9o1JIxk/ZiGPKrzg7Wx260Ab1xcxRKzXMqRxqDPPKx4ijQZJc+iigDntM8eW91Iipo+uwLIDJp97PDiO8VEz8jgkjcnI3Kue1ACah4+tYZGS20rWtQKcajPZRbl09sA4mcsMkKc4UMfbNAE2p+PNKtYYpZJpp7eVltLGW3QsZZJ0Yj92OedpHQnPGKAF0bxlBdyGOXTNWsLgL9rW1vYwDcWwYAtC6MwIRiAfmz7UAM8c6jcW9o7WM7xSb4YRKvVUnvI1O0/7SMR6+lAFzWNfe0x5eiaxfk9rNFPlj/bLuv86AKcXj3TWtnmdbyKNG+x3trIh8y0u96jZJAM/MWZehPXigC1o/iN7skSaBrdhgbw14igSYI+4yO3PPtQBd1TV7WziaTUZhFCo3yv8AU4AVR1LsQAOpPAoAz9I8UNdPtl8P69Ynb9rR7yIBXQsBgTRsw3c9CQ3tQBGPG9ibL7SYrsW2z7d5RA3+WD02BsZJ/wBrHvQBLq3i2ztQm2O5vJZPm0+xtQC95Gq5JjRivEa8kkgduuBQBXtvHVlJDM8lpqFu8Ctc6nps6AS28aRlh+73EfvkBIO/B9etAFO2+J1jIImbSdchtpWW0stTljUI804GA4DlgGY4yUCnsSOaAKmqeKryDU1SPS9cuYfIY+RbhSs0slxF+82tIvEIypJ5GeBgk0AdDqniKS3fbB4f1u+O37U8tqibY1yeDLLIgLHB4GT09RkAot8QtNFskwiviruNNtrDYBLJftIV8vyWI+ZWBz82OOtAGnpOuSXRcTaJq1gyYU/a1TFxvB/49pYncHbjn5uKANOgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8k8LeCjqEl6x8UeKbDF7cWy29hcbEYB1OWj2nklvWgDd+JNqhSxWcecv222glEoB+0IVcHzRjneOvGKANHVYUXU7Ro1Cu0VzbXEg6zwxGEhZD6I7Ej3oAqfGD/kFXH/AGy/9K46ALXi22ijksDbxJEVuVs4Cgx5NtJaS5WMDs4UDHSgB3hyRft+oDPzb7eUr/sPYoAfxKmgDiNUuTJptwbSe28lr9zPPL/qzZyaiObhgD8rHbnAJx60AdLJofiS5ubWS/Hhe2SJmkDWkshe5tZY8FYg8Q4Ix3xQBVu473w+rvGbPVNFMhvNRgcfvtMlmm5MTk4YRy9iA3QdiaANmS3QawrDO42bwt/ux3sZGB9WNAC6PbxnU7xjGpcRW0SSd0SQS5AP+0VH5UAJqGsavNePF4ch0SJoo0mvLy+VmMn2tmwttHGy8ALkkt17d6AIPhuZcXf2mSxeT7XIbiS1BCPMYIc+UpJ6tnOSTnrQBJr0rf2nZC6KCDbcSWoJPz34jX7y9MpGTjjPJxQA6Hy/7Xf7GV/49R/bAQDi4FwPL+0EfxGIvjnOPbFAHL2kFm/h35Wt1AhMqsig4v0kOMBf4nlwM9QeaAOnt/O/tKH7Z/rfsT/aen+u+1QZ+7x9704oAzfCek2v9lzZt4z5hu5bzI/17LPKvzfRFFADdPYkaNuJJ8slie5OkN1PvQBoeCpVWe/F9ND9q+0tLMCfmXTfITy94bsqZx264oA5m4tLd9Jl2RRyWv2svpA6q1i+rqAYs9Q6s3rnNAHXeIYUF9p5VQCHuIFx2jaxc4x6EqPyoA6aLULZ3ZYbu3eVMfa7dWBa180ZHnxg5HmLyMgZ7UAcZ8VRP9mi8lrVU+0wC+a4BKLb+Yf+PlVI+USbc8jigCaPQNdku7eTXdR8PDy/N8uK0SRXu454SCD5jtkIxU9KALXgT7lx/wBfd1/6VNQAzWdX1GW8WDRbrTLKQQ/2pLf3Cb3MUkxG2zt9y90+Ylj24zQBy1skyw6wLubT5ZdrC4ltF2pJN/ZvOIyWwc/e+Y/NmgDubK3MdiosI2QiAJbJF1VxBx5eO+fxoApeB2086damM2hj8uIBuMLfcA4J/i+0ZHru96AI/DltGNQ1Bgg8wvbwM/8A0zSxQ4H4k0AcvOgTTblYy2xb429uhJPlRLrMfC596AOi8VX8OlXMdzONtu0cmj6tJj7pRS8ZwO7OrL36gUAY+r6U1ppsP9rKxzPDrXifIwD9qvA8gnU9ombHPoM0AavjmQNNYCxkhN19qS4iAwWOmrE/mGP/AGSmM9ulAHR+I/tP2Wf+z93n+VJ9j29ftHktjbn/AGsUAee+K5rOTw8vkS2sSmG3FqrMD++iaMlUcDlhtYdM5znHNAHWS/8AIWT/AK9Jf/SyGgDlbO8sl0CT7c0CsI5rS9SQDK6wXfiVP7zTkEd+hFAF6H/kJWP/AF6P/wCgrQBt+DPv3v8A19v/AOksFAHNXGt6zqNhNPLrumabZlZom0ua23GOGJ3XbdTtJ96bGOE74ANAFrTumjf9cz/6Z2oA6/xVHM1ncC0EhlMMqW4TqZTA2PLI75oA4R9J1nULCFIPEPhSGwZYE0+6ELh4pInTase+VhuEihcYyemAeAAN+KiedJGNKs7ue5RHutdFs20v4dcjdHLIAebog7RzjB45oA6XUvEjMtonhe5soI7g+Va3pTK2drBAWxDbggZcLt68elAGRpMNwutt9t1u1v3Fm0X7tAps1W9Q7bhFJ5Oc54Pt6gGfJGv9gT5Rf+Xhzx1YajJyfpgUAdF4lsRF/Z4cIzpcxWolx2FnLnafRiBQBHb/AOu1T/tn/wCmxKAMzVLaMeHgFjAH2WG5UDtMERsg+ofmgDY1TVdTub1oLDXIdJjSJdSaXy1aTUTK7DNusoI2QBcE4zn9ADjnM8ul6l5d+t832ljdXtsgAuLaNbbe0MRYj5Yg38R9jQB1vinVdPlk08Wd5aSFrhLy0WNhmSz+zSjdEB/Dkr7UAP8ADUoiv74ahPCJ2aK8t88GbTlgwpjJAyISGB9DnPXJAJ/AAVo7hrUf6M9zNd6WwPEtsSoLRe0swcj26UAN8QaYstyH0LxPaWGqKn2ea1kKst7Ybi2Lu0JBwpyQQRjn8ADm9f168v7OynF5b2A+0AXswTfHBIhlQSckfIZAMc/xAk8ZoA2tN0a4mvIpL7xzpWoSxJJssbaFFaa3uAoJkIlY4jfb/D14zzQBc+Iqf6KDNG8luk0F7qsS8+ZYQ3Klt6dwo5PbjJ6UAbsmrWsny2WrWIuHQ3FgodSZEwcPHHnkKfYigDhPD2r6bFopW9uIF2RyaRqFs3BS9IYGNo/70hPTv2oAuwWc0dxpY1JAZ0t50uC3JjuVt7cHB9c5FAGj4nhR73T/ADFDDzJpAD2ZLGQj/vlgKAKPxLhuf9EaC/htI0uEae7lTctnJIjBXmjJHCMccsMZoATT9GuJr2GS+8daXfyxLK6WNtAqme2uFCkyMsrcRvtP3ev1oAybW9GjeWfDHiO01PSpJEgTRHIMlmt7KB/xKpU5O1m+6y8c85JNAG9p+q2cGp3YvL22hZo7aSFZGA81YxLnZn+4WH50Acx5SizlljRpLA6iNcG35gdIiu03Mqf3GdWbgEY59aAOp8SXtrc3Fkum3EFxOJv7U/ckEx6altIGZpB0ViyjqNx4GaAIfA//AB9aj/13H/okUAc/EETSoDKn+jpd/atQwuRFYw6xJuMiAdEHXg0Ab+s65p0+o2C2V/aTy7p7nbEwOyBrGQZLLnhz780AYujf2lFLdrH4w0vSCLma8ms7q3Us0Nw+VfzmlXIlixjjjGO1AHa+DdGSys4Y4NSF9Gq7oL4DAuYZWJBRQTwFIA5PFAGFHCjy6qJVDKQkcin+JW0tOv1FAFPUv+QHB/1zsf8A0fb0AXNbuIotXtjcyxxJ5EyebIQBu3DjcaAKmomeHVmM2vRaeslui6fJKoIn+zyNuRDJgAoTuwD3z60AVdY022FleyafqyamzSxXOrvAqgQnT5Ii4CJx8sIJPrzQBq+KPEumXE1ithqVrcObhL9VhYHFuLeUZfaeN5YY9ecdDQBo+Hf+P2//AOukH/pBHQBjXWuyXF1cLqniyTQorcqtnBE0QN2rJnzLkzK2Q5IGAAOxyaAOa0oBtFl3yeaDdKGkYf68HVIuWT/b+lAHea3Gp1Ky3IpIS7eMkfcbZCMqfoSKAMu9s5ZZ9VWyQmV7aGGEL1eZ7e4AxjuTigDBstOt7yxiju/iU8Vsyx6WumSxQB7e4jKgRkFd26B1HfPGc45oA6XS/wDkM3P/AFwh/wDQjQBSP/Hnq/8A10uv/TbHQAeKpPtekg6NfpIE+zzXr2+HMUcJjY7kXPMKEPjHQUAPtbO3u57f7X8SI9UdW/tXTrFEgBmaONuSYVBxtLd8fjQBv+PrGaewuFtImkkMbNHGo5kKDOEUdyBQBPp3jnRLsxiw1e1lkly1rbIwLDYhJ85FzjywDnOBnjOSKAOf8P8AiPStM+1Lr2o2lhL9on1QRXBCm6tbmQsrWyNgsGXjgHkYoAx9Ps2Fnpn2q0Ee68/tGOBh/qo7j7U68eqqyn2oA6nWVH9pWfyjPl3QJ9QBD1PtQA74jf8AHk//AF0t/wD0vhoAy/EOsg3rRat4un0G1ESXtiY3iT+053kcMTdTKf8AVAAbe/WgDJ8MDRprK+Gu6hcXNg100U1/cghpUeO3CtKVUYw+052gDqcCgDS8J63JFdCCy8UweILMxteQ3IKtJo/lOoC3l1HwwlycZ+b1AGMgGz4+RxAjpDLIkU8Gr3ixjLC0tZ1LFEHXYvNAGnp3i/Rrt9mlaxZXcm03bJbsG8uFWUfvXXIByw4JBPYcGgDzC48R6dDobQ3eoW0V8sbaZPpbMPMjuYpSCGtxzgYznGMc5xQBr6mskFxayXGvXOlW7Wn9jx6iixlbW9yjAXbzowAnUe2SMAjmgBpsLN7fUZbbxbJrUxt3067nVUCR+VbOQEaJQCQD2Jx3oA0fEEkT6PEbZQsZWzeBQMbYmuoMYX2FAFzU9TtLbVYjqN5b2yNbSWkEkzACac3cR2ozdyB0oAz9U1+E3lwmv+MJtHhjRDpdujqhukniy0iyuDuKOCoHIGOnNAGVog0R9PceJ9QvEgN3KLfUpQyyQ3YnJV5XVflbI5JCgHg+lAHSeC9XuWlliXXE1y0RVmtdbXBKSSE5inmThmjUBsg555oA7SgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA429+DfhK4kd7zQt8rs11cyedKPMmlYknasgHzMewAoA1bXwLosMUcdvpirBFINVsIi7n7PeIxIYOzE8EnqSKANKbSbaSRJJod00YeK0lyf3SXO3d8oOPn2jqDjtQAmq6NZ30TR6pbLPA2POhJI37HBGSpHRgD1oAW90m1uChvId5jcX9ockeVcorAH5SOiseuRQBnav4I0a+cNqdgXlA8jzUkdTJFnpMYmXIB9c0AWbTwxpcETRWumWyWzFnnswPlc3BJI2HsSenQDgACgCnpXgDQ7Jw+naYFkUGO2kkd3+yKwwfsolZtu5ePlxxx0oAjPw48PGTedGi37vtPlhm2eeDnd9kDbc55+5QBc1Lwnpl5Ij39o7zJ8ttKsjrtUsDhxGwyCwHBBFAF2HSbWOR5IYds0gSK7lyf3qW27b8pOPk3HoBnvQBQ1bwXpF86vqViXmUeRHcI7q3k7s7XeJlyN3ODkUAXNM0OxslK6VYwW0ZPnvFEMAybQM7f91QKAE1XRLK9TZqlok8eRKqnIMUi9DFIpBBX1BBoAi0XwvpunqRpFksIY+bcOWZmuH/AOm00hJO3tljjtQBzXhX4W6Zaww/2ppds14iq1wUZtjXSHO54MhSycclCffgUAdedOtzIHMCeeFNms/dYHYEgexYA0ANt9JtIo9ltaxpCd26AdD57Et/32zE0AMTQ7FfK2WcQ8keXpmP+XNfL2/uv+2fFAFLV/A+i37h9U0xJZQPI80MymWHP3ZzGwypPY5HtQBfl0WxeIRyWNv9nG3y7VVwsYgcEbEXH+rYAigCSbTreR0aeBHkQmS0kPWBpEIOz/eQkUAUdN8ORW89xKspeSdo5JRjHkx2kCqAD35DHt1xjjJANG5tIZlZbuCOWNgYpoXGRKjDo6n1FAGRo3gXRNPYtpWmrFJj7MJmd2MUAP3YWkZsDPYYFAGpaadbwBvscCRBma8mC/8ALSeZskt7u1AFDWPCGk37KdVsFlkTP2adWZWiDdQssZBw3pnFAC2vhPSIEdLPSrWGGQfZ7yBBgXEYj24cD1Tj+dAGnFCiACJQqgCONR/Cqjt9BQBjr4H0ISeYmiWIm3fbhIF4+1L/AB+X03DrnGc89aANOHTreN3aCBEkciS7kHWdo0AG/wD3UAFAFdvD2nFGRrCExM/9oXEXaW6Mobc3uZADQBNqOk2d2m3UrSG4jyJfKkGQHjOQR9DQBPLCjgiaNHQgxyxsMiRGHIdT2YUAZWleDdFsW3aVpFpBJjyPOUcrEOyOc4B9sUAbFAHOn4beGcsf+Ea0wMwMcxCD5lYjO1R0yR2xQBtHTrcyBzAnnhTZrP3WB2BIHsWANAHEeKfhml87/YdE8PW/mfLe6y5Yypv+8YLQIBuI7+bz1PuAdqNJswyMLSHzEU2tpLjm3hfGRGffaKAKi+EtIE/nLpVqLzve4+bJTHB904oAqv8AD3w40hd/DumGZstLKYx8zOOTt6Zb1xnvQBpJodivlbLOIeSPL0zH/Lmvl7f3X/bPigC7QBiR+BdASbzY9A05bnPn/aAgyJv7yj1zznGc89aANSOwt0dmit41lfalzMBzMsIOA7f7GTigCg/hDRmgEMmj2TWgJkisyo2xOzE5jXsdzHpigB+meFdJsyDpWkWNswBt1kiQAmJ2BIZxydzAHk0ATDQ7DyjH9gtjbHIktCo2v5rEnch/vsSfrQBPPZQSlftNvFIVb7TbFxnyJwpG6PPcKTQAg0+2Bci0twz/APH4wUZu9q4/fnHOE45zxxQA19MtGj8uSxtWt8C3FmUGwQqOF8nGMKB0xigCrqvhXSb4qdY0ixu2X5oXmQEpg9MnsT26HuKALVrplpACLKxtYEPzyxxIAJG2gZdVH90AfTigChYeDNDtTnT9B0yFt32wMka5SdQcGM442AnGMYycdaAJtW8L6Vf4/tnSbK728wtMgJiyf4GPZsc84PegDQSNVAEaKqj5ERRwigdFA9BQBR1Dw5pV2QdV0bTbth8kT3ESsY1J6IXB6mgC0bG3KbGtYDDjyPsxUbfKA6eX0wB7UAVtO8PaZZ5/snSNOsycCY28Sr5oXpvKAfdzQBeZQfvAEdGB7g+o96AKGn+HNKtCTpWjabaMfkle3iVTIoPRygHQ0AJJ4a0l5BJLoumPcAiRLxol3q69CsxGcr9aALj2cDMrSW8LSLlLeZlG6BZcZETnp5mBn170AElnA7KZreF3XL20rKCbdnUgmFj03KSOO1ADpreKRSLiKORD8kkTgESKezqfWgCnp/h7TLTP9laRp1oTxIbeJV3j/aKAUARQeEtFiffa+H9IinBMi3UcKBldupEoXOWye9AFA+CLSa4nk1iz0+9jkEKW9tPGG+ztZpINx3g8vvI4H480AdAlvEqhY4o1jA8lIlAwkYHRUHYCgCnp3h7TLPP9k6Rp1mTgTG3iVfNC9N5QD7uaALMFjbxFjbWsETMfPuWRQDcS46ykdTgd6AEi0+2jTbBaW8cXObdFAU+aSTmMDH7xiSeOe9AFWz8NaTb4+waLpluQTPCYYlXypXTBKbQOWTj6cUAOv/D2mXRB1PSNOunXiGSeJWMIz/yzZwe9AF5VA+6AB0UDsB6D2oAhGn2wLkWluGf/AI/GCjN3tXH7845wnHOeOKABtPtmQI9pbtCMIluVG1VjIwFjxj5CBjjjtQBFf6Jp91j+1NMsbvb88Hnxq3kse8e8HGcCgB19pVldLt1KwtLqPr5U6Bhkf7DA96AJLext4kC2trBFEB5cdvGoConosY4x+FAHK2XgNhOr3Uej21vGxvbHTtPh2Ce7ZCBJqEncxKWxhRjPegDrVhQElI0VjzKwHMhUfxn2FAFa60TT52Vr3TLGeVf+PaeWNS1vz/yykYcc+hoAmFjbgYFrAEz5jR7RhnznJX1zzQA9oUJBaNCwyI3I5QN12t/tYoAFhQElY0DHAkcDlwvTc3+zmgCsuiaesnmJplityfka9Ea72U9jNjPP1oAsrCgJKxoGOBI4HLhem5v9nNAAtvEM7YowD88wAH71iOr/AFFAENjplpart02xtbWP74hgQKoZu4RQOtAC2+nWsP8Ax6WdtCTwxjUDcPcgUAWKAK8OnWsZJt7O2jc8PIigFwT/ABMB3NACz6fbSkG5tLeVh/q3dQSnP8JI9aAJHhRseZGjYPmRlh/q3A6rnuAaABoUJBaNCwyI3I5QN12t/tYoAV41YYkRWHdSOuPUGgCO4sbeb/j7tYJgOVEig7T7A0APW3iGdsUYB+eYAD96xHV/qKAGW9jbw/8AHpawQg8sI1A3H3AoAmoAht7G3h/49LWCEHlhGoG4+4FADW061YkvZ2zOR5cshUZkQjGHbHQjigCWWFHBE0aOp4dGGQw/2lNABDbxRjFvFHGg+7GgAC5PZR6mgB9AEctrC+POgicg+ZEWAPlOO6E9xQAktnBIQZ7eGRl+eF3UEwtkcxk9OQKAHvGrAiRFZT8jow4dSOjA+ooASG3ijGLeKONB92NAAFyeyj1NAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCCXULZGCzXdukhx5cTMAZNx42IT/ABGgCSS4iT/XSxoOXyxA+VByef7ooASC6hlGbaeKVegdCCMj/aHpQAG6hC7mniEePM84kY2Hvv8AQ0AE91DEM3M8US9C7kAZP+0fWgClqutJb28ssKpcKkb6giK3FwIIycLIAfvYxnBoAmt9QR4leYpCpVbl9x4iDqD8znHTNAFiG4ikGbeWORD92RCCGwezD0NAEcGoW0pItru3lYf6xEYEpz/EAfWgCegCvb6jazf8el5bTEcsI2B2j3ANAEqzISQkiMw4lUHmMsP4x7igBFuIiCUljIGUkYEfu2TqGP8As0AYl34vt1uLeOyltLjzWeKZ0cE2yQWztwq/32UCgCKbxTeQRXcmp6bbRxwGRrALMp/tGGGPI80jO0ytxgjPPT1AL3h/X4r23jk8y3DNGl3dRowItZJYgSGP+wT3oAvW+o2s3/HpeW0xHLCNgdo9wDQA6W+t0IE11AjniKNmAMpJ/gU+poAxvDPiyK/tVml8m3jYyKhZuFiiuXUFnbH3wo7DmgDZt763m/49LqCYDhjGwO0+5FAEI1vTzIUXU7E3A+/aCRd6Z/vRZzz9KALlADJJkTHmyImSI0LH7zseAue7GgAeZFx5kiLk+XGGP+scjoue5AoAfQBztv4lknvXitLnSfIjULeRlwZprtxn9xCrcLCpGSy5J4HSgDVvNd063ZVv9VsLeRuYIZpFUzgf880YjOKAM7WvFsFnPbxzyWqCVnjnlkcD7NHFA5B2n/nrIAOv60AalzqtlCm+8v7SGHgrcyuApDDtIxxyPegB1pqFtcKGsLu3uIz9yaFgyvj+66k0AQ2Wv6bcsy6dq2n3Mi/8fEUEisYOf+WqKTjmgC48iqCZHVVHzu7HhFA6sT6CgCnp+v6bd5/srVtPu8f637PIreXn+/sJ60AEuv6akgjm1bT0uTjy7JpFDybumyEnPzfSgC9QBnXXifSIAftut6XAAxtHaWZBsuFUEqxY9VUg460AXJLyBADNcQoGIhhZmA86SToIyepft60ARWer2NypbT9Qs7mMEwzSwurCKRAMh3UnlQRQBHp+v6bd5/srVtPu8f637PIreXn+/sJ60AN/4SPSvM8v+2dN+0fc+x+au/dnp5Oc9fagCTUNb0+0AOq6nY2in5InuJFUSMB0QuR0FAEh1G1CbzeWwhOCtyWG1g5wMSZx8xIHWgCG11/TZ2ZbHVtPnlX5J4IpFLQMCeJI1Jxgg9qAMO38f2RvpYLvUdMi2iJbBWcBru6nL7lyT1Q7AABu579gDYvvFOj2rbdS13SrWTr5U8yKcH/YYjtQBauNRtYQDdXltCrHy4XkYATOVJxGSeSVBP0oAi07XdOvM/2TqtheAYExt5Fbyi3TeUJ+9igC7QBHcXUMSlrqeKGMDzJppCAIkXu7nsKAK2na7p15n+ydVsLwDAmNvIreUW6byhP3sUAVF8aaAW2r4l0Qy58hYBPHuMpOMBN3UnjpQBsUAcvpnj2ymu7iGbUdLRo3S00+MSDdeO8ILAKW5MMuVIAyMYPNAGnqfi3RrNgura1p9rI3+rjmkAJHqwJ4HucCgC5d6jawIXvbuCGEDzJLiRgFRT6ufWgDmIfiDb3N5BHot3Y3Vs8ct5c3EbZKyRFcAYPGOc5HPtQBsXvjPQ7aUR6hrunW855EEsgBXI48zJ43DpnGe1AFnVvEGnWCbtY1G2tY8+WjytjzHPaMdzj0FAEunavZ3aB9Lvbe5iP3ZomBGfQkd19Oo70AQav4l0vT1B1nU7W0U/JEZWx5pH/PNe+36UASxa3YOivFqVm0LkQ2lwHG25lkbAET55LtxjrnigCWXULZHVZru3SV8/ZLdmAa68oZPkRk5PlrycA470AZ03jXQ45vKn1zT47nhPsruAd74wOe7ZHGc0AbFAGDN8QPDscpjn8R6Wk4JhkiaQfupVzkSP0BUjGCc5460AXdX8S6Xp6g6zqdraKfkiMrY80j/nmvfb9KACLxJpjxCWHU7R7YlY0u1Ybd8rhQGcdy5A9j1oAh03xjot47JpetWNxMufNgjcEgKcEqO4U9xkUAJqnjPRLJwmra3YWsrfMkUrgEKT1cdgT3OBQBoXeo2sCF727ghhA8yS4kYBUU+rn1NAGLL490ZreWXTtZ0+aOMEySbuIpW+6Jl4P718AdM9qAJPCfiy11OCNob6wln2Rz6nb27A/YbmZORJHkkfMGAzzxQBLY+NtDupTHp+uWE84yfIjcEts67COu32JoANX8baHYMF1jWrK2kI8xYXbnZ6sg7H9e1AGtDcRSKGt5Y5Y2AmhlQgiaNxwY3HZhQBi3/j7w/ayeXqHiDToJuA8LuP3Rf/nse34kcc9KAJZ767+1okN1pwg8t7q6tW3ebIyuoDQ4GNqE4PPegBLzxtodvIUvdcsIpRhZY2cfundSQJW7FwDgEgnsKAJrjxTpUSI91qlrFFIPtFlO5wLiIR7sqx/6Z80AO0vxLpt6WGl6hDOyYS6jXObcvnHmIcfewe1AHJ33ji8sNNabVNS0a4usyW1hLbhvLublXcBQrYOY9pz06de5ALtvrF48Fu1r4q0m78ydYHvjEVXUbQF90dpEC3z/ACnBz2NAG9qnifTLIqNU1GCBmy0EbdZVjHJVBnhB7UARTeMNGjgWaXWLMWrfJb3QbIuJCT8sIGckEHgAng5HBoANM8X6TeI76fqMbxpn7bvDKbMKCf38MgBHAPVRntQBh+EfH9vqdu5Gp2X2tfNmnRQcWkCzuELp6eWFPXmgDU0PxDG0VuNS1WxnuZVLQSwA7b+SFct9myBwi+oFAGsdTtvN8s3Mf2jab0W/c26uBux6BiBQBkD4h+HzL5f9swebu+xHhtv2rP3Bc427s9t2fagCxrXjHSdOwNXvxEzAyRRKrMzxp1PlRqxwvrjFAF7TtUtLuNX026iuIWyYZ4zkSbWIOD/ssCKALVAHNa38QNHtC6SarClyqk4KsVt5tmQLmcDaC5xgFgT260ATad4ohSxhn126ihDRRXV1Ljgz3Ma/cQZ+854ABoAuaN4n03UAx0m883afKuI2VlaBmGR5kMgUjeOnGD2oAvXN3DCrNdzxxRqDLNM5wIkUdXY+goAydF8b6NqDFdKvzJKF+1NA8boxgJxuRJVXIycZAIoAiHxD0Ay+X/ayebu+xltj7PtOfui727c54xvznjrQBY1fxlpFgwXVb/ypCPPhgCOzTxhsfukjU52n0BOOelABa+MNKnhaW0vTLboTFcuiOWgkjxkSW+3dlcjjbmgDB+Hniie+t2l1bW/OP+uuYmh8tNIA3EiGYgbgFxyWbHrQBraZ8Q9BvHCafqgeRsi3DRuouimf+PaWRQGwB2JoAXU/H2iWchS/1B1nULJJbJFIzCOUHBCxoeOOT0HGcZGQB+q+OdGsn26lftHMVW6S2WN2Z4ZWYArFGpPBU54474yKAKjfFHwyApGuROjASLNGjssKu2P9JlVSFwf7xXHegCzq97OJ7UWuswW8bs4mtTFuOrLHAWxFMPu+WAT1Gex7EAk1Hxto9o5S+1DbIAJrlUR2FjE5GDeyRqQobPVio79KAM3w34xR7FZtavN6l5U8+JCd0aXkir5ccKnOEAHAOepoA1NF8ZaTqDMNKvWkkTDzwyRujIj9D5cqqcHHYEUAY3iv4laZZwz/AGbUJBcxq1tFKkMjJBqZiO1ZblUK53Y4Lcd6AOm0yd5Io2mbc5RZZG/vO6DPA9TQBm6p470Wzdlv791kVRc3axxSOLKFzwbt4kYKG/2iKAJ9U8V6dZojXdw7eZ8unwQozPfuVzi2gQEnI9sDuRQA7TfFOnXcbPZXRaNMreKysGtHiHIngYAgqPbntQBlWPxR0C5aMWt1dlJD9msL6SCRY7q6yfkjuJFA3HH9OvFAHU0Acz4a8Tl7LztevI1Aadrm4IAEcFvdyAfKo/gRQOhJ9zQBPpPjvTLyQJEL63mI+02kN3C8ZvoF/itPMAyAPTn2oAjvfiFpUEjKy6lLsP2e+uYLeRksJmxxczopAJyPWgDo6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8l1wRanbzy6H8PNGmiZZjba6ZI1lkmgLDzIUSMnIkUkfvAW74zQBJewf2hJow1gNcpJFJeX6Sci7uFsI2/fr0O5s9RyMjpQB0ei6bBZalNHpUMdtbPBFqj2USgJHdedIuYYlAxvRRn179qAOdLAeHPmIH7jGT6mT+poA6LxTLBcXCRR+D7HWrlIzqWLx1VLO2uJNvyF1fJkZP7nGOtAHNaYssdpqyPpkGnqqyTJpkLhlsnn07J8mVVXiQgHGAB0xQBa8RS3Uj2Ef9hy6nbNE1/PpqyIq6jPbRx4+0LIQCLbOcE4OehxQBY0fw7qrS3C2vhw+HbKa3NsqRyRnytXBYCS3igY4JiYZwFyQM80AN8IwwafNFDrvgzTLG+Ktb6brlnGhTVvIiOf34AZWeMEkN15PGQKAOt8WaxZ2ls51O2a4jb/iX/Y1xm+e6O0Lkkf6zPPPAoA4G4sri1vLJl8EaNohMxtDc2UiE3Mc0DZSaNIk4Yc5OcdsUAdf4d/4/b//AK6Qf+kEdAHITTo9lKpuQtvNqL6dezI2N1hdaj822X0dO/pQBual4X0m01CwbStHsLRy88MjW8YXzE+wyH51QDOD7ZoApzW8Ulnq4nijkXzbiYK4BAkisIiCAe8bgEeh5FAFnTpdH03SYnm0SylWSGBZ7NI0H9sXtxEgAuMjBMjnknPrQBTGn3EGoWJfwvpOkg+das9jNkTRfZJG8u4iWKMfunAP8Qz0oAveGtJs9Te+bxDpdvcv9pfRU+0Lny9Ps402CEN0ByW4xknOc80AYPg/UIE0izSXQLfV5ZXltrLTZtu13juJmLTNICAIUUn7pPoKANnQ7OeDVSJdD0/TQ1qzyR2UpZL4wXEQDOnlx4MIYr9zPvigCjYaWdHaNPFHhixvbcSh7DxRFtLQXVxP8rarvAIO9hls46UAeo0AYni3RpLy1lS2OJsfadPf/nne27BkIPtIooA5nTdY/tq7tWCERQwf29ex7eE1O+BVVYN3gAkI/TPUAG/47vriCwuGsnZJBGxjdeseR1X/AHQaAOJh8OazLHanS/BOi2DxNFe2+oR3Ay0OBuEkSxrn7UpOcufz5oA0Nb0S70+eea48O2ev2EpW4v42AM2mxQx4IiikGGVOoAIP86ALOuWOkX9xprf2bY3EEnmGISxKRLZnT3ZQ0bDohwQMcGgC7r9xbmaK30jw7ot5drGdRtVvABHothGwXMeEY/O2FAVR78CgDD8L6fNcTanBPaW2mMyRW9xFaMWSK6vbaTMlsCF/1y7TjA9+aALnh+Z7K4gh8QeFLC3udr2mjazYgeXdJDDlg4OCpaNehzntQB1Hizw8+pWskUV2bdnAWObGdrI4OJF9HIwfagDC8NXhhuBFrnhXTdOv/LItNTs1Ux6vawMu4W8gUEbXIO09OvpQByGiafq9/p5EXg7SbqSYSTS61LcqHe/ldvneLyuDbyDpvGMY4oA9Y0eK7SCIaowa4CIl8wOd1ysY3Yb3fNAHJeF/Dul3E1+19ptncSG4aymaVQSbUW8eBhugJZvTPfpQBzVrB9o0y2S+iSW3+2x6ZboTnz9OXUCoDnJ4Ayv0H40AdV8RIBDZhdPtYUjeaG1vLdCEW6gmmUFZpgOBMMAnHTrkcUAVrLQdWe9t5G8KabpEUYkt717a4DfareaE4VoVjT7koU0AUUsZdEbGueHdP1CwM4u7XXogvmabPd3QIOoRMMkxytwyk8YHtQAk8moyardeV4YsNV2RwWtkLmYJ9ltZkLHykZHB82XOTgYx70AZmveHtVt9Ju0u9PtbRHmjm0bTYZdwsY7i7hyqSEAYMuSOBjJ7UAdZ4j0axtJbE6XY21q4uF05HhUDFpNay5U47NtH5UAP0rTbVtTvDJZ2zOEtZIpGUZidhNkoxHViB+VAFOe9utVknGh+HfDNxDHI2h31xqRYNd3MKLuCIkTcJnHLc9qAMCLTobvTdKS/TzIzPCJo25EqRwznDg9mAwfagDp7nTY7XVbc2EUECSQT2dzFGoHmi1eNhvAHYt9aAOzjuImJEUsbEfJKqkfum9HAoA4n4ifaHezSKC2mie4H2iC4YrHdyRRMVS5lCtw7DIGxskDigC1aaDq325JpdN0myTy20/Uhazs5vlG0p5qPDH/qCCM5JxxwKAOcsdGsn0S4MtjbMxF5fyOVGXureabaxPrEFGD2oA9G0iRmhjMjszFEd3Y8uxjHLE+poA5bw5Y2J1HUCLW2Mwe3k3bRmJZLJTlT/tvu+vegBfBtlbTNem9gimna5lsr8yqCXtIGARXUj7qw4x270AcxpzRyWmnJeJ51k1zJbNnBEqW8k/lKSx5U4X1yBx7gG5qFrAutwGKKJZGt5GuXUczbGwDJ9BxQA3wTZ2V1pkh1yK3Bla4n8QsxB2zC4fJlY55gQLj0wCKAKml+HdWvbLT5dNvLeK+hQNAt2p2XlrOijE2ASN6KuCAT3680AdR4P18XaSCbSE0+6jkNtq1smCrXjKCWjlTg+bn6+vqQCv4k8PauZ45/DVxYG4RGsJbC7U7b62lcE7J15DAjjjHqcZyAYmpa7Dd2kDrp39n7L2GDUrNsYsLqG+G/dIuBjzM88Z6mgC94nYf2rpnIz/pZI9AbQdR70AZ11a3ugrK0llp+q6K0ranfRY/e6Y00wJJVyQ4gbHcNx2oA9KoA8p1vU9b1LTppbK18Lw6e8ct4lrOjmTyV3ZYyq20SHBI+U4bAJ70Ab11oOoyG2n0C8sDeJCLaWzvBlby1mVSdsi8q24deffjIIBk67rkF/pc3n6bDZuk8elazZKQVhuor+HdtlXAIZSDn8DQBueJ4IIrmw+wxxxziZrW3jRRxpgtJN4UY6IAv07UAc94dHiGaW/8Asdh4duVN1La3R1FnDyQQqoRWRI2yiRY25PrQAW2h31n/AGVDrstndRK84u5VOUkuIoXMIXcFzsXpleo49wDvNVtbVY5zDBbLO0ZN5IoG6dEjYL57DkheQM++KAOVvXmXQAbUyB/scfKdQn2Zc9PRM0AWPGsFhHYxHTVt0CSWzeH2j/gZrmMD7J67oS3rkZoATVtG1W0uZrjw0dNv96pFrejXBw221jOPsdzyAZEPRlx354oA6fw9qtteW8UmnQGGFkElvAQB5EePu7V4+TGOOPSgDktWtNU0o3M2mDT9U09i2raxpU2A9rJHGu428+CDhE6ED256gGklwkuqRNFna1nJNHn+693CeR9KAMjw39hfTbk3i27OXun1t5h9+5WZ8fad/wDdj2fSgCCCygnTRRdwpKmwT7G6eZDpZYHH+w4BoA6B41XV1KDBa0fzsf8ALUxXkeN4/wBgMcfWgDl5P+QBN/28/wDpxloA6fxzFvay/eSJ/pkUm5DgnZBMcE+j4wfagCLQjCdTvfPdTcYgW0Vuqad5Az5GexnLZx3xntQBPruv3EL28Phw6XE0xkjS7mGY7SG0UbhDCjLlyTwNwHBzQBl+HobtNUmGp3emXMwtohNPaRlPMxM+PtkRdvnK474xjAxQBN4T/wCQU3/b3/6Vz0AY1hbldGtZokJltgutxFRy0MDHeoPpLAWFAGvYGa7F7c6RKZ3dG0rw4y5w0NhEwzAy84muy/T0BFAFB7jTG8P8y27Rm2EPB+/qpi6cfxG6/XrQBrXvhzU2kim0TU7SHU1gXT7+yvASmoWxcH99sOVKSbuQpz0oAv6D4ytJbUS6n9i0xNz2U2+RfLWeGVlP2e5OAQ7A4I60AdLQB574fltG0+7+3G284SXY1/zCuDd+a/8Ar+3+qCD0x0oAxrtNQ8rRjYPYIuxUDXiFoxftp67PMVSDnh9uGHPNAHV6P4f1UXpm1y+0NpPIOm/Z7JHUujTqQ0yyO33CGAoAZ8Sk/cQmdoRarc28utGXoNP88A7z6ByufagDpNRuA0braTr55jea1jRvmcBesQB7MRzQBwZl0w+H8FoPL+zfZtg/6Coj+7tH8X2r9aANe3hk/tKD7aoaYWTtIWwSk/2mEEhh3OT0oAs+GlC3t+EAVfMhk2jpvewjycernrQByyLIfDq+UJSPKV7oR9WslnBfb9YN1AG542ubNre2GlvAZWmt5fDQhxjKSr80Kf3Utyc4GADzxQBc0eNf7TvCUXcI7VFfHKqwmyAf9ogUALEo/tZ+Bn7JGAfQG8m6H3oAyvDthbizvwtvGEae9SWMDh13sMYH+wAKAItPYkaNuJJ8slie5OkN1PvQBo+ELqFJdQGoyWscouGubpXPKaa1tHsaYtj5SgPt1xxQBgeHdbuobC0TQJbG38+eexhv5lyllCLmdh5cYK5aULhRkA9KANDR0vU1fbquuWWoTC0fc0MQQ2qtdxECZA7feHI5H0oAp2d9bpoU/wBukjjmCXNjqYlxk6w7yAhwe8spBH1GAOlAHoGi/wCoi/65p/6LFAHMeCtQtIjei6uIoZ1uprrUPNYApbSv8jSFj90xYA7UAPnuoBqsTXM8Jhe2aHRJiRtku2uAWED9zPEUxhjwD68gFVikl3ftp+DCLdNP1GRTxLqkSynAIJ5hhZQemO9AFTUo1/sO3wi/csXHHRmng5H1yaAPSKAPKEZF0qFrnH2dLv7XqTEZCWcesvkyJ3C/Q0AdD4vvIp57BdKurWS5M66rGFIJOkJBJvZXHaRDgc4Y9M0AUNYNxp32i58K+IrGaBXa81/RbnaVe7jAVhBcryrkIAAcgn8qAO/tbjzUVvLZNwE2xuqb16N9KAJqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDjW+FdjtZE1nxBHZNuZ9HSYCJROSSEwu7Bck4349cjIoA14fCFpH9l2S3R+yjyLDJH75TbFP9J+Xn5Dnjbz+VAFpdDgFwZg83nGNdLZMjaIYpWYELjOSzHvj2oA5q5+EOmSxvG+qa6tm2Wh0tZR5dg5fObVCmfkboCzL7dKANfWPB0N3KJItU1bT7gL9ie4snANxbB8hZldWHyMSRwDyeaAILH4d6dbxXEcE+ostwDHqM8sm52aSDaWWVweZOW5zyeOMAAFzUfCNlcxxrK9zG8WP7Nv4WxJZOi4zFLj+NeoIKnuKAGWPhCGFJFudU1i+Mq/ZLme6lyywBWGIDGFAxuPQA+poAr6b4EhglSS51rXdQeMMtgt7KGFm0q4JTaq5JTIyxb86ANbWNEtb6Jo9QSQxNgtsYqUeNwQY5FI5jcA/zoAxIvh1a+ZG9/rGu380b/a7OW6lB8ohGGBGiqMOTk/LuJA5wMUAT6l4Gt55TJbarrOnzMBDfNZSBRfpEPl89WVuYgSARtPNACWvw90mG1eBI7h7V2a5aN3yYWkfI8qXr+5YAgkk8ck0AMs/h7aRSxSXOq61e3MW77LcXcoYiOWJlKsoUDBDZ4AYkDJIGKANCLwtZKs6kSvHcM1zqEbn+K4hVSIsDoyr780AUrXwFZx2pgub7VLu3wsURnkG61S3xt+zvGq48kqCOO3NACWngO3jljkutX1u9niLSWst1KDhZomUgxKoGCGzwoYkDJIGKAEv/h/ZzTNJDqGsWTSYXU4rOXaup+WMD7QME5C8ZVlNAA3w40n7MkMC3cEUbG80y4iciTT7hpGO6CY55UseoI9aAJtJ8D2dpL5outSurrY1jNeXUm5p4JHQ4YYAHlleMBRyeKAK9v8ADuyQr5mp63cQIwubbTZ5i0cc0TEgsCMnY3IBcjpxQBZt/DkovpJ7l4SDDHpGnKpOY4lkZn84EfxOVxhj70Ab9AHH/D/w0bSOZ57BrSaeaTU5LVsZtLdpW2Lgf3U5/H8AAdZcW0UqstzEkkbAwTxMOJY3GCHHowoA56w+H9pbuph1TXGgQ+ZYaY058qyKngRouCQnYM7DtjFACX3w/tJ3c/2prkCSZfUrGGciO+LJj50OSMqMfKy578UAWNX8F2V2kSpLd2JhIfS57NgrWQVMYiBBGCnHKn2oAbqHgm1n8sjUdYt541+xQ6hBMRJNb5XIunbO7zCoJyDzz1oAZYfD/SrcShPt8pmCxalLNM5e68jdgtcbs5+Y/wAVABp3gOzt5EeW/wBXvZI9y6abyYsNPWVMHyV4+8vGTuPvQBrappEF5GUu2uFQ4JaF2VkZDkFJEIPysAfT1oAoab4Os7aUy+ff3Vxs+wpc3UhYwW4bOIs/3z14z+tAFWf4d6Y7P5c2qW8cjC6vbK2ndI7iXuTEhGPN74Iz35oA6VVx0z6DPt6k0AcLp3w5SSW6kvpNTtJJZm8qa1nZTdacI0AEqIccSb8cZ/CgDpZPCuntFFGlt5UMTR3dlDGceVJaMCuT9Rz696ALl/pltdRsmoW0c8LDyp4XHEin/A/iO1AGZpPg61tH3jUNau5MGKJry5kcQK/Xyo3bHz4HbPpQBUi+G2lo4In1dog/26LTXuJDCk4fcCLUnHyyfN9aALeteCrC+kWSaS/trhVNql7Zysjtbsc7ZJEIyA3NADj4O082/ksLpoSwu5XeRmee4SYPulmck5eQZNAF7UNGt7kxm6DkxyDUrXacYnRGHze21jQBRuvB9jLcLN5l9DcALDIbeVlF5HCxIF5GhG4KT36jg8UAVr74faZcSM8j6lEHw9/aQTukeoOBjNzAhAJZQAfXvQBbh8IadHHCkUMgigYXmnLuP7mWNWA3N3wrEc0AWZtCtJJ0lkhJuEVrS3kyeI5yM7l9sUAVPD3hs2bTtNKkkk0z6k7qPuQtgKuP+maD880AXNY0Cwv4ymr2iTxEiTYSQUkQ8GORSCCPUEGgCno/g+zsnLxT6lczkfZjd3kzuy2+7O1C5OBu56UATQ+GLBLdoUhf7MwkhmjLHLreMxb5/wDbLn6dqANGGBI1CwrtQARRr/dRBxyfQUAY7+DNONyZx9rSc7ftCxysEu3twQpuYVIBMSnAzkUAV9U+HmkXcjPNFeQyPiPUTazOg1OKPoLxI2GePbPvQBfv/CumXMHk3VhF9lACRQJx9n8rp5DLjBT2NAFbTvA+lW0iyRW88t0A0f8AaNxI7STLKqgieZ2OQAoxnhf4cZOQCK7+HmizSM81pON58+/to5XWPUZQBzeWqsATj1XnndmgC3rHhHTr7YbuOeOVMiyu7aRke0DgZ8qWMjggdOR7UAWNH8P2FghXSrbykLG7myzMZ7iU8tNK5JJb1JNAFbVPB2lXkiyXtrN9oVTaR3UEsiMLdzyrSQuuQTng5/WgBw8I6T9nMA06L7GR5Mlrk/OGOctJnOS3Od2c85zQBWs/h/okEqSQWMzXCZS0upppXaGNoyu1WlduAhOB0HUDNAEf/CuNBzzp8xTf/aBtGmlMTXO7O5rIvt5b/YoA6SgDlpPhb4bYMH0qTymLXEtoJpfLMs/UpaB9oPphRjjbjAoAu3vgjSLhkaezlWVFFna3MEsiPFbp0XzonUkKfUmgDO13wLB9haDQLGBELxzCBySJFS7Rm86R8kllB6k56UAaWmeCtItHD2VlJ5oX7JDLLLI/2a3z922ErNtBPYYoAj1bwDol85fUNPdpSBDNLFLIn2hEzjzxC652g45yccUAWrvwrpc8KxXOnxG2XaLaBcj7MYehgkUggp6gg0AM0rwfpVkrjTrEqJPlvGkd2NwqqQA8srMcKCeM4GTjrQA7R/CemWCFNMtHSJvlkhkkdwVC4wBKzcbew4oAp6b8O9As5A9hpeyRc/Zt0kjC1MnX7PDIxA49FGBwOKADU/h3oN5Iz6hprPK+EunSWRftSouAJ0jcA4XjkGgDet7aKJVW2iSONQIIIlHEUaDACD0UUAYF38OfD88he40hC7Hz7lFdwl1KTybi1RgpLnrlTnvQBsHSbUyiUw/6QENgk2TxbSOCRszjllHbNAHGeK/ASzux0Pw1p7XEnM+ozzMscMrZ+abT04Zo+CCV6854oA6ex8L2kKW6yIZnt1Fvp9w2QVK2+wkqD/y0jJ9RQBeOnW5kDmBPPCmzWfusDsCQPYsAaAK58Paf5JiNhD9mO7zbXs/muScj/bck0AT32k2lzs+3Wsc2x11C13f8sLqHOGT3TJoAo6z4O0m/IOqWAkkUeXFcIzK6Rk9BNEynGe2cUAMvPBGiTxJHcaRb+RH89lEmV+yOO8EiEEE+xyepoAl0nwnpVic6VpsMDkeRJKMlpk3k/vpGJJJYk5JJ96AG2Hg7SLUyGx05IjJuN4oZiJPNPOyMkgBz6ACgC9baTaQxCO2tY47cD7OluOixN2A980ALY6db2yKlhAkMSjy4IV6Rr/s0AZI+H+gCXzBott5u77Vznb9pJ+/9mJ27s99u73oAm1bwZo9827U9Lhllx5IuFJVjFno00ZBx7Zx19TQBDqngmxuII4oI0tbeOSO8jgiHDJbSZ24BH+t55znvQBv0AYl54H0OeQveaLZyyth55GH+veMcGVe5QdMjNAFu48PadLCIrnT7eS1AW3S0cZVI4QMBQf7mBigBNL8NaZZFjpenW8DN81zKo+acj/npKefl+tAF24tYZVK3UEU0ZHlzQyAESo3Z0PY0AZuk+EdIsSTpOlW1u5AgeRByYlPQMc8ZoAZ/whei+d5v9jWf2jd9r8/b/wAvGPvbemffGc89aANE6dbmQOYE88KbNZ+6wOwJA9iwBoAIdOt43doIESRyJLuQdZ2jQAb/APdQAUAJZ6ZbW8YSzto4oVHlRQDoiegBoAztN8D6DZyF9M0LT7ebnE0aAGMP18r0yPTFAGlFp1ujs8UCLK4WO5mHWZYM43f7m40AKLC3EhcW8fnFRaPPjkwRsSBu9AzE0AMh0m0jV1htY0Ry1xdIP+W0twTuLf8AXQmgBq6LZDy9lnCvlfJpoA/48lMe3EIH/TPigCrqPhDRruRX1PRbC5mX5Yp5UBIUHoxPUKemc47UAOm8KaRJD5U+kWT2oJkS0KDbHIzE5RexLEnPXmgA03wppFmQdK0iytmCm2WSJACYpGBIdh13MoPOaAIZ/A+gyyNJc6BpskzAxXE7xgmVXGDuz3YcZ60Aa8UKIAIlCqAI41H8KqO30FAGXqfg7Rbxw+q6Jp91KvyJLKgJKej56ge+QO1AFrUtDsLyPZqlhbXEPDCCRQQjKOCg7FR6UAOstGsbaMR2NjbQwAGMWyKApVuu5f8Ab7+vegBzaZaNGEextWgG1IrUoNkawkbQkWMfuiBjjjtQBZoArx6daohSKztkhO4PbKoCuJiSd0YGP3hJJ4570AVdM8L6TZFjpGj2FozczPAgBcemQOg9OlADZPCWivJvm8P6Q8+fPN20KFzKp6+aVzkH3oA1KACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoASgBaAEoAbLIVBIjd8AuEXrJgdEB7n60AUdE1WS8hR59NvLFmyXsrkYe3KsR+8X/axn6UAaNAGdreqyWcLvBpt5fMuCllbDL3BZgP3a/wCznP0oAuxSbgCY3TIDlG6x5HRwO4+tAD6AFoAzbvXY4p4omikZ5RJPFIMYiW0CZ3/728YoA0qAEoAWgAoAKAEoAzn12MXKw+VJ5hibVfN4wscUqLj6sXoA0aAM3xBrqafbySzQvKqL57xKeZAD/CTQBpUAZemeIUuZZ0W1miaFltZWfH78yxBgUA7EGgDVoAKAMzVdZktmiEWlX92JJBZSyQLkaej/AMd0eyr/AJ7ZANKgDO0fXY70SGCKRAksmlPux88lpIQSuOzEcUAaVABQAUAJQAUALQAUAJQBmaPrwu2mC25j8qU6VuJz9oMcUbbsY4yXx36ZoAp+J/Fz6cYhb6Pd6hLKzQW9tAQCTFGWP3vRQaAKWm/EMvIia14c1nSpJCYbGS4UFLiVVzt85CcMwzjKgcdaAOtoASgBaAMrQ9eF6JCtuYtksulYJz5ptJCN3QffI96ANWgAoAKACgBKAFoAw7bxQJLySAWhHlxpftdbv9YZ2PAjx/CO+78KANmSZEx5siJkiNCx+87HgLnuxoAfQBzet+Lrm2nSLTdAutRmZG1ArHIi+VDE4B3NKQPvEd6AHJ4ovkhmk1jw1dWCxIb5I3ljY3qxIxIjMTHG0KOuOvFAFO38Za9KqtB8PtRKMBNExuYBuRxkZUuOo9RmgDbXXUN00PkvvES6qZs8FJZXXAHqCtABd66kVxDE0Ls0qyzxyg8RCzCZ3D/b30AYp8b6jJJKukeD729SKQ6dNcrPEoadEU/KkrA/dYdqAOj026uJow19p0llKc+ZZuysYcMcZkjJHzDB4NAFqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPPvCXhmG6knl1S71C4dLyc6bCZnCaesFyfuxIwB3MOcgjGBjrkAxJNXs9Rnuv7bsPF85jmfRtLOmLOU06O1AG5DAcb5H5OQe3GKANO3vdTu4LGLXJNRheZ5bbV3YNHJc2tgkpAlAwR9rVFJ5zjvzQBo6FpKWOoyR2V1ftb/AGZLyG2nlZxayS3UgPklyThtuepPvQBV0u6mOglmnlMn2WWTziTneIX53+ooAo+JNby9nDfRazNatCdR1CCwDl7+SNF2iTyfm2xtknDDJxnpQBNoE08ZulsLXxFBp3k/bLFdSjlBsrzawZbSWck4YAN1PJoA1/AXha0jt7eaSS+nu2hjlmuZZpDuE0K8eQW2/u1wB8vagDm4VmudO0xZL68TfPHBdzRuQ00LQT5BlBz84GOuR1FAGgvg+2bUHha81Q6f5Cax/ZnnyAJevM65jmVwwAVScbiCTk9BQBUvLq6i0zUEN7O4gkk03TZiTuis1WNlDykkkwh8ZznFAGl441LddQw3qa3LZmN9TvbPTUcvfypIgUTtD8wWIknhgCcZ7UAU/Dtxcxm8SzsPEVvp3lfa9M/tFZQbW58tty20k/OGOD948896AKL6F9l0qO6h1HUn1JIYtUivXmkIYFVOyS1L7dojOz7vI5POaANrxT4V0661K1+2w3Db47j7RsmkXd9nWLGzY4xjcemM988UAW7q0Gp6hJHqMs32SCKOeOzSRl+03l4X+eTy8E+Ui4HzYHXvwAZlpFqmzULXRdQvnlh2f2HdTOd0Ed9bhgiXZOf3JBAzyARz6AFvwbeaOJysVhrOk3+zyrjR7uSQrcRRsPngZ2IYp/eBzjOe9AGl8RNbubOzY6e8ySsyaek8Y5thcygEx+4UnHvigDDS0e2nt28MaJ4iiG9dO1lLjdsn02RSN829z81u+DkAE85yOKAKN/bW9pdSN4407UCrTefo3iiGRtmnWzOuyOfYRsERwDlcMeT60AaWueEdPvtWj+3pcEfZnu5FSV18x450UYaNhjAY9MZ70AXPEn9j3VzsudB1jV540EtxbWzAJZpMSR9qDyxgs23IBye4FAHLJfPJo9+rLfpHFJLp9nDeHMltbr5Z23DFm5iZiPvHigDoNV8M22ky20ujPdidp49J1Z5JWJ1qC9JBN5uzloW+YcADBxgYwARX2tTWJ1aS0x5qeVJbk/wSnT4wCQQfuE56c0AYVrayKsMmgeFPFsWpbo57rV7jaV1aKR13/wBoMJjlZEJx8mRxt20AdQ2hW2rX1yNeElxBB5Vhp9juYIjzwK7O6qR8xLAD0A/IAn1ywFktilnc3hQXSW+6WRmaWI285xLIx5APboOAOBQBB/Ydtq17dDXke4hg8qy0u13MBaPNbh2dNhHzOWAB6jHBoAwoLy5sNNuRp11e+b9rl0iO/Y7niWa+Cl55T/EVJ5/vYoA1dU8M2WivbSeHFe2Zp49H1GMuxGq29++CbgOTlo2wwPXrmgDM8Q6Xa29xM/jXQ7+6tHbztO8RWzMx0GDywNssSHKiFgTkKQSec0AeoxSo4BiYMpAkjYfxKw7fUUAeTf6Lfy3J8Q+EfEWsOJpdMsbm3C7NOtLVyoWz3SrgjGSQoJNAFm7tdVurLTk8TSXtvdNdJbagysVdookuMb5FOcyxqMnOe9AG1baFaaVqEK6FCLa3mimW9sUJ2GazaMh1TP3sORn0oA0/iFrc1jYTPbSyRuAsIlT70K3EyqTD05RWJHPWgDkLWxNvcW7eFfBXibT28wW2ty3G0LfadOCGa9YSOS0LYYZHr3oA6zwZ9+9/6+3/APSWCgCr40a+FzY/2RHZvceZN5CXLMEP+hPnzHQE8LnseaAKNnNq+pXoj8RnSrP7Kya1HbWpYtqjyRuFaKWQD5I9xB+XOeDjigDKvp7O+vLoa94T17WFjZdOsbeBVKadCsIJK7pU+a5ZiT8vAxg0APhk1VbSGHVF1KzikvBoULXbAy3GgsGYLO6nrKq+Wfm6dMjigDU/4RXTdP1K0/sa0+zI0dyZIFZtoZFh5jiJIBbPOAM8ZoAisNRsYLS6/tW3vJ42vLixW1tSfMu5bi9IC25VlOWY/wB4UAZ2l2JstQtRZeDbjQVk862vNsyMupRx2rMBLHE7cxOARnFADofA+j3h1KTUbBZrgTSW9vOSc2ohtEIMGOhDMT+VAGfFoVt/ZkN1m4OqbobuTVmdi8rT3iqQ7sTwY2IxwP1oA3tfkF1qRTU/Dd9qttFAt7a2CeWUe4nkOZJYZ3QHao2j72OeOeADEuLa7g07UE/sjVLHTwBPoMF6RuhSZRvRFVmwsUoyPmPB9c0AbPiLQLLSHsX0W0jhuGuotGvr0Z3ajbXgff8AbXz8xkYBvmJ5oAZZ+GNMl1qc3GnQOyxw6pbsf+WV5v8AvL75AoA0NP0Kw1W5u28Q2lteGOQaLYWk6gjT7RLdTuiU97l3JzjPHB44ALvw8uZjDNHL57RwXE2h2EspJMtlbSfLlz18sHb36UAZ3iS21eTUox4cv7O1m+zSNJLcJuDQfaoshVHctigDb8TpcLptwL6WOSYW0q3UqDAlnFq2TGvozZoAoeE9H8RJFbm78V2c8AjjMlqttzLH5Q4F4ZOfrs564oAnRwNXYMGBNmjRHBw4hvZM4b/Y3r370AGrsDqVmFIJEd1JIo6ojCEAsPRiKAMfQ9M1yWa8OjeI7Wxj+1OjwSWwkLyi3h5EhkXqMDGKAO/t0kVVFxMJZAAs0wGPOkA5IQZxuPbPFAEtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZWhaD9iWQfafO3zS6tnbjyvtkpbbjJ/1ecZ4z6CgDLufCGpRyyP4c8RLYLKRdX1rNAJFN0qAboPnTHmKBnrn2oAl1bwfPcxRBNcuor2Ei5stYKKSZgpB8+BdoImQkEce/uAZmiaZqEOpSHVNQkvWNtHm68sIqMLmT5YI1z0AzyzHJ9MUAQz/AAwvjA8Fp4rlt9NYOltZLApe1WYk7Wuy3KrIem0Er8u4daANjUvBjSiBrDU3tLyBTb2d8E3CSKSMBhcWxIyJMA/eyD0NAFqz0PUvLkXWPEBvWdTBGywqi2QKkfuolJJ3ZGcyH2xQBc0XSvscEUfneb5caWPnYx53kRgZ2ZON2PU0AYtr4CEUFpGuok/ZpFvvNKf8fpiikGNu7jcXz1bFAGmugYu2m+05zCuk/Ztv3fKmdt3mZ/i34xt/GgDLu/AXmwXcf9pbftMjX3neX/x5ebHGMbN3O3Z6r1oAva54Ye5dJNO1BrG9j3RW94EDB4JgMpcwEjIYgHqCDyD1oASy0DUQko1jxC968i+QpESolkNhH7iFST8+QTlz7YoAhufBol08WzXxAESaU14E+8IUUbhFn+LH97igCTX/AAxdXUsMmmautjNF5kSs0QcTQ3YTIKFl5GwYOT9KAIta8JXM06zaLrUmn3QT+zpmKb0vLTcSBNbll5jckghgfXNABa+DXhhkW31q8S7lb7dfa0qrvkuQV+5GQQFVVCgYwB780AGm+Fb4TLL4g1xdQlRWttOWOERraLcEbiyhmJMgVRy2B2GeaANTWtCtb+F49RRzE42vsOCjKwIMbDvG4BH60AZml+HtbidTqni+W8iXJjtlgRPtO5SB9tlBOdmc8BBnkg0AU9U8Daldh0uvF129i53XNo8MfmNGzZKx3gAwvp+7JHrQBoaz4WuJ545dL1hrG4RWsZmMYdbqzlYEqYyRghlBByfcGgCpfeDL37RJN4f18ac8qpDqcbQLILlrYEKyFmGCiHHceoNAEcHw3iW1uIZdXvZ/tDtf3d7KF3LLOqZwFAHVfQUAPs/Bd+ZIm17xLNqMcJ+0adbmJVzcFCN15IpO4xqTjhfU5oA0o/CttvuTcFpkudq3tu3RY0twhCsP+eiigDM07wdrEDIJPGl5JZxkNDaCFA8scWMJc3pJyvGD8gYjqe9AEupeDLhp2m8Pa3Jpl06rbagTGHS9WEfK0luxHzRDgHd04xQBak8KGRLcXmqXdxJDINVN1IBuvZlRxiQAAAfOcYHGAKAKWo+CbprlptC1+XTZJEFpqkaxK4vvJB2ttc8NEDgHDDHGOuQCS0+H9klrJBd3N3dRSO95NPKfnEk8m7PmD+KN8EHHXmgBLPwdeeaj674iuNSWLMml2zRqohnZSN9yU+8yoSAcADqBnmgBmreDNQuvMU+Lb9LOXKXlkY4y0UUgwVsrkjgOuRyr+3OcgHRWVjFbxolqm2NFW1gT+5FEoAGfYCgDAk8FTxySvoPiC804Sn7Te2wRHU3Zx88Kyg4Lgc9j6dKALt14XWVYBNf3chgkXUUnlwWvJIonX9+wA+9vJ4AoAnu9CSW4hlaZ1aJZYI4gOJReBM7j/sbKAJ9U0i1vYnj1GASwuPJnjP8AEp9CO6nmgDK0nwzqNu6m+8XarfRqNkNrKkYD5XH+kyogLFR6t15NAF/SdCS0Mxjmd/NlOqyBh/qnkjQYXHYBKAC/0JLiaCR5nVoWeeKMDiY3EDL85/2Q2aAIL/wxHNcwzR3EkM0Ya3faBi+tZh92fPZW5HoaAKd94McztNo2t3unTyKINQVFVkvPLXCs8EoPzRDGCPxHXIA6+8Gwy2oivtS1WZlIv4dULZmiu4pCwaFgvVG4AC9OBQBz2g6bqFxexyT3ev3UcSSwy3uoQeUJZLnZhbCy2oflCkk7OeBmgDel8A2zwyRveXa75m16G6iID2N3JPvBgbB/1Te1AEdt4Fn8+KbVvEmoX88Rc2wkVFVYp4WUgQRADJ3Zzgk4A6UAaVn4YhhFwPPlYTyPfT9MwmeFVIjPsFoApr4FthZJbfarjyl8sLccbna1mVuRj+Jl/KgCfWvCYuZFksNTu9OvFU2qXsAU+dbOc7bqGRSCFOSMjg8igBkng1ZraSHVNX1S783JvLyRl3BnA/49kC4UDHAC4H1yaALOveGYNQ8n7TNNH5U0etwbMfvZrXOBJkHhs/WgCpdeDd92J7XVry1Yqltf20QTGoR28hIEkjKSNxODgjI44oAZqfgppZWk0nXdR0uZ1W21E24Qrexxg4LpIp+dVwAwOQOKANbSNEtrGJUsRJsGWZ5Dlp5ZGJLTyHqZWJJoAa2hwG4ExebzRG2lqmRtMMsqsSVxnIZR3x7UAT6npkV3FJHcNIsciNZTMmMrHOhB8skHkA+hoA5q1+GzQoq2vjTxdHGoFvBEssWIoo1wAv7n+ECgDS8Q+ELe/wBjfa7yzuo9xsNRtmw1t5o5BByCH4yCPpigCPQPBNvYu0k19f6heOotp9Ru2BZYEx8tuqgAKWGcY69SaAK0nw8XzJGsvE/iSz8xzf3EFtJGF89lAyqtETyqjuaALN14ME9sYbrX9fcFhP8A2gJVEoKMCAJVQDAI/u0AdDQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAZoAM0AGaADNABmgAzQAZoAM0AGaADNABmgAzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAGaADNABmgAzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAGaACgAzQAZoAKADNABmgAzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlJruBHJMq/fNcmIxEV8Yxn2uL+/S+uUv+fsSvZsX7XF/fo+uUv+fsA9mw+1xf36X16n/z9iHs2H2uL+/R9ep/8/Yh7Nh9ri/v0fXqf/P2IezYfa4v79H16n/z9iHs2J9qi/vVP16n/wA/Ih7Nh9qi/vUfXqf/AD8iHs2H2qL+9R9ep/8APyIezYfaov71H16n/wA/Ih7Nh9qi/vUfXqf/AD8iHs2H2uL+9R9ep/8APyIezYfaov71H16n/wA/Ih7Nh9qi/vUfXqf/AD8iHs2H2uL+9R9ep/8APyIezYfa4v71H16n/wA/Ih7NifaY/wC/WP8AaNL/AJ/SHyMPtMf9+j+0aX/P6X3ByMPtMf8Afo/tGl/z/l9wcjD7TH/fo/tGl/z/AJfcHIw+0x/36P7Rpf8AP+X3ByMPtMf9+j+0aX/P+X3ByMPtMf8Afo/tGl/z/l9wcjD7TH/fo/tGl/z/AJfcHIxPtMf980f2jS/5/wAvuDkYfaY/75o/tGl/z/l9wcjF+0x/36P7Rpf8/wCX3ByMT7TH/fNH9o0v+f8AL7g5GO+1xf3zS/tSj/PL7g9mw+1xf3zS/tSj/PL7hezYn2yP1NL+1KH80vuH7Nh9sj9TR/alD+aX3B7Nh9sj/vGl/a9D+eX3B7Nh9sj/ALxo/teh/PL7g9mxPt0X940f2xQ/nn9weyYv26L+8af9sUP55/cHsmH22L+8aP7Yofzz+4PZMPtsf95vyo/tih/PP7g9kw+2xf32pf2xQ/nn9weyYfbY/wC81P8Ateh/PP7g9kw+2x/3mo/teh/PP7g9kw+3R/3zS/tih/PP7g9kw+2R/wB40f2vQ/nn9wvZsPtkf940f2xQ/nn9wezYfbI/7xo/teh/PP7h+zYfbI/7xo/tih/PP7hezYfbI/7xo/teh/PP7h+zYn26P1NH9sUP55/cHs2L9sj/ALzUf2xQ/nn9wvZsPtkf95qf9sUP55/cHs2J9uj9TS/tih/PP7h+zYfbo/U0f2xQ/nn9wezYfb4/7zUf2xQ/nn9zD2TD7en+1T/teh/PP7g9kw+3Reppf2xQ/nn9wezYfbk96f8AbFD+ef3MPZsPtyehpf2xQ/nn9wezYfbk9DR/bFD+ef3B7Nh9uT3p/wBsUP55/cHs2H25PQ0f2xQ/nn9wezYfbU9DR/a9H+ef3C9mw+2p6Gj+16P88/uD2bD7anoaP7Wofzz+4PZsPtqeho/tah/PP7g9mw+2r6Gn/a1D+ef3D9mw+2p6Gl/a1D+ef3C9mxftieho/teh/PP7h+zYn25Pej+2KH88/uD2bD7anoaP7Xo/zz+4PZsPtqeho/tej/PP7g9mw+2r6Gn/AGtQ/nn9wezYfbU9DS/tah/PP7hezYfbU9DR/a9H+ef3B7Ni/bE9DR/a9H+ef3D9mxPtieho/tal/PP7g9mw+2J6Gj+1qX88/uD2bD7YnoaP7VpfzT+4ORh9sT0NH9q0v5p/cHs35B9tT0ao/tej/wBPPuYvZvyD7ano1L+16P8A08+5h7N+QfbU9Go/tej/ANPPuYezfkH21f7rUf2vR/6efcw9m/IPtq/3TT/tej/08+5h7N+QfbV/utS/tej/ANPPuYezfkH25f7rUf2vR/6efcw9m/IPty/3Wp/2vR7VPuYezfkN+3D+635Uv7Zo96//AICx+zfkH28f3W/Kj+2aH82I/wDAWHs33Qfbl9H/ACpf2xR/mxH/AICw9m/IPty/3X/Kj+2KP82I/wDAWHs35B9uH91/yo/tij/NiP8AwFh7N+Qfbl9G/Kj+2KP82I/8BYezfkH24f3X/Kj+2KP82I/8BYezfkH24f3X/Kj+2KP82I/8BYezfdB9uH91/wAqP7Yo/wA2I/8AAWHs33Qfbh/df8qP7Yo/zYj/AMBYezfdB9uH91/yp/2xR/mxH/gLD2b7oPtw/uv+VL+2KP8ANiP/AAFh7N90H2wf3W/Kj+1qX82I/wDAWHI/IPti/wB1/wAqP7WpfzYj/wABYcj8hfto/uN+VV/a9P8Alrf+AsPZ92g+2j+435Uf2vT/AJK3/gLD2fmg+3L/AHG/Ko/tiH8lb/wFj9n5oPtw/wCebflS/tiH8lb/AMBYez80H24f882/Kj+2IfyVv/AWHs/NB9uH9xvyo/tiH8lb/wABYez80H24f882/Kj+2IfyVv8AwFh7PzQfbh/cb8qP7Yh/JW/8BYez80H24f8APNvyo/tiH8lb/wABYez80H24f882/Kj+2IfyVv8AwFh7PzQfbh/zzb8qf9sQ/krf+AsPZ+aD7cP+ebflR/bEP5K3/gLD2fmhPtw/55NR/bEP+fdb/wABYey80H24/wDPJqP7Xh/z7rf+Asfsl3QfbT/zyNH9rQ/krf8AgLD2S7oPth/55Gj+1YfyVv8AwFh7Nd0H2w/88jUPNV0hW+5h7Nd0J9sb/nkaP7VX8lb7mHs13Qfbj/zyNL+2I/8APmt9zD2S7oPtx/55Gj+2Y/8APit9zD2S7onhlLdVx3r0sFiHLeLXVGbX+RLXoehItMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKTfcBjxqfvrmuetSg/4kRkf2SP/AJ4rXD/ZdD/oCpFc8v5g+yR/88lo/suh/wBAVIOd/wAwfZYv+eK0f2VQ/wCgKkHPLuH2WL/nitH9lUP+gKkHPLuH2WL/AJ5Cj+y6H/QFSDnl3D7LF/zyFH9l0P8AoCpBzy7h9kj/AOeQp/2Xh/8AoCpBzvuH2SP/AJ5Cj+y8P/0BUg533D7JH/zyFH9l4f8A6AqQc77h9kj/AOeQo/svD/8AQFSDnfcPskf/ADyFH9l4f/oCpBzvuH2SP/nkKP7Lw/8A0BUg533D7JH/AM8hR/ZeH/6AqQc77h9kj/55Cj+y8P8A9AVIOd9w+yR/88hR/ZeH/wCgKkHO+4fZI/8AnkKP7Lw//QFSDnfcX7NH/wA8xVf2bQ/6B4C533F+zR/88xR/ZtD/AKB4BzvuJ9mj/wCeYo/s6h/0DwDnfcPs0f8AzzFH9nUP+geAc77h9mj/AOeYo/s6h/0DwDnfcPs0f/PMUf2dQ/6B4BzvuH2aP/nmKP7Oof8AQPAOd9w+zR/88xR/Z1D/AKB4BzvuL9mj/wCeYo/s6h/0DwDnfcPs0f8AzzFH9nUP+geAc77h9mj/AOeYo/s6h/0DwDnfcPs0f/PMUf2dQ/6B4BzvuJ5Cf88xV/2fS/6B4BzPuHkR/wDPMUf2fS/6B4BzPuO+zx/881p/2fR/6BoBzvuH2eP/AJ5rR/Z9H/oGgHO+4nkRf88hS/s6h/0DQHzvuHkRf88hR/Z1D/oGgHO+4fZo/wDnmtP+z6H/AEDQFzvuH2aP/nmtH9n0P+gaAc77h9mj/wCea0f2fQ/6BoBzvuH2ZP8AnmKP7Pof9A0A533D7LH/AM81o/s+h/0DQDnfcPs6f88hR/Z9D/oGgHO+5HEbZ8+S8LkHy5QpB8px2cDuKP7Pof8AQNAOd9yX7NH/AM8xR/Z9D/oGgHO+4nkR/wDPIUf2fR/6BoBzvuL9nj/55ij+z6H/AEDQDnfcTyI/+eQo/s+j/wBA0A533F+zx/8APMUf2fQ/6BoBzvuJ5Ef/ADyFH9n0f+gaAc77h5Ef/PIUf2fR/wCgaAc77h5Ef/PIUf2fR/6BoBzvuHkR/wDPIUf2fR/6BoBzvuHkR/8APIUf2fR/6BoBzvuHkR/88hR/Z9H/AKBoBzvuH2ZP+eYo/s+j/wBA0A533D7NH/zzFH9n0f8AoGgHO+4fZ4/+eYo/s+j/ANA0A533D7PH/wA8xR/Z9H/oGgHO+5DBNZy5+zS28pHEoRgfLJ/vgHvij+z6P/QNAOd9yb7PH/zzFH9n0f8AoGgHO+4eRH/zzFH9n0f+geAcz7h5Ef8AzyFH9n0f+geAcz7h5Cf3BR9So/8AQPEOZ9w8hP7go+pUf+geIcz7i+RH/wA8xR9Ro/8AQPAOZ9w8iP8A55ij6jR/6B4BzPuHkR/88xR9Qo/9A8A5n3DyI/8AnmKPqFH/AKB4BzPuJ5Ef/PMUf2fR/wCgeAcz7h5Ef/PIUf2fR/6B4BzPuHkJ/cFH1Kj/ANA8Q5n3DyE/uCj6lR/6B4hzPuL5Ef8AzzFH1Cj/ANA8A5n3DyI/+eYo+oUf+geAcz7ieQn9wUfUqP8A0DxDmfcPIT+4KPqVH/oHiHM+4vkp/wA8xT+pUv8AoHgHM+4eSn/PMUfUqX/QPAOZ9w8lP7gp/UqX/QPAOZ9w8hP7go+pUv8AoHgHM+4nlr/cp/VIdMPALvuHlr/co+qQ/wCgeAXfcPLX+5R9Uh/0DwC77h5a/wByj6pD/oHgF33Dy1/uUfVYf9A8Au+4eWv9yj6rD/oHgF33Dy1/uCj6rD/nxALvuHlD+7T+qw/58QC77jtg9K0WHj/KhXYbB6UfV4/yoLsPLH92q9jH+VCu+4vlj+7R7GP8qC77htHpT9nH+VBdh5Y9KPZx/lQXfcNo/u0ezj/Kguw2j0o9nH+VBdhtHpR7OP8AKguw2j0o9nH+VBdhtHpR7OP8qC7DaPSj2cf5UF2G32o9muyC7Db7UezXZBdhtPrUey/vsYbT60ey/vsAwavk/vMAwaOT+8wDBo5P7zAMGjk/vMAwaOT+8wFwaOT+8wDBo5P7zAMGjk/vMAwaOT+8wDBo5P7zAMGjk/vMAwaOT+8wDmi3mwDmj5sAxT/7eYBij/t5gG0U9f5mFw2inr/MFw+lEbdF6gLSELVgFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5t4O1m+l1W/S51C7lgXBtbaRyVtvm/wCWCE8Zz2xQBUg/aDs5I96+FdfNurCHUL1VBSy3MuN0w4yc9Dt7Y60AUfjJ4tn8u2XSZr/7PMRetc2px9vh4wsTgdSCCB9MigDqL7x/Z6PbWqyWGr3F1JHHFYaURmZ9kaDF3wPmXOD8uSc4HXABe8O/Emy1COUra3Vrcw7m1DS7gYeAID2P97GPY9e2QDO8KfFd9VkQW3hLW4YH3Aao65jiMSMfmmAxywx160AY9z8fgu823g/V54Y3Ntf3in5LYKSMtIFIyxxwSPrQBeh+Odg8kedB1uOykcWdprMkeEmkJx8nrtcEHBJ9u1AGz4j+I0VjOsNho+oapdlTey2tqB/otuO8pP8Ae/z1GQDW8M+KrXVYBLp6TopJikhlGGgljPIcex96AK/inxRe2AT+zPDV/qsjlo1SAgCBo1z+/kION4zj5T0+lAFLw18SLW+Wb7fZz6ZPB82s2lx/y6IFJ3LIAMgbT2B9uRQB5r41+MV5f2kn9kaFrtjbFhFaa4uQt1Gr8rK6gAb+mA7Z6GgDspL5Pt+nLLdaj5hheSOJW/dyn7K2Tcoe+BQBLq3xjhhnki0jw5rOrNF+71Ca0XIt5QTkNgH7hGOcc59KAK3iPxNZXn9myxS63DFLOhtbdPl812kXH26M9Qp9MggnacHNAF3xT8Wo7CfydK0HUNXulAuL6C3B/wBDiYA/MQrfwkHpjpk0AWB8WNMfT3urKC5liQi3ubQ4DRTvIgwx5HAcHqeKAM3RPjRHcXEcereG9T0pJcDR7u5zi/dgOApUcOSACCwORnGaANTxR471Wxl26Z4I1TU4wv2q5vY2wqKc8QkK2SoHTIPtQBieLfHEeoaJLPok13bE7IWwSGt3+1Rhl3qejKSODgg8+lAHf6OxMEW4knYhYnuTGOp96AOG1b4xXEU80Wj+DdU1KSE7bp4m+VUx1YqrdfpzQBtWfxGhu7L7RoukajfHIt5NOhA3xTFwCCPRM54zxycc4AKnh34nSXVx5GveHbvR7wr9qsoJXDC7gUHJV8LyNp7HoeaAKB+Mc0ly8OkeDtWvTHN/Zd/cxH5bVBKy7nKq2M7SRkqPfigDY8UeNdYsXxpPgm/1OML5092sgVUPpGNrZ2jrwKANfwx4ptdVt0l08OqNlXibrBKh5Df7p/OgDjPiZqd3FeaYtteXEUbz/wClwoxAuQk8GPNUddoY0AbfifxtrFjJjTfBGoalCB5095G4AUY6RoFYkqM+ntQBteG/ElvqdvHNZJIkbgsI36xujkEH/dcEe9AGV4y+IdvpPlqljcX93KTFp+nQ9ZiO7tg4BYgdCT2HBoAraD8TPtCz/wBu6Df6Q9uv2vUUl+YLEVJ/dyADJKjONvPbNAGHZfHUMyNqfhTUbLTpGMFrrTtkZDYzLHtGBnr859s0Aa3iv4nz6ddpBY+GrjUpnjF9aiKTBkcu42lNh4VUJzn8O9AGJafHW7uVb+y/Aeq3F0m5tVsw/FhHGe8uwkljnjyweDjNAB4v8cWeo6P58UeowbnWJYIJArQ3CSkYkmweMZP3cnjp2ANvX/iOdO+zR6ToN1qVzMgmtbXzAu2BI/4pSGyfw/H1AIdd8RT3ml3Tav4f1LTWCtazWcjYaQbE5gmK8qS2M7ecGgCK88fWek6baeXa3k00sMVtpFhG3zynyE/5bhDzEGH8HJxhfQAZ8Mde02PdapoF9pN6g+3XdvckM18GI+d7kBck5H8AGPu8DgAy7X4/3M0XmQ+BtQe2U+Vql1HLkWIJH3Ts5+U552j370Aeo6dqdvdxpJYSiSF1FxBIP4kcdx6j8x3oA5DxJ8Tri0uvI0Hwzc6xchPt14kcm37JGxGM/I3Yj0HI6noAcz8P/G6wxahc69HdxKJvtE1qxy9r5hIEab9vMbEKM7R9KAN/RPi1PPNCmu+FbzSo5xu0W8d9wu3zwJFCrjzB9T04wQaAPQaAPMdT+NF/YtnXPA9zaW2/7M85uELxxn+I2ar3X/a254DUAdVP4y2aglt9gzuhOrfbd/3MO42+Tt/2eu78KAKmmfEeCa5uoruzFrHbD7RNfF8iWFRyWj2jGwe7UAeX+Nfijrep2bm28N3dlpzsIbfUxIczRqxBWYAciUgggHA6ZNAHayzWv9o6YJre7abyHa1mWQBIB9kbPm25QklgO0i/jQBgeHvGGuSaxMX8L3xD+VZXVnJLzoFqdnztwRhlyxAA69e5AOq8VfFC6trj7P4Z0CXVL0KLq7TOFtomAPQc5IIPbGR1zQAq/F+2fTpLm302QyxFbXUNJkfa1vcPKi4Mu08DdkHZz0wDnAAzR/iJrFzBPLqfhOWxtlgOsaZJ5vN8qxE4Wbb/ABjBB28ehoAZ4f1GGy0pZfCHh1JGf/SGtDMMmaSQgtd3jAZ8ojngenHYAm8H/E6e9uGg1/S4bK8A+1W4gkDpPDgZzKhIyv1I+hHIB31ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHmHgqznXV78y28yoceVKynEvzD7jGgDE8OabcL4enVrOdZT5h8kqd0hLr/BjuBQBP4n0a6ntNIWK2nzut4Lhtp/0UtDGP3+Bxt5oA0vH8V3YajaXaade3tsitpt5DbjLW5dZOQn+0JD6A4wSMigCj4Ws7y+ub+7OmXllbyRNp1hbTqQ10VjX5vL9vL7E8kgZ5oA6v4S28semQC4ikjcebujcEFc3cnVT6igDlfCmmzDS9SEtnKHaS7MSMpzMPsq42KRz83T9KAKniLS7l/D8Cx2Nw8w8vEAQllbe3SMDPQ+lAEfjvQprTU2nvW8WLaSxiKG60Q4ktrmJUGyZyMYdVJxnnqOhoA7z4ZaLb2tmDaW+sQiVm1SaLUGUyLLIqjJZFXhwoIyoJ6mgDmfifFe/bLY6g2t/2NtKXq6cW3C9Af8A1qp6jbj23YoAwPA3h65nk1JbTS9XtY5YGs9PF+pD/wCkI23z3buwOev40AYt/rt5JpK2reFtcS5if/SplgPlxxrMxy7DnLMQPu8nnNAHoV1Y3A1TTCbWcKsEkdwxU4gf7K/Ep7HNAGPo+sXfhi4uk1TQNYvllkOpaTc2ibhdK7NxMxIwTkZ4JBzwRjIBr+Mpb27OlvPo91ayG5iubuzPzGwBdf8AWuo7D1A9wDxQBl3Wo3Xh7VLmS80PU723nUTWM9qucyLjhxn+Fsg856HBzQBm/wDCJanb6JeNqOnzxXM8iagtiAS0MH2mLG+LGQc7jjsMZwc0AdR4x0+5Y6UI7S4YrPC9yqqf9HWPZkygDjZg5z0oA5jxdpm+/m/4TTRPFmpQtt/4RhNPGVESg5G0Ecg46c9SQcg0ASWugaknh2WObSdQS5Mi+XZNGweTdexY2QkZ+b6UAex6TGywxiRGVgiI6MOUYRjhgfQ0AeL2fjkaTq18ZdN1O8R2CPHaDJjeMcF0JHc468UAU4vC+v2WiALaarC73P2/UrSEFZE0todpEsfX5nUHGD2JGM0ASeD9MtBqtq3h3w/4ltLILKWk1BThpDBKCY8ZAG4gfeOT6dwD0D4daZdwTagb2xuoFe6kuLR5UIF1C0jfNCWHII7jigDh/FtkHvrkeL/DXiXVAwEPhGS0Vitr+7OfKVWUHDFc8NznIoA7j4PaZd2tgq6lY3VrJvdzDOhVgrEclGA60AU/iTpF9Pe6a1jp95PGk/nXssSMRZx+fb83DqDgYB646UAcd4r00NfXX/CV+GfE+p7x5fhNrYMUgby+se1h0O3puxzuXNAHffB/Tr2209V1Ozu7aQO5EE6lSiM39xwOD9KAM74h2Wo2d7bXmnafdX8UQay1Czj/AOWEUgYbo0HOXWRu2OBmgC0mrap4jtLlB4eutLjZPJ0y4u+Ptc5GcFMDgEDkZHPcigDgLlvEV9ZRWMPg/UoJ0ZYr2+mUiOKKNnwTLjGG65yQcHbnIoA746FdR6zA0dndvbJafYGvth2CVJJOHlAxkjBxmgCfwTpl3Ff6i11Y3UUbvE9nNIhC3aoJcmByOduR0zQB57F4d1ptBaN/D2qpcC43R2nlPvmhO07hBtzgEkdO1AHV+P7DTWgt18R+FNfu1WMIdR08ZbSpCijDqePmYDrxQBR0qw8Qy6Rdrf2+tTKd0Xh22ulzM1mG48yMDPP/AOzxigA17w5q0EOmXGnaRd3c1vHFbalpSqd+wxJ92EDOUIYHgkHBxgGgC54NttS1TUnvLvRrrTrUR/YLOO4yGupCByqkDgDPPToBnnABS8PeHtRj0CeOXSL+O5bzClm0TB5izLjEJGeQPSgDvvh/Zzw2Fut5bzQyBAksMqkNE2Tw6NQBxWswavpGryXNr4d1LVbaaIWu2zQk20irGMOFB6GIHpjB45oAytG8L61qNjqIn0W8sbmeYapaWlwhXzG84PtjaUL1IxngetAEPhHw4s1zbjUPA3i+GSMi5lv7qR/LtLm3KkGFZFA2u69N2fTNAHtGrxXbwyDS5VjuSjx2ErdIrpoztLcH7r47GgD5t1Twldm3Cf8ACuvFB1UMZNR1kiV1uyXYnAUEHdkdB+J7gHqXjiDVrLUbe60rRL7UohGdJvre2UsyLucjCqCed3XGOMHrQBkeFNA1e9udSOp6LfaatxE1tbG4UgL9pUgYcjkop5xnHegDAnbxNHpbWTeBdZaRW8uS+jRiskP2vfmAKvJL8cEjHNAHc3GkXx1LTWGnXhiSF4ry4CNttJGtXGJ5MYBLcckUARKNWsNalceHdQurW5ENrHfQKStnsSNS1y4GAIyGzkg9MUAV9bTW9H1SS4sfDt7q9rPGLd4rRSWtZoI0H7wqrEZKewIPcigDLk8G67/ZN8b/AEyb7dczDVRpsI3MifakJxGuefvHHPGO9AHo+p2FxJpsiQ28jTG2a0jgxy072pAG09y3FAHl+qeENfOmWIudHvLlIZHfXtCiyHu4PtB24EfpECOOfmz6mgC54J8N3Q1QTWngy+0axMZiSKYY2ylB95D03ntigD2igAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAxdJ8IWVnNPLamdpp2E940hBCeWDgQAAYHJ9T70AbVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBi+H9cnu2uBcJCoinbS7fYD88McMZzLknnLnpge1AF/UtYsrNC+q3sFtEPlaaU4G49h7mgCro3i3SNQ3f2LqtrdFceesZ5iDdNyn1xQBo3F1DEpa6nihjA8yaaQgCJF7u57CgDO0rxZpN6xGlanbzuALholPPkv0YKccH16UAQXvjvQbckXut2cTKTBNGTzFJGoJ3IP7oYe1AEet6xOYoW0DVNJRXlijFxcZK3lrO33bYp/FMSMdvcdaALN94w0e2crf6tawyjDvbsfm2yAkFYxyflUngHHegCnr/iMCyabQtY0qIEK9nqNxkxLvlUfvCgJ5yR0OD1FAF/XdfgsYi001ushzHYQytj7ZdbCQoIB+8R6HHWgCj4a1qM2nmX/iW01LaGuNR1KIKEhKDJCogGBAvqN3c0AS2/j3w/K6rba9YSSOfLtQrcXEmBxFJ0JGRxnOeOtAG7QBg33j7QbaQx32s28Uowk4IO20L9Ptc4GF3543Mue1AGpLq1mjokt3Cssm57GInm7EKgnyv9xSDQBA/iPTVSR31CARRMbbUZc8Wk0YGRIfVQwoArWHjfRLqXy7DV7eWbl0jGcTiMkH7PKRhthBztJx3oAi1P4g6DZuyahq0aTJh7qBVZjboyg5lVFOBtIOeg70AW9Y8U6ZYY/tS9ETNloYVVmaZVIyY4IwSQuRnjjvQAN4r0gQecdXsvseN5vQ428dgR3zxjrnjGaADRvFOm6hu/sq7MpXAuI3RlaHzM43wyKpw+DjjB7UAULT4k+HZ5FS21qFnY+TasVYJdS56W90yhSSeMBic8DmgC9rPivS9P2/2tfLEzZ+zwqrM84Tr5UEYJO3vgcd6AMrQPGsF292w1GzksYjG9rdoRtS3a0VmMsn/TN92fToaALenfEHQbuQJY6qrSt/x7I6Ov2wKP+XV5FAbA5+UmgDfoA562+Ivh+aUR22rxvKW+yRMFfZNcAfdiuyu0k46BzntQBY1bxpo9i4TU9SSKYr9pjtgrM0sWTzHEgJPKnoKALmla5Y3yb9KvIriLJjLp/BIvUSKeQV9CAaAE1bXbGxjL6teR28Q+Te2fndugiRcklvQAmgCDSfFel3ys2m3yuqfLdiRWQ2vy5/fRShSAy85Iwe1AFTTPiFoN5IE07UzJI2RbgxyAXPlqSfs8rqAdqgngmgDL0T4hW097cRTXkzAOlrpMfkuAALcFt82zvLuxuYZ/h4xQBrap490SykKajqWyUASzokbsLVH6G5kjUhcgZ+YjjnpQBtxTI4BhkR0IEkUinIkRhwUYdmFAGJp91cteXCyazFNEqxPDpgiwdNMyty9zjnzypPU49u4BUtPip4ZnKi11oOGIjSXypAiySYwJbgoACcjgsD60AZ3jzxo9pLBFbatNp7SEzXt5HbNI0FskbEeQm1gTLIuDwxA5wBQB0V/4msLEINUvpDIw/cxpGzPdbAMkWsSk8d/lwKACPxno727TxalG9ouWuLhQx8jb1EsIGQVz0259qAGab430e83nTr55VRftM8ojkC+UO8UrKAfwJoAoRfFfws5GNehQMPMhnlR1SQBc4Fy6hcgdt2c8YzxQBoaV410i9fZYXkhm2i+W3mikRpbWTo0KTKuQfUZFAEWo+PtEtXdby+l3IBJfGKGR1sVfp9qmiRgufdhQBuRTI4BhkR0IEkUinIkRhwUYdmFAGTqvjPSbJ9t/dy+btN48MMUjmG2T+KdYUbA9zgUAOu/F2lQwrLLfK8D4jsnhBY3skoOBbxICSWweAOO/Q0AP0TxNZX4Y2JuVZT5F3bzxsj2suOkkcgHb6igCbVtdsbGPfqt0sMeRCrYJMksh4EUagklvQAmgCrovi+wv94tDdRSR4+32tzGyPZiTdjzUkA++FJ6n3oAp2PxG0W4dVgublQ58jTbuWJ1j1SRc5FldOoBKkY68n7uaAKOp+Nvsd+Y7uS6kiNul5Z2FvEXe4uzcSgmJY1J4jUd8DrQBv6f4o026g860vozbANLNO2R9nEOd3nq2MeXg5yKAKOmfEDSbqRVge8jL5fTZriF0TVlUc/YJnUA7Rz1zjkcUALeePdMhlePF/POjJDew28Lt9kFwgIaZ1GArAjnNAEms+NLCyYJKl9cz4+0vaWcTSNDbg/enSMHAzxyRnt3oAbN480RLdZzqcbWbFYIrpQcB5Xx+8XHGw9cgEd+aAF0rxrYXcmyOLUbaYg3FvDeQvGbyFCMtbeYBkLke/tQBi6F44kmvrmOe11toxIlvYM1u4WxUWy5+0Pt4Ez5I3dQQelAGnqvxE0qzdluPt8uwCTUpraF3XSkf/n9ljBx8oz64oA6C3uYpVVraVJI2AnglU8SxuMgofRhQBjar41sLSTZJFqNzMALi4hs4XkNnC5OGufLBwGwff2oAfdeNNLigSU3EkkMm0ackSMX1B5ugtrbGSWHbGfWgCTRfFNlfbha/aYpkwLuxuY2SS2DjgyQOAcSDkHkGgDFt/i3oMqhrc6m1sT5cup/Z5PKs3L4xdXJXAwcdeBkZoA7CgDnfDutzSm7OpXSeXFcPaQO20C1s4reI/OwA4UsxyefegCOz+JGkTSIqDUo1kPk6bezQSLHqMhHAtrhlAO8Zx0z27UAdNQByUHxY8Py7TDcXxtifJOrvBIsMEpOMT3cigDnA9OeTQBc03x9pl1KscaahC7hptOe5hdF1WOIAk2MjgZwpB47c0AJqvjuytHZXsNcuGT5ruS2tpGW3DID88wXH3TngnHegCTUfHejWsMUtzfZtZWW2tLmNSQzzIxG5VGeintkd6AH6P4xsr1ykcGo2s4X7V9kvYWjaW3LY3RJIBkK3Bx0PWgDnpPEVzZ2N3ImrahqcySXENrN5HOnTw5AVo1z8ls4yWPGOwFAFzw1rUVrY+brGpa06cXNzPqSYdXZVGLaIKvyyP93gkk8E0Aaun+MbK4l8por21uSn26G2uoypuLfcRmIH+4RyOvtQBVT4gae5PkWmryxCQ6Wb6KB2jNwr4+WRAeN/GcYz3oAzdR8aywaksRtNakgELb4oYGYS3Mk0WHVlHKxISCc4U8HmgDc1rxX9jYKmha/fsR5x+xQ7hGnP35mKjPHTdu9qAEtfG+lTWpuIrphajJlZlO6J42wVaHrktwBjJ4x1oAwZPHck95aRxWmsaeXaWS7tLuLb9st4rNyCjjIwr443ZHcUAa+peO7SCRkttO1fUZEw2oLYRb/7OEvT7RyOSOcDc2OcUAbVhqdtdRq+n3Mc8LDzYJk6SKf8D+I70AZes+MLezdUSx1K+uWH2lbGyQM0duDjdMWKgAtwMsMngZoAhk+IOkLatcGec2yH7PdrsIe2n8wKVlgbBBR2Gf8ACgBumePba4lWObS9ZsXcGbTXvIgo1FYxk/ZyGPKpzghTjtQBu39/Hbxu9xv8tFa6m2jJ8uJSTsUd8CgDmLD4pabOEYWGsw2jkQW+rzRYieZ2wA0m4kbm4yVC570AdAutW5nMQ8zzhGupNxwYJZGUYb1DKe1AEUfiSzZpxI7ReRgahLJgKiPAr7lfPRUPOcUAZNn8SLGWSNZdO1m0SU+XpV9cxbY9RcrkCJ9xIMi8jcq57UAPvPH8EcjraaF4gvxGRbX11ZwhltpyASpywJMakE7Vbr60AY/jHxXe2moWSWtpq80JE9zd2tqF/wCJoywEBUDMuTanLEEgcgjJ6AG7qfji2tZEjk03Vprh4zqFtawRgl1jYZVvmGCoOeSF465wCASX3jG2too2u7HUVmkPlWWkBQZriXuFhDY/dryTvwB1NAEui+Kre9Zl+y31ncJiS40+7UK6RSdGUKSCHweQxx0ODQBB4tdVWHfqep2ebiGFJLTGZ5JZMBLkN/BITzwfcEcUAQ6h4+t4J3hg0bW724RVupY7SNSPJmzzvZ1+4QBzg88Z5wAV9a8aq2nzTaJFfM4SWFAqjfpl1CrAm6jc8fZnGT145ANAEXhzV7ewsBJqs3iALxJKdRYvLPNIqgC2AZuJ2xtAx16CgDS0zxrFcSiO60fWdOmYGW0W9RQL0R9RA6OwzGMEgkHHTvQBCvj+F5njsdC166dJP7OvJoY12W8hC8tM8g4IP1GOQOMgEd78RIoppo7fw94gvXgCz6hLbJGVRJYww8svIpJKnoFz1wDQBF/wtPTSiyRadrElgzLbLrSxr5cbyMB+8DOGxG52k+XjPAyaANfWfE8doyJBZXV9dvl7TT7fblkjHLTSOQFVTgZJ69AaADQPFFvqAfyoLm2mjb7JqFhcAB7OYD+NVJ4kHIIJBHTvQBPrOsy2qr9m0fUb+Rj5EMFsB8r7TzcSuQFXjqTigCnonjGC780XNndWFxDgapZXAGbZXUkMsikgrIAcEHmgDj/FPxKlkt1Nlo/iCzjlkii0jWPlVbmIXEZJfa+5RcRg4yvzD8cAHV2tzF/aEq/bNVaTyY7n7I7AwxRtIw3W6BshnI5yo/HIoArWnxCW4YGw8Pa3cWTP9hh1iJFKyTbsblgDbvLX+9sxQBLpGp2xvb0C/wBUZo/Ie8huGHk2Cvbkg6cM8eYvLZA5oApW/wAT4mCvPoOrW+muRBa65KF2sXYANNAG3KszHglfTOM8AF/VfG4t7jyLPRtRvrsxjVYYodgUwmRgfNmkZQNhXv6gDmgCzpHitLuF3j02/SWMva3umMB5kd3brkpH82CXBGPmAOR0oApweNrgTRprHhnU9OSVjbaddytGyyzKhIWcRO20yKDgHP6UAVvDt/cSalqCz3Mzxp9lS0hYnFsJLZifKTtvY5PrQB2NABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHK+DPv3v/X2/wD6SwUAW/E2v3Vt5SaVHaG5mk+w2kt1ny7fbGzEzbcEkqpAAIJPegDndKGpf2uP7duNFln+yOB9iRl2Q/bIsfaBIzHrnHQdaANT4hsn2eP7Tj7Obi3j1QN902TXS5+0f7LcZoATxYsSXFj9nRFuPP8AIiKD5vsH2WTeFx/CPlz26UAUfBEMJvNRzHEX85Y5DgZMRi6MfQnNAGHZ4+w2/wBn/wCPX+0U/sbp/wAg7+1Dt247dcfpxigDp9JsoG1W7Z4UMqxW0MEp6xRzCXIU/wC2VX8qAOZ1OFF07VVRQEFxKYo+0e9IWO0H/poxPt2oA6iRov7XH2t0z9lxpaueszXLb/s6nvsCZ749s0AYN+0GdY+wlPK8gGYR/dGoG0n38DjcRt3d+m6gB2oWsK6Hb7IIlwllOmAPllkuIMlfdyxz65NAHpdAHlugWWu3dpKtpceHFjaS5g1gXscjOZ2uHB+04dQCqY6g8YoAu+ItLnttOt4xctc6mjRWvhy6gAy2oRdCA3G1YQd2QRtyTQBQlmtn0CX7MGEojaLWA4+YasHHmfaPcy5P0xQBveMorIixNmsG4XVuukvD/DbE/MIGT+FoAc/wkY9qALPhyCP7fqDCNd++CIydyi2KcZ9iTQBildeOq3X9lz6JG/lQGy+3RuxawAbP2QxuuALjdu6gnFAE9r4Gna3lTUNdsIJnuf7a0+7sh8um6kGXASCVj0mXON3JJoAns/GGo2v2lfE1jYy3cEH9tC7szhdVsYw+A6tkqwZTxyOSRxjIBheKp9Zls45dS1vQZYpJLa4t7OGAg20rzof+JfemQ5IGckpyM4xQB0cMzHWHF2sYxaodLz1eP7Q24x+5bAPTgDNAGLFrkGmHVJNKtrZgssSxxDhBdzQxqTMRjhJ2Jbp3oAk1qLWUmsf7c1rRrrdcrPHBbwlWt3FvJn7NIZG3ImcElQemaAO18Sfafss/9n7vP8qT7Ht6/aPKbG3P+1igDznTdB1690yFItT8IwWZjiaCURPutpVKkFpRJjeso5+X72eKAOtjhQ6u5KDcLOONW/uq97LnH1IFAB4VkT7Xfi3f92Jo32A8LO1nHuIHqzjmgCh48W8+1WP2OXTk+eWOE3qs0Y1Bol2Fo0ZfmAD7eeD70AT2Xh3UTdPJ4l1LQ+bdtMuILNXXdA0oIe48x2/1YDgHjGaAKmlz6poz28N9cWep6bIRpuh364EtiRESouEHDKIxjIwfXsKANbw7/wAft/8A9dIP/SCOgDnPDq6/vvBpV34bjH2maS8ivo5DIqO52mYrIvyvCBt4xjpQB1/gzQZNPs4opr6O7KggXSDiVHckeX7KpA96AKejf8hK9/652n/oM9AHO6VaQ/8ACPECCMD7LLcMAPvSiNzk477hmgDVvJGafSzI7Mx8x3djy7HTH5Yn1NAE8EkaatJ9ukXzXt410XOObdJpPMVCcZO8KxxnjrQByetjdDrDWjQG0JjS2aLo17Hbp5nTvvxn3zmgDvlUCw+VQB9nwoHYC37D2oA4XxBbx/2LZDyY8f6G+3A+86rk4/28nNAHReJZGXVdO2HG4XcUuP8Aloi2ynDH2YZoAz/C6ajuvRaato1ti6nub+3u7Z2aOOd8q0souIxtkhAx8uMd6AOo8GaMllZxRw6rHqCKD5F+gAFzDI5I8sBm4VSB945oA5fQk1b7ffra6npdtKXjuvJuoGdriz8kBWhZJo/lQcdDg9cGgCSLwnZm1jS38Y2Ucv2h9Y8P39sF2R3pd8pZ2ru+VhLONu8+/egDa8J+INTmknh15dPe4g8sSXtoTsu0uVYjdE3RkC8jOOeOKAKvi10jvLBr0J9mEktvJI/SG+ngxGWOD1IYDkckHtQBY8dTrNZXaWF1E06xM91BGw3QRuhP71AcjzowcZHNAGT4wu9OudNQaPNDmTyYvDUalSftSTJtEYOf9Rj5upAzQBqRKP7Wf5Rn7JGAfQG8m6H3oA5TV7adrHVRYRgv9qacoBnzI447YsCoH8aBv60Aar6PdXRtjqHxA0SeESx6ppkMdsqm+e3bIFpJ5x++u4cA8Z4oA1/Dij7dqHAz5kAJ9QLCPqfagDA+yaoNUu/sXiW30x3WC4tYbmAP9us7e3ILWhaReIZd+cA+poAy9e8OfYbA/wDE5g1EyXqas9xEgVY5LiVcrHGrtwrAnr36UAdn4jUfbtP4GfMnAPoDYSdD70AM8P3UIv75XniWQyQmKIkZkC6fH9xPYUAcp4ej1CJrpB430bT3FxNPf21zbIWl+0PkPIxlXi4jwemB07UAd14K0dLOzhSHUxfxhfMt74LtFzBMxZdseTwqMB1oAyNB1C0tLu+GrXVtBO0iagk0rgfaNNa2UL5ZbHEBVgcdD17UAM1u/tPt1jLJfWb2hWe1tLsEFVu540xsuAT/AK5FYdhweeaAJ7S7huNVZtOlWaNLX7JqE8RyonmuQUVmB6ogc+wPvQBznhVQfDjbgD+4uzz6iSf+RoA9G0X/AFEX/XNP/RYoA4G7tLiaz1ZbKKSSQzy7I06yAWsGQg91zx36CgC14z1uxvrGNPDt5avcyvANChi2lraVZ0bPlAnH2eMHPYdDQB6HQB5Fb2Kp4axJtkHlNdDI6NJclhx/0zJ/rQB0vjX5brTvL+UeeyADspgPAx7UAUv+Egvbp7hp/G8OhRRSvpS2XlxE+XbY+eWS4Uk/aAQRj5cYAyc0AczYybtM0n980n+mwpuIxjbcTDGP+meMe9AHoGsqP7SsuBny7oE+oAg6n2oAxIf+QbqX/XTUP/QpKAH+Mobn7DaNbzNDHHLa6lqM4Ut9ms4RyzRgHIgYhj7CgC9Da21xd27XPjK1vpo/MurCziSP98k0JUlmQk4VW9QDQBz8+oR6UvneC/FNtqNm0g83wy8it5z3MuCNKmzkNvYnHIPJOe4B0t5dwRatH9puIYgbWSKIyMB5khu4uEz3IBoAz9S1iW4vZ477xe+iQQpHcWkURjU33mR5Mk08yn5YidpA47nHcA560nJ053M017Al8dV1O4CgG90+C/DM0luAPvAbiNvHpxQB0+qeItNur+wGm6la3LbprphCwOyGSwkwXK9N/bPJ7UAJ4Y1qwsHu01q8trGb7RNrDC4cD7VY3TArJEWxkbcLxnBGD2oA0fh5DKLQGSGSFHkl1KxtXzm1srq4ZlBJ/vKc/jQBgapHNHqko/4Sh9FMsUUtlL5UbDURbGQMBLOpAMGQcAgkHJoAp6hpdqmn3DWniM6wstxBPc3OF2tcLewg+WsYx8wA6DBoA6fxrboZbFjncLpYV/3ZLeUnI+qigDd1+MtbTAO6ZjkQSL1jzEeUJ7j6UAcTqX/IDg/652P/AKPt6ANa7voLXVQ2ozR28clsLSzuJSAstzbXTkqHYjkrICB9aAOSu7katBqx8OzmUM0Yt3Rc/als7ZAwhXv5wRgMeuRQBfspbG/a3EnxQW/HmR6hZ6WsUAaSa2O4CaKJQy7QpznAHegCPxDqWmWj3E3hfxtDZXylm1HQ5mBXVb22TGFspMHdNwuVOD2oA1fEOoWsd7p0mtzw2ShLmVnnbatvczQRDbI747FhyRQBpNIrarGY3VlNnI6Op4dTeQ8qR6igBnii5jtbu0lv3ENqonsLq8b7tpNeLHt+0P2DlCMnABxmgCPTL23vtSaTR57e5to7f+zLu+hYFZbue4DBI5V4PkRqScE43epoAs+O/uW//X3a/wDpUtABo3/ISvf+udp/6DPQBhwf8g3Uv+umof8AoUlAFnxRazGytHi88xwy2utaisQJLWNsBuJQdREDu6Hp070AGq67p2p3Vmnh69tr2SOQ6zeXNu2VsbFIXBE0i55ndlGOvrgUAaXgz797/wBfb/8ApLBQAvh3/j9v/wDrpB/6QR0AcoFA8OfKAP3GePUyf1NAFvxdawx6lHJquv6lpFu8H9l2uoW7Kq/aknZit1PIrAeYmCOmcdeOQDd8G2OlB530jxHf6u7FLS9u52VgDbKxAt5Y0UEAOc4LDt1BoAreMNUdLmGO/wBbn0nT3SSS6v0YJ9pu0xtja9b7vybm4IJ6D2AOc0W1jujqiaJqV/qSvbx2djdXLZNy7wXAAinIGVVuAec+p60AP1zx1pFzpsSWd9HJcN9mSWyTlrBoLqHd9tQfdCMNuSACcYzmgDZ+wNJql2I5YSz2kaJz/qWdnGJsDjkZ78UAP8G+NtHitoIry+htr1Nnh640t/8AWJfxALzAvOHbnONvqetAGbHp011d60lqFMjxQWcAY4Blm05wNzfU0AR6r4nsbzTRb2bAajIiaF/Yw+/YXi7Q32qLAIWAg5YgDHIoA6SJR/az/KM/ZIwD6A3k3Q+9AHOz3N7Z/wBqtpcZWYSRTBohuMEMtvGWdFbvFEWbHTPA4oAzp5dGe5sjovi/WtWfz0kuI5Z2eONZIJMGZMYVyegG043DbxwAdR4YU/2pqfBx/ogB9SLM9D7UAdvQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQByOp/CLwreSNJqOiebM5824l82UeY5/2VcD9KAL0fw+0FbcQppMYtQ32uGHc2YbjOd0VwW3AjPUMDjjpQBPpfgzR7J92m6bHFNtNq9ySxaaFmU4mlcknlR1JI7UAalzaQzKy3cEcsbAxTQuMiVGHR1PqKAMjSPA+jWLl9M04RykeR57u7FIc/diaVmwM9hgUAc/ZfC20lnuZPEFlDL5kv2iweKR1ZbbYARO0ZXhyOhJHqKAOubQ7EoifYYBFGVms4AMC2ktzlTGo/wCeZFAE0WnW6OzxQIsrhY7mYdZlgzjd/ubjQBWn8NabKkiT6fC0UrfatQiOcXU3y8yfXav5UAM1rwvpuoADV7JZgp823cMytbv/ANMZoyCN3fDDPegAsvC2l28Jis9OhjtmDRT2/J+0LMMHznJJJkHUkk0ATPodi0Qjks4jbqEjitj0jW2IK4H/AEzKigC9QBz+pfD7QbuQvf6TG8jf8fLKzKLvaOPtUaMA20f3gaANVtJsy6M1pD5kYaKxkx/x6JKACIgP7wAFAGH4o8IrcWtymj28EVxOP3rEkCacYG6T32jk4ye9AFrTPAuh2cm/TdJhhl58sgsRaiU8/ZIWJC7++1VoA1YdOt43doIESRyJLuQdZ2jQAb/91ABQBT1jwtpl/j+1LISsuVhmVmVoVYjIjnjIIDYGeee9AEZ8GaIYfKOiWBtc+atpsGFk9R7+/WgB2keEtKsN39maekZb5bmVyzNcqvQTTSFiQoPc0AULf4a+G4iTBoVsM8hSWIhxIG/0dGJCjzAD8oAoAv6x4U0u/KnVbFZXTLW0wZlaHd12SxkHD9xnB70ANsfBeiW0bpZaNZxwP/x+W23K3HH/AC0U56CgCCx+H+gWzBrTR4FkUia3lYsTbsm7AhdycBAxwBhfagDfoAwv+ED0HfuOhWJfcb5srkG5YfeMR4z74zQBqjTrcSFxAnnlRZtP3aBGJAPsGJNABDp1vG7tBAiSORJdyDrO0aADf/uoAKAG6hpVpdoU1OzguYTxJDKoIbHse6n8R2oAq2HhTSbUOLHSrSPzPlvTtybtSOk7tnIx2JxQBX0zwJoFlJv0vQrG3m5RZkXlA/XZ6ZHpigC0/hjS2nEzaZbfbAPLS9x8wUqRyw/2CR9KAINV8E6HfOH1fRbK5lA8tZZF52KejH0B9aANW3tYYlC2sEUMYHlwwxgARIvZEHYUARxadbo7PFAiyuFjuZh1mWDON3+5uNAEUeh2KQ+VHZxLa7TZm1HQwOCCMejAmgB76XaM0Ze1i3R5NiwH/HrvQqfKA9UJFAEGr+GtL1BQNZ0y1u1HzxCVc+UT/wA827bvrQA4eH9OEPkrp1sLTb9m+xhfl8o9tvuefXPPWgC21tEV2mJPLx5BiA48sjGAB2xQBVk0HT3jWOWwt3gTZ9lt2GRB9mxt2A/888CgCWbTLWR0ee1heaPd9inYc2vnLg+U3bzF4NAFDVvBeiXzBtX0SxuZB8iTSKM7AejN3APrkUAayRqoAjRVUfIiKOEUDooHoKAMrWPB+jagQdZ0ezumHyRSSLyiZ6Bx2z74oAluvC+kzxCO60ewe3HENqUG2DH/ADxQDjHtigB+k+H9OsE26Pp1tax58x0iXHmOe8h7nHqaALF5YW9whW/toZ4m+SaCQAiQZ/iU+hoAq6R4a0vT1I0bTLW0U/PKIlx5pH/PRu+360AQWXgzQ7aUyafoWnW854M8UYBXI58vA43DrjGe9AGmLODfuFvD5xAt2uNo3NCrEhTJ1wrEnGcUAENnBHu+z28MRY/aLgooHnzEAbpSOpIAGTzQBSs/C2j277tP0LSraXkfaIYUVsN1/eKAfm+tAF2OzgRmMNvCjth7mVVANwyKADMw67VAHPagCvqOhadeY/tbSrC8AyYRcRq3lFuuwOD97FACnRNPMao2mWJgXDwWpjXZAyHgxxYwNh6cUATyWcDspmt4XdcvbSsoJt2dSCYWPTcpI47UAVzoWnGXzDpVgbrot/5a+Yo244nxn7vHXpxQBHe+GtJuWDaloumXMg4SaeJWKAf3XYHpQBoKoH3QAOigdgPQe1AFHUfD2mXmP7W0jTrwjIhNxEreUG67C4P3sUATz6daypsurO2lgIEbWsigqyL0BiIxhcDtQA2w0qytV26ZYWlrHnzDDAgUFz32IBycUAEelWSR+XFYWiW+DAbNUAQxSZyDCBjD5OeOaALCRqoAjRVUfIiKOEUDooHoKAGQ2cEe77PbwxFj9ouCigefMQBulI6kgAZPNAFS18OaVA5ey0bTYJznzbqKJQ0u85O+VRn5z15oA0KAKraVZGPy2sLQ2+PLazKDYUJ6GHGME+1AEstnBIVM9vDIynzrZ3UE28hUjMRPQlSRxQBUuPDmlSyB7rRtNluBjZdyRKXTb02ykZ+X60ATLpFiFVU0+zEaH7RawhFxbTAk7oUxwQSeRzQBK9nAzK0lvC0i5S3mZRugWXGRE56eZgZ9e9ADY9PtkDCK0t0Ri01xGqgCeSY/MZVA5Mp65696AJfLXGNi7fubMcbcdMfSgCnp+gabaZ/srSdPtM/637PGq+Zj+/sA6UAIPD2mCTzF0jThcdftgiXfk/8ATbGefrQBLeaRY3BU3+n2dwyHzrV5kVjbSZHMJYHByB0oAZe6Fp1yQdR0qwuXXmCSaNWMJB/5ZswOMGgC0tvEAQkUYBy8igD94z9Sw/2qAK1nomn24A0/TLG3UZeJIY1URswOSgUD7wJoAdd6RY3BBv8AT7O4K/PC0yK3kt6xlgcdaALVAFe8061uV26hZ21zH1MMyhgT7owNAD/scG3b9nh8vjbDtGF2nPCexoAc8KNjzI0bB8yMsP8AVuB1XPcA0AOZQfvAEdGB7g+o96AGG1hK7TBEYxgLEQMKE6YT/ZIFACXFnBKMXVvDMv3wkiggMB1APtQA6O3iTPlRRoTjeVAG/aMDcR/dHFAEcWn2yMWhtLdJDnzJVUAybjzvcD+I0AJJp1q7BpbO2eQYKTMoypXptcj+GgB9xZwSjF1bwzL98JIoIDAdQD7UAO8lM58tN+PLEmOQhPQN6E0AEsKOCJo0dTw6MMhh/tKaACG3ijGLeKONB92NAAFyeyj1NACtGrffRWx865H3WHcfSgBFhQElY0DHAkcDlwvTc3+zmgANvEQQYoypz5qYGJdw53j/AGhQA+gCG3sbeH/j0tYIQeWEagbj7gUATUAIFA6ADux/vHHf8KAG/Z4sY8qPZ/zzwMdf7v1oAJYUcETRo6nh0YZDD/aU0AEUKIAIY0RRwiKMBR/sqKACa3ikGLiKORD96NwCGwe6n0NADlUD7oAHRQOwHoPagBkdrChJigiRm5mdQAZSP+ejD0oAkoAZ9ni3bvKj8zHk+bgZ8vPTf6ZoAfQAzyUzny0348syY5KA9C3oDQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoArvqNqv+svLZefIwzD/WgDjk9cEUASzXEUYzcSxxoPvSOQAuT3Y+poAbb3kEoza3EMy/cLxsCAwHQke1ADE1G1YgR3lszMPMhQMMzJzzGueRwaAA6jahtrXlsJenkFhuyR/cz3HtQBYoAyNE11rtpw0CxiKZtKjwc+cscMZy3+8XNAF631O0lOLW+tZm++UjcEhQepAPrQBZoAgXULZm2pd27SD70IYblx6pntQAlxqNrD/wAfd5bQk8qJGA3D2BNAEk91DEM3M8US9C7kAZP+0fWgCFdVsipZL+0aMcSyhxiMt/ffPc0AR3l+3ku+mG2uGCNNa5cBJpY1OA82cAFhgnPFACWmosIUbV/s9pIVWS7jLjbBcOgyqy5wdrZHU5oAq65q93Hbl/D0Fjey5VIUklCrIGkAOJjx8v1HtzwQC7qeqRWsbPNg4BeOLIBuZFUnbEWIGZMcc0AVNBvL94A/iCXTFlINxL9lzstYvQyszZKDqcgenqQC1DrunSPtt9VsJJceYLdJFLFOeRGDnHB7UAXaAMXXPFdnaJLtu7KS6jifVF00yAPKkERPMfXDY67aALcGqxCBZNQnt4E2Lc3ErkBYd6jq7HgAnuaALNrfW86hrK6gnjPMc0TAhwf7rrQAXV9bwKWvbqCCMcyTSsAEA/vO1AEdjqtldLu02/tLqPp5sDhhkf7ak96AJhdQldyzxGPHmecCMbB33+goAjutRtYE3Xt5bQRdWuJWAVQfWRjjn60Ac/ZeNDdXUsWmR2k8aQrqNndo+ReSTE8Bl4xwO5oAp6p47vbOyil1GxsIrl3S1ltVlDLCss2CUlXriPng4B7kDkA64X1uV3LdQGLr54YbcA/3/Y+9AEVhrNhdgnS9SsrtRw728isEJ/vMhPWgBh1/TQyqdW08SMWt7eHzFzPNC2GWJM8mJuCOoPWgCh9t1J7ptk+nxabGu27ckF7m9YZwSG+UW6YJyMnPTHIALll4l0m5YrputaZcyDl4YJVYoB/eRSelAGjQBzHibx9p9lFMbTUdLnu41M39m+au4snUPCDn5Rz0oA3r3UbW2UtqN5bW0QwHnmYKqFj/ABOxHU+9AC2Wo2tyobTry2uYjkJPCwZXKn+F1J6H3oAztV12aC4to4o4iszyQ3DtnMaW9q7DysHqzKOueKAJ7zxTo9u+3UNd0q2l4P2eaZFbDdP3bEH5vpQBoqwP3SCOqkdwfQ+9AHKXvinVJrmSHwxp+nSvCqTapc3sjKsT3QyqwrGrEllBPQAUAa+hXuqSof7e0mKymDGICKQMt1GAPmhYcgMc8EA0ASW/ifSJpNlrrelzXHKNaRzIXVo+oMQOfkxzxxQBJqOu6dZ4/tbVbCzByITcSKvmleuwuR93NAFLUdblxA2h3ejyxySpbyzSyDFxZsrE/wBnup5f5eBznn6gAu6jrunWeP7W1WwswciE3Eir5pXrsLkfdzQBM17bhN7XMAh2/amuSw2iALncZemAvOc4xQBy1x8RbV7y1h0PUNIvo5fO/tGSGQM1oLWDcu0xtx5rZ6g5xxQBsX3jXQraTZqHiDS7ebnMMsqgx7R/y1yeMj1xntQBevdVs7ZC+oXttbwjBa4lYBRu6fOf73b17UAYml+M4L26KaZc2Vza+QmqJdRHJaaWd1IYg/wBRxjOetAHQ3F1DEpa6nihjA8yaaQgCJF7u57CgDmLf4hWN1cwR6FqGnXkUizT3jxtlrU2wTblAePNJPUc44oA1dR8X6NaSKmp61YW0zfNFBK4BKk9WB6Bj0zjPagDVVgfukEdVI7g+h96AOJ/4T5ptRNvZapoMMSBTM0vzPf3Rk+aO22yIA0agjo5B6jtQBv6p4z0SycJq2t2FrK3zJFK4BCk9XHYE9zgUAX7vUbaBC97dQQwgeZJcSMAqKfVz60AYt142sZLSeXw9qNhetFHJeBVbISWGJiBcRgggOV9sjpQA7SfHmj3TIi61pzXhVZZLRHGfMZASIwT1XPTJPr0NAFvWPF+jafgazrFlasfmjikYbnU55EfXGQecYoAv2d/b3CBrC5hnib54Z4yCJBn+Fh6GgDN1yTXsqPDlvpODk3V1eFsWwUjGy3jwTvGf4xjvQBS0DxBqbTyQ+IrWxS5RV1C3ubQnZfWczMMiN+QUdSCCT7cckA6OWZEBM0iIgBklkY4EaKOS7HsooA5G8+I+nyvAvh3V9Pui86abfqhyY7eSGQ5Qe7IOeRQBtax4w0bTyBrOsWdqx+eKORuXTPUIO2fbFAGpFMjgGGRHQgSRSKciRGHBRh2YUAcR4g+IEcV7Hb22uaZYkAXGoT3CFvMkZk2xKm5cGdGznd0oA6PWPGGjaeQNZ1iztWPzxRyNy6Z6hB2z7YoAoeK/F4s4I5bCe3lhaWGGSdSGEllPKNxgcHHzJnBzigC9pPjTRL5iuka3Y3Mg+d4Y2GdgPVV7gH0yKAGP460FZBG2u2HnlzpyWwbLfa1YDayjoQxA5xQA/VvGmiWLBdX1uxtpD86QyMM7CerL2BPrgUATan4n0uzjWTUtTtoYGIjt7kn5ZmkUkeWwz95QTQA6HxDp8kbSJexiBc/aLh8gQhFBO8uB0BoAi0rxZpN6xGlanbzuALholPPkv0YKccH16UAajMB94gDqxPYD1PtQBxerfE/TMwroWr2U8sk8NjtAJ8y1luAGMDdOBkZyaAOg1nxXpengf2tfLCTl4owrM0iJjJSGME4TIzxgd6ALtjqNtcor6fcxTwsPMhmjORIvsfY/wD16AMrXj4hYhfDa6XCpBe41C6LHyGB4ENso5LepbAoAo+Hda1kXDweJf7PlmWNNUtr61BAuLeZ2XE0LZwVdT0OCO1AGTDr3i3Ug03hdtDSyDPFpdpOCW1lLZyCzTKQB5zqcdPfjmgDoIdfvr6zSXw5a2gncDbBdsdtlJvwwm2DJNswII+UnHY8UAY8WqeKNPmhHiO60e/t5pP7LElujI9ncPGxBAJIIIVs8A+9AF7x14r1PTIGfSND+17VM0t1I6hLPDD/AFsW4McjPQfjQB1dABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHn2geD9GvZb5tX0ezu3Ny9mJJlyYofs0X+pJ6HJPIwffpQBR0fWEfT7WK50W31+4cy22m2txt2S22mzOPMmmdWAEcIXB2nJIA60AWvB9rLBqMyv4dtNGVoI7ptPtZQyTuJnG8KiqASBjG0dM96AJPht4f0e3sIJn0yyE4Q3c2otGDIgO7O2bGcBOMA9OKAOY8SyR3NlJPo3w90e1hI+22WuK8azQ7ZOJFijjyCWGf9bn1NAHr2n3LSxI0gUMyrO4XoGdAflB96AOGttUtbWDUm1GzkuoftT2stonW7+1QW6heSP8AWMwFAGdd6XNa3NkyeCdE0YmYQSXlhKCSJ7eTMVzEsUecgZzlgMcHmgDvvE97Nb2lw9q+2RIZbqB/7ksULEHHsRQBneHvB+irBbtDpNiZFVLu3uwo3edJGMsZhyTL1PPNAGV4e8PabqRu212yt76UzzaPI04BNrZWr4VIM/dAXDcYJJ3Z6UAc4sTXel28eqLJJF9sj0ZGc83FhHflRlv9lPl/CgDX1Lwno6arbCCwtURonubrT0XCPJY4EbSQj5SYwzAfLxj6UAMltIbeHWI7GJYYFVp4LZfuwyXOlgt5a9t7nPp6UATy6NqdzaWEtjZ2moSxRJNc6Rd8DUTcW8eSjtwHiwcEjAyfxAK2p6hp02mSf2Ro76YFnhtb7TWQL9jvVvoCQEXjBBBBHBFAGzcW8V3qpXVLaKaKK2W806CUKQJri4YM6Ie+FC89O3WgDJvYEt01WKxRYrRbcXdrZoAEsprmzl3C3QdA+1Wx6knvQBTm8Pafb6PbSWNhbw3C/ZNSiu0Ubhc3M8O4mXr+83nv7dKAPVqAPKotD0280WWW90+1muHjuNcnuXALx6iPMORMBnMDDb16DB70AS6wLma4sUj0e21JFtzqlvYTyhFku0EY3MzI2TAhOBjjOe1AG14P0LVbe5ne70ay0y1lCSpYW8ocC9jJywwq4MwPPy88UAaHizUEDQxR6BZapcSOZrKC6ICWf2VOZJHZW/1G4dFzzxQBi+GLa6h1KYXumadYu1vFcTxWTkx3jrPIA+1kTBA+XG3t15oAraXMg8PndIgH2WaBiT0lEbjB9w/H14oAt+THcXVimoxRvbrbPqVtFIuVub5ViXkHjMEbEjjIzQBH4e0u0ttYuxYWsUCmGK5kjjGAZZGOSF/2qAOav7WF9EsjLBE7B4BGzAExh5udpP8AfFAHaeMbWEvZwywrHYyTmO+hRSFnMULsqSqvGJ5QCQRzjnjNADb/AE22tNStDpdrDA8qT2WopEuBcWsEasGk28fuZcDpk59qAF8C6VZ/6S5srYzG7uSbgqN3y3LAYkP90e9AFK01e2s4dRe/tVuYhdPA9o2MXjXFvbqFk3cYlZgDngDrQBQv9N1SC4sjeaF4ZsEE4tbeTTmbfEklvJ8j5jQbXQc4OOPSgD0bU53jikaFtrhGljb+66IccH0NAHl1/wCHNJ/sANFp9k8nkJqJuioLC9kUFm87rkOSOvtQBr+LJrt9SgSHRrfUkWB9QtrK4mCI90ZQCwVlbLQx9Pl75B4NAGl4T0bU4Lmd7vRLTTLeVY5PscM28C9gyC0SqqAedGVz8vJGc0AWPEX/AB+2H/XSf/0gkoAwNXkvNQF02l+F/CzQKZNNu7y9J8y9mslKlgqRH/V4wMt2/IA6H4dSu+nW3mMWPlrGCeypwP8AvlQKAGa14JhupjLo+uXmmaiFFpJdW5DBkByBfWj8EDrjK5oAw7zxNrYsb5L57d723U251C16XccsWd/kj7pSM88nB56UASeLtI0m105X0S2tY3j8m70G5RBuluBKm3lQCftAOD9STQBpWdlDLqs7X0SPJHDAuk7wP3UEzy7jAD/tgDP4ZoATxRp9tbmyWwtLe3j+2I4hhUKAz205JCKB940AUrOW/fUb37Fp+lXrJ5Fohu7hlNlbSWgO2CNYZPlmcsTyuT1zigDJvtAvbK2ii1t7NLWS/XNpbFmjtNIuGLCKVmRfl88BfuhcGgDW8R2Fumr6c0NtCkjC6inlUAGVIbMYDkf888nFAFS8vL/Ube5fTNF8MxWTGWC5+1Z36qLMlfMmeMcGPacBgx4HIGDQA21RJ/7HW/DSQmE3wjYZWbULawjK+bkHlFLsOnI4oA2rK0t49Xm+ywwxlraO4utgA82c3UozLjuVAoAX4iAtHbLI6iB7u3g1IMOJLXeTiUDtJKFHp60AU/ElpCNX05ooIxKRdJcyqOXhjtfl80+iljj60AY3hu18Q3C3Yj0rwvOJJ5rXVheSyb3KtjZLsR/lijIC/NwOlAHfeFdIurK1hj1CaKSWNFtJZIySD5YwNhIHCrjsKAOe0v8A5DNz/wBcIf8A0I0AZWhDxBLLffYNO8OTA3MlnetfSPuuII0UIGjRHG0QEAc+vFAEceh3tiNKh8R3FlPEsksd2VJKyXUcTmEISq/6vgcjrjrQB13jC3tltLwxRW6zG3k+1SKBuljS3k2+cw5wvzYz74oAwPEOmxW+l2/2D9x5TWlzalAOJDPGCSfV95J9e/WgDSutc1a5u5YvDkGjQvAsYvLy+R2M/wBuUkLbCMrwoXn5jz2oAZ8M43W3lEy2iuLm4SVbYYjV1nOfsqn+EHp7UAdXdbJAyC8aGRlbY0TAPEh43QAg/wCrJHO0jOM0AcX4b006fqM0bX8uotLENYlv7g5ltvs8gUJOV42sGJHyr0PXsAafxHk22EuX2qTFFcHPH2aS7jDbz6NGTn2oAq+MobPzrAqtt532lY7Vhjd9kNvJnyv9ndsz26UAY+lv4ha+v/7MtdCmPmR28pvndWS28gbRGI0b5SpzzjnJ65oA6fwL4fvdPthHqc1m7h5JIltiSlvDJITtjLKv+rJPbigCGX/kLJ/16S/+lkNAHP2J146lenS7bw/LMDFbg3ksgaCx8gFRbKit8shJJ6At9KAM/U/Dk9nYqniWTTPIa+S58m2ZjHY6dc3IJTMirxGxftigDp/FUZW+0/7HHH5u+WLAxkWP2b5uPRBj8cY5oAPh9aqj3xNrHE5vZg5HJkj8uMjc/wDtbi2M8ZOMUAZekz6811ff2Pb+H5j54iuft0kgcQi3TaNiRsNm3OOfWgCF/D0lra6dHqTWc5F4Jh5LFk8t1uWUQu4GRGpUDjt6UAbnxD8rZbfbmUWv2qH+0w5G1oPnx9oDfw+dsz+vFAEniZF+2WJtW/0rzJFZR30s2zb/ADR6BgmO2ffFAFn4gSzpp9ybQuH8pxlRysZXn8kz9OtAGR4p/svyLH+zfsfk/abT+yNuP9T5y/8AHtn/AGPx9aAKKJrp1W8/sqfQ438u3+y/bkZmax8ts/Y/KdTgT53Zzzj2oA6XwVod3ZRyjUNRs7p3nl1DFsCEszcEEpGjE42SbuM96AH674hullWDQYoZL5x9reSX7mlWCvgyXCggnc3CgEZPUgCgCfQfCkNkXaS5uLy8kw2p6lOfmu2jzgJGvCrHk4AAAHrQBjfD7UoINPUX80Vu9vv07WFc/wDHjLauc+aT2ZcH6GgCr4Y10WGmRPLZXEssjO+lWC8NfS6hcyMigngb4zknOAMnmgDX0zwncySrN4pu1urxebG2iyIdF8xcEWsfctk5ZiSewGKAI/iT/wAg25/65n/0IUAdM1zCF3NPEIsee05I2iIDOS/oBz1oAS0vredQ1jdQTxHmKeJgVlAP8DrnofegCagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4DTvAMs0t09xqOu6cZJ3MYtZAov7IRIAXiZW/j38gKffGKAN/UPA1hNHEtrJeaf5PzaXPZNtazBQghSwYHzEJByDmgBdH8FW1nK0i6hqt1OyCxuJruTd5qRyEg4wMEZxgYXHbOSQC7o/h+2soEht/MlhRfsy+dgmWM5/wBbgAc59KAOd/4VNp/lNE+seIXsyrQQ6aZvktA+cGIBcnyScgMzrnqDgUAdhb26RKqxZ2qBDHn+6gxyfpQBjzeC9OkjnSeOV4p3OoXqlvu3BVBmBh02FFI9DQBQi+HFp5scl/rOvX80TfarKS6lBEXykYEKKow5IJO3dwOccUAdS8asCJEVlPyOjDh1I6MD6igDndO8A2ls6mDUtZeFD5mn6ZJMTFYEgj90mMkICcBmYDtQAl/4AtJpHe11PWNPMmDqcVlIFXUWUYzMpU4JXjKlT+PNAF2XwjpzRRRwwG3gieO+s4YeAslo+RvyDwW5Pc9zQBNN4etJLhJpFk+0IrWcDA8CKU87koAin8KWUguA4mH2keRqRB6r9n2fus9MRigCHUfCEM4TydT1iyeNfsttPaSkEQ4HEkbAqd2B1Qn9KAGReBdOWBomN5KjuNSvJ5ZCXu7uORCGllPuijoBgUATa54St75kY3moWVwmY4L6zcK6xSEZV2IIIYjoQRQBFY+BtOt4JYkFzKswddVu5WzJqD3CEFppsdSp7AAdhQBYm8K2L2ywOkv2ZRHDEobkLZMpXL+xQfWgDXoA5G5+F2mSmQS32tC2kLT3GkrOREbidiSyxAZ4c5xu255xQBqan4RsrpI1d7mFosNp17A2JLJlTH7qUg/eXqMEHuDQBNovh2OyDY1DU7uRiHnuLyQsW2DjavAAHsooAj1/wna6iE+0T3lvLG32mxvbVtr2shXB2OQeHHUEEHvQBFo3guyspGkhnv7i5dRbXl3cyFmugjEgydsjOOAABgAUAZl98KdHuFdJZ9WS3dzfy2EczCNZ3Yk+XD2BY5x0zQBraj4QsLpYhN9pjaEiTTrmFyr2xVcfLIOzrwR0PegBmkeCtOspWksxdNO6i3u7iaQsboK5OZWbvzj6YA6UANl8C6W9qtvJFP8AZl2/ZyHIaFomyCko7qaAJ7nwnZzweVfvd3KA/aI7iVyZIZ95IaG46gxMeMYwOOnFABpfhO0tZGkWa+ubgqLQ3V1IXaK3U/dhLdAzcnA5PJoAs6TodvZqws/NIZ31CZnOS89w+Sc+7UAVZPB+mvHOk9u0kU7G81CNifnlkRRmMjpgIMehoAowfDnTleN57zWruWNvtdnLd3Mj+Q+0jCK5Iw+eeMnigDp6AONm+EOgurKw1MWzEyppqzuIrWWRs5t7UHAIJOOCB27UAbGr+DtOvVjFzHPE8XOm3Vs7I9hlQD5EyEHDqMHsfyoAsaP4et7IEW89/MzHzLi4upndpmUcZeQn7q8cYoAku9Gt5pInnVzJEWmtCDwGmiKneP8AcJoAx7n4c6VK7s0mpojsbm+0+Kd1ivZX6m4tVIB87vxz3oA2dI0a3sYUjsA4iQeTAGOSFB/iagDI1X4eaVdTeaft9pdkCOW9s5nRp0VcDzSh7Lx0zjjpQBd0fwnpljEY7CyQRNlrsSfMb55Bybp3zkye/HYcUAZ1l8NNGt3RoEvykZ+0adYSTyNFp8/962tnYgHk+uM8dqANDWfCNjesrTteW86gwxX1pKySLCx5UyxkZBPY5HpQAsXhHTEWNYrRgkUh1S0BdiReMHy0sjEklt7HknPegCLV/BtjeOHeS/tbgD7Ob2ylaN5YM52zPGRkBuec47d6AHSeDNJa28hrI/ZPvCHe2VkMm7cJyc58w5zuzQBUsfh1pUEySltSubpNwgvLqd3YLMhBDb2PAUnHFADbj4a6NKzmVNQ8qQtc3+nrcSCK8uZWyWltg2Msce3tQBevvB+m3ECQy28iQR7FsDG7BrE2y4UwT5yCi8ZznHWgA0nwfptk5eygmNwyi2u72aR2e8VGJzcO7HJyevXHA4AAALuq6LZX0bR6raR3ELfLLC/fH91h0KnoQQR2oAzdN8C6VayK8UN1LcqDbx31xM7uYnA4Z3Y8ADgYwOcAZOQBmo+ANIupGeeG7jdx5d+tvNIg1JAuB9rSJlzt/P14oA3be2iiVVtokjjUCCCJRxFGgwAg9FFAFSLQrJJmlitsXLqLW4n3H95DEeBsJx8vsM0AUtR8EaTdSF7q1nWZlFtczQTSRm6iQ8C48l1zt980ATXXhPSpoBFPpsP2Zdpt4EyPszRHgwSIQQV9QQaAILLwNo1vHKlrYMI5gbfUd8js11EUIw07sTgKTjDDGTjmgC9d6FZTxCO6tt8A2bYdxGPszqV+cHPyMo7896AKGq+BdGvZN9/ZSmbAheaKWRDKiE483yXXO3J65NAF/SNAsLBCmkWiW8W5rnyVJwskp52Ak4BPYYA7CgCtrXg7SdQKnVrASyLlbedGZWhV+oWaJlOD9aAF0TwhpWnbv7HsFhZ/muZmZmacr/z0mkJPH1oA0rm0hmVlu4I5Y2BimhcZEqMOjqfUUAYFn8ONAgZDb6Y2+MrJYyySyMbTylIAheRzhQCePunjIyBQBZ1fwTpF8wbUbFmlA8nz4pHRmjB6SSQsuQpPcmgDR0/S7W0jVNOt0hhXIiiX+HcxJyT3ZiSeck9aAEOk2xlEph/0gIbBJsni2kcEjZnHLKO2aAM/WPBOkX7htTsWeUD7OlxHI6N5O7O1pImUkBucEkUAPl8G6O8Cwy6XA1opE0Voc4EiPnLc87nyTknPO7OTQBHpHgjR7Fy2maeUlI8jzXkdjHFnpCZWbAJ9MUAaVnpdtbl/skAjLub67OT++uHUAk5PdVHtQBn6v4J0e+YNqen75APJMyO6mSIHpK0TLkAnocigC0fD2n7YlWwhSOJhdadEnAtZkRgCiLjorHrkd+tAFi+062uUZNQtop4WHlzQyDIkX3Hsf/rUAZmj+CdGsGLaXpqpJjyftEjM7JEP4Y5pWYgewIFAGy8asCJEVlPyOjDh1I6MD6igDnbH4aeHLZgbPQ4FYMLmBmZm+zSJJuH2cOxwA/OBge1AF7WfCmmX+3+1bLzGXPkTIzK0QbqEmiZThsdM4oAt6bo9lZoE0qygtoh8ywxDA3Hufc0AUNX8EaHfuG1nR7W6kA+zpLIDlYlYnAwexJoATSPBGiWDltG0e1tZCDbvLGDlomYHBye5AoAr6r8N/Dl7KJNT0G0mnHJl5HnEf8/CKQGwP7wNAGlq3hzTb5Amr6fBcxAieKFxwkiqQCoHopNAGXa/DLwxC6ta+HbGORSLiCVQcxSxtkFef4SKALuseDdG1Ag61pNtdMo8uFpB/q1J7YPc0ASWHhTSbWJo7DS7aK3fJurUD5Z/NQA+Yp/voAKALOl6PZ2USx6XbJBAo8uCFc/ICc8k55YkkkkknrQBboAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAzQAZoAM0AFABQAZoAKACgAzQAUAGaACgAzQAZoAKACgAzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAmaT8wI5JVX79cuJrxj8aGQ/wBoRe9cP9r0P+fkvuZfsmH9oRe9H9r0P+fkvuYeyYfb4v8Aa/Kp/tih/wA/J/cw9kxft6e9P+2KH88/uYeyYfb096r+1qH/AD8n9zD2TD7envR/a1D/AJ+T+5h7Jh9vT3qf7Yof8/J/cw9kxPt8X+1+VL+2KH/Pyf3MPZMP7QT3qv7Wof8APyf3MPZMX7envT/tah/z8n9zD2TD7anoan+2KH/Pyf3MPZsPtsfoaP7Yof8APyf3MPZsT7envR/bFD+ef3MPZMX7envR/bFD/n5P7mHsmJ9vT3o/tih/PP7mHsmH29Pej+2KH88/uYeyYf2gnvT/ALWof8/J/cw9kw/tBPej+1qH/Pyf3MPZMPt6e9R/a9HvP7mHsmH29Pel/a9HvP7mHsmL9uT0NH9r0e8/uYvZsPtyeho/tej3n9zD2b8g+3J6Gn/a9HvP7mHs35B9uT0NH9r0e8/uYezfkH25PQ0f2vR7z+5h7N+Qfbk9DR/a9HvP7mHs35B9uT0NH9r0e8/uYezfkH25PQ0f2vR7z+5h7N+Qn29fRqP7Xo95/cx+yYfb09DR/a9HvP7mHsn3E+3r6N+VL+2aH/Pyt/4Cw9m/IPt6/wB1qP7Zof8APyt/4Cw9m/IPtyejflS/tmh/z8rf+Av/ACD2b8g+3J6N+VP+2aH/AD8rf+Av/IPZvyD7cvo35Uv7Yof8/K3/AICw9m/IPty+jflT/tih/wA/K3/gL/yD2b8g+3L6N+VL+2KH/Pyt/wCAsPZvyD7cvo35U/7Yof8APyt/4C/8g9m/IPty+jflR/bFD/n5X/8AAWHs35B9uX0b8qP7Yof8/K//AIC/8g9m/IPty+jflR/bFD/n5X/8BYezfkH25fRvyo/tih/z8r/+AsPZvyD7cvo35Uf2xQ/5+V//AAFh7N+Qfbl9G/Kj+2KH/Pyv/wCAsPZvyD7avo35Uv7Xo/8AP2v/AOAsOR+QfbV9G/Kj+16P/P2v/wCAsOR+Qfbl9G/Kn/bFD/n5X/8AAWHs35B9uX0b8qP7Yof8/K//AICw9m/IPtq+j/lUf2xR/wCflf8A8BZXs33QfbV9H/Kj+16P/Pyv/wCAsPZvug+3r/cb8qP7Yp9qv3MXs/NB9vX+41H9sU+1X7mHs/NC/b1/uN+VH9s0+1X7mHs/NDfty/8APOSj+2af8tX7n/kL2XoL9vX+41H9s0/5av3Mfs/NCfbx/wA8mo/tin/LV+5h7LzQv24f88mo/tin/LV+5h7LzQfbh/zyaj+2Kf8ALV+5h7LzQn28f88Xo/tin/LV+5i9l6B9vH/PGSj+2Kf8tX7mHsvQX7cP+eTUf2xT/lq/cx+y80J9vH/PB6P7Yp/y1fuYvZB9vH/PF6P7Yp/y1vuYey9A+3j/AJ4tR/bFP+Wr9zH7LzQfbx/zxej+2Kf8tX7mHsvNC/bh/wA8mo/tin/LV+5/5B7LzQn28f8APF6P7Yp/y1fuYvZegv24f88mo/tin/LV+5j9l5oT7cP+eTVP9sw/lq/c/wDIPZeaD7eP+eL0f2zD+Sr9z/yF7L0D7eP+eL1f9sU/5a33MPZegv28f88mpf2xT/lq/cx+y80J9vH/ADxel/bMP5av3P8AyF7L0E/tAf8APF6X9sw/lq/c/wDIPZC/b/8Apkan+2o/8+qv3P8AyK9l5h9v/wCmRpf21H/n1V+5/wCQey8xP7Q/6YPR/bUf+fVX7n/kHsvMP7Q/6YPR/bUf+fVX7n/kHsvNB/aH/TB6P7aj/wA+qv3P/IPZeYf2h/0wej+2o/8APqr9z/yD2Xmg/tD/AKYvS/tpf8+av3P/ACF7LzF+3/8ATI0v7bX/AD5qfc/8ivZeYn9on/ni9P8AtqP/AD5q/c/8g9n5h/aJ/wCeL0f21H/nzV+5/wCQez8xP7QP/PGSj+2o/wDPmr9z/wAg9n5i/wBon/ni9H9tR/581fuf+Qez8w/tE/8APF6P7aj/AM+av3P/ACD2fmH9on/ni9H9tR/581fuf+Qez8w+3N/zxep/tl9MLL8f8g9n5ifbm/54vR/bL/6BZfj/AJByeYfbm/54vR/bL/6BZfj/AJByeY77a3/PM0f2y/8AoFf4/wCQezXcT7c3/PF6P7Zf/QLL8f8AIPZ+Yv21v+eZo/tl/wDQK/x/yD2a7h9ub/nman+2n/0CS/H/ACH7Ndw+3N/zzNH9tv8A6BJfj/kHs13D7W3/ADzp/wBsy/6BH+P+QvZruJ9tb/ni1H9sy/6A3+P+QcnmH22T/nnS/tmX/QG/x/yH7NdxPtz/APPFqf8AbM/+gN/j/kLkXcX7bJ/zzpf2zL/oDf4/5D9mu4v22T/nnR/bMv8AoDf4/wCQezXcT7XL/cqf7ZqdMAvvf+Qci7ifapP+eZo/tip/0L/xf+Qci7i/a5f7lH9sVP8AoAX3v/IORdw+1y/3KP7Yqf8AQAvvf+Qci7h9rl/uUf2xU/6AF97/AMg5F3D7XL/co/tip/0AL73/AJByLuH2uX+5R/bFT/oAX3v/ACDkXcPtcv8Aco/tmp/0AL73/kHIu4fapP7lH9r1P+hevvf+Qci7h9qk/wCedH9rVP8AoXr73/kHIu4fapP+edH9rVP+hevvf+Qci7h9qk/550f2tU/6F6+9/wCQci7h9qk/550f2tU/6F6+9/5ByLuH2qT/AJ50f2tU/wChevvf+Qci7h9qk/550f2tU/6F6+9/5ByLuH2qT/nnR/a1T/oXr73/AJByLuO+1S/88xWizWr/ANAK+9/5C5F3D7VL/wA8xR/atX/oCX3v/IORdyWGVj98V6eAxE3/ABYW627GUl2Jvwr1H5Ei0wCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAExSfmAwxg9RmuetSjL+JEpPsN+zR/wDPMVz/ANnUP+gaH4hzvuH2aP8A55ij+zqH/QND8Q533D7Mn9wUfUKH/QPH8Q52H2ZP7go+oUP+geP4hzsYyQAgMYwxyY0J5cL12r/s5o+o0P8AoHj+Ic7H/Z0/uCj6lR/6B4/iHOw+zJ/cFH1Ch/0Dx/EOdjTFCCAwQE/cUn7+P7o9qPqFD/oHj+Ic7HfZ0/uCj6lR/wCgeP4hzsPs6f3BR9So/wDQPH8Q52H2eP8A550fUKH/AEDw/EOd9xqxwt9wK2PkbB+6w7H6UfUKH/QPD8Q533HfZk/uCj6hQ/6B4/iHOw+zJ/cFH1Ch/wBA8fxDnYfZk/uCj6hQ/wCgeP4hzsPsyf3BR9Qof9A8fxDnYfZ0/uCj6lR/6B4/iHOw+zp/cFH1Kh/0Dx/EOdjCkYIBCAn7ik/fx/dHtVfVKf8A0DwDmfcd5C/88xT+qQ/6B4BzPuL5S/8APMUfVIf9A8A5n3Dyl/uUfVIf9A8A5n3GgRkkKEJH31B+7n+8Pej6pD/oHgPmfcXy1/uUfVIf9A8BXfcPLX/nmKPqkP8AoHgPmfcPLX+5R9Uh/wBA8BXfcZE8EgzA0Ug+4WQ5wy9iR6UfVIf9A8B8z7lZdW00ymNb+wN0PnksRIu9F2g5aDOfukHpR9Uh/wBA8Bcz7l3yV/uCj6pT/wCgeAczDyV/uCj6pT/6B4BzMdsX0rb6vH+VCuw2L6UfV4/yhdi+WP7tV7GP8qFdh5Y/u0exj/Kguw8tfSj2Uf5UO7Dy19KPZx/lQXYeWv8Ado9nH+VBdh5a/wB2j2cf5UF2G0egp+zj/KhXYbR6Cj2cf5UF2G0elHs4/wAqC7DaPSj2cf5UF2G0elHs4/yoLsNo9KPZx/lQXYmB6UvZrsh3YYH92j2a7ILsXaPSn7OP8qFdhtHpR7OP8qC7Ex7U+RfyoWvcMe1HIv5UGvcXBqeT+8ygwaOT+8wDBp8n95gLg0cn95gGDRyf3mAYNHJ/eYBg0cn95gGDRyf3mAYNHJ/eYBg0cn95gGDRyf3mAYNHJ/eYBg0cn95gGDRyf3mAmDRyf3mAYNHJ/eYBg0cn95gLg0cn95gHNFvNgHNFl3YCYNHL/eYBg0cn95gLzRbzYDNin+Giy7sfzFwPetLP+YQuB70Wf8zAXApWf8zAMCiz/mYBgUWf8zAMCiz/AJmAbRT+YBtHpR8wDZR8xBso+YBso+YBso+YBso+YBso+YCYPpUNf3EAYPpSt/cQBg+lFv7iAMH0ot/cQBg+lFv7iAMH0ot/cQC4NO39xAGDRb+4gE59KLv+RAHPpRd/yIA59KLv+RAHPpRd/wAiAOfSi7/kQBz6UXf8iAdj2rRAGPagAxQAYoAMe1ABj2oAMUAGKADb7UAG32oANvtQAbfagA2+1ABt9qADb7UAG32oAT8KVwD8KLgKBSil0QBTXmAtMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPnfUNE8L3ep3o8Yazd2GHD2LxMoEuQdwkLI3I+XHA75oA6P4Z+Io7Jr4R6rc3ejQAXNldy8mNUzxCxx/rFHQAAkDaBnkA1rD4u6vuhfWvCa2emTuLKw1DzQWR5s7TLEOcMAf4V45BPcAl1j4ma+L+W28NeGbW+eNVuWZ5dpaN40JJLED5S4HWgCPU7qA65ZC601luzAzyTCTiANHPx5YznyyHGc9++BgAh1L4xas0k//AAi/hQ39nbnytQvWbBZkJyYkHYY7Bjjk4FAGtq3xdtktYJNDs2vLi5YWek2DMAftG4Aic5/5ZMQPqR25oA5nQta1i61xP+Ej0mPT50ga2+yo4YbCSQwdSR827se1AFy5+NeqMJJdG8JNd6TG32afUC+GlAxkxpzxk+hwPvYoA9O0/UYLqNHspN8TqLq3f+9HIuRkH2oA89v/AIo67LcTx+D/AArHqMdv+5v5mkAPnDdny48jPKkADJOPwoAxfA3jWHR9F827jaZvNeC2hzzc3Uh4BY/Qk9TigDqNH+IerLdRweL9CtdPkmX7RpskcuQzopJWYc89uo54GeKAOz1HUoLWJ5LxisSK11Ow6iOJSTtHqQKAPO9J+KHim78uS38BM+nO4t4545cusbPjcYxziM8k7AvuOtAGh4i+I+ppdm38I+Hxqdyifa9UEjbRbq4UgRuxGSVYfmMc5oAiPxfWTTZbmz08LcRMtnfabMT+4uHmQHJHOMNkcD07GgCrpnxW1tJrdfFfhZLGC5xFpt1G+SZZdu3zIwTjJYAg7SM57GgDD8R614jj1xf7O8PxXEwhNvpdsZABd2JZz5kj7sAkgjkjoPUUAdd41+IGq6fcww6FotvfTSgvFG77fnQ9AxIHT1IoAuT+IPEkNikl7pmi2+oZK6hBcTBYrOIM/wA3nbm6qFON/frxQBj+FfilqF8Z4ptP0ybUY421GxNjKrQ6ltAwBNuOCZGUfePvjFAHPfCbV9ee7uRNoUSwvO9zr1xuAOl3bBztjiJyf3nHfHegDpfGnj3XtPlYafb+GGgVftCw3NwBNfoEBP2a23LypyBwxPagCbUPi7bpYwz2Om3E005+xabp5IybwMwPmMOyOpHAyeOBngAt+FvEPiuSUx+LvDMFt8n2yK/tDlEbd9ybLN830Y/THNAHMeD/ABfpWk6dcyR6W0EUdxJYxWsbFjeXGyPG6Rum7gewHc0AU/C3i+5sLlG8R+DrfTxetvg1RJHZmaQjaLoSu5HLDugAOdvFAG1rnxF8TfbZrfwr4dsbp4lW5NxMTgI8KN+8UMvLlsD5h/OgDpfAfjVtYtzJPZC1lV2sLu3BP7qaIA/xAdQw9cetAHT0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHlOlfDZbnUrx/EmgLNasQ+nSzdJXJ6xAH0FAHa6r4Ks5LKWDR7W1skdGihWJQAs5Xgy7RzkgZOCSKAPJ/CvgfE0UerfCi4SRGEWoa39plCuYwfniiLAHkAnDEHkADIAAO/stBvV1qWVrGRbZrYWqXeOJLgSx8Z9Qq0AV9Z8OXz63azQWk726xPbXdwB8tu2yfG589XLjt/OgDmY9M8WaMbuHSfC66lDOz3VjqUbAG3NypH7/I58odjtwcnODQAmqfCnWLK0sjpES315bStqd3bRkATPPIjfui3/PExqvTJ647UAXvDlp4gu9X+0av4WutMh8o2gV23BCqDrJgffP8AsigDGj8PeMLO1msrLwt9qid2FprBkUKLR2HLLnqwGeWBGcYNAHr/AIb0IafbRRCYy+Wgt2lI/wBa4HJC+hbNAHm0dn4l0K9vG0bwpLq0FwwvoJ1kA8iXLn51APCvIwxgZ7GgDPt/hhrF1oohe0e3vUmOqW9nLgfacBhguTgb1Ykc4z1x1oAv+B/B0P2pWm+F8mjhAbhL+S6kbbdAjHlxMf4hnjB+tAHpniHQ0v7eWKRygkQ24kH/ACzZhwcf7LYoA858K6n43soobYeC4lKMLaTV5pMxraBySTGndU6HefpnigC5rNh4i0vUJrjQ/D66vDOiW0sCSbWs5reNQCwIPDbfQ+5HGQDFX4c6xFo90s1m76hcOmoSafFj/Rwt0hwpBPIUEn5vbqOQDovFfh7UZv7N+y2E0nlTQ3Go7f8Al0ii2ZMn+7g0AR+LrDXLfU4LjQ9AfVE8k6TLbq4Xyn8xjmSZgQAd47Y4OcUAaGuaHfSavZyQWcr26JNHd3I6QNJC4G8/7RIoAo/FPwzqd4bZtP0f+1LeJ2uNT0nzNv2xWCY4PXaAw7kZ6EE0AY3w48OajFqUss/g99EtWhNtb24OQkvmxfxnu4Un7oFAGv4RsNc0+/uUuPDzyWk80mrLrCyDbbROGIBixyWJCnkYPqKAOP1rwRrP2i9EvgNdWeZnm0nVzKANOhkDY2K3GYlI4ypyMc8UAa8Xw9146XZ/Y7Xy9RtpTqsVhKVHnE3TkAuxwCAQeT7HmgDsPDHiHxXezH+2fC1tpdkF2nzHJklu/wDpljHy49UHsx6UAcda/DXV7nTLqKW2NtcNdPq+nxSkD7VGoTGT283BAzjnrxQAkeheKdbktU1/w6ul2lttnvJy+TfTRY/1A/6aBfcDklugoA6vQ9Cvo9WvZZ7ORLZ0hitLk4xcOkKA7B/skHtQAvwv0K+soZxqlnJbs1zLe26Pj95buiAEAf3iDQB3FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACMwH3iAOrE9gPU+1ADYpkcAwyI6nlHU5DD/AGWFAD6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5nwzrd9cXF4moN8kUqwWKFQPKt3hU9QOd3XnPX0xQBualqkFpGXu/O2DAYRIzMxdgAEijBJ3MR2+vFAGbo3jOxvZGSKHULW4VRdmzvImjeS2Zsboo3AyA3GR3oA3KAMDxLq9zbNai0lCiS4XT7tSAfNt3t5TjJ/2lB4wfwoAvWfiCznmmit5HM8OwXyEHCfao9y7G77loApXXjnS4YJZbiWZbeKQ6ZePtOUnjnCHag6gOaAE0/xzp1zIqRpfws4afTZLiJlXU44uptJHAz8vzY4OOcYoAyNM8ayvqNxFNaa00Q8q1sx5DbLSQGXc0sgHC3BAwScMBxQBp6v4+sbJmF5p+vFF+e5vI7WUxwKOpa424wo5yCR70Ab9vcxSqrW0qSRsBPBKp4ljcZBQ+jCgDktR1DWb67eHQNTTTYYVSTVdQ8tXee5uQSEtkkBGFjwSTk8jigDV0G01yFnXXNStr+Hh9OvgoWRt2crdQoAv7s4wR170AVbj4j6RGzBjetCjixvNSSJjDaXDdproDH7s4BPRT1IoAsar4202zlSO5a5eeRfPsYYULG7AYDEe3vznsMZJNAFnRvE1lfIzWbypsZrO9hmUq1nPF1E8be3NAGfbfELS5Wj2pqKRSt9m06/lhdY7yVugjmYD/Xfw5xu/hzQA7UfH2n20rRG21W5uFCzyW1pA7kQyg/NhAeFIwfqKALWp+KorbYBpes3UrqbiG2toSSEQDPmu2ACuR1cGgDE17xqk+mTzeH7ieF1VovnXD2NzGwBWaNujR//AKqAO0oA4bzNX1qSX+zNel0qyikOlwyW6AvqdzAfmZpX6KjcAAc9c0AaPhrWNTE0tv4ikhnuIwt7Z6hGuP7UsJ2YBpYQMBo2Ug449B3oAfo/j+xvzH/ZNjq80Mm4DUBCRHbSRLnFxM2OT04BGeM54oAyPEnxQtY4bn+zYdWzGslmmsxwkxW+qLGcKZRnlZMDOzZnqaANRb12lsvM1i6ido5LqWzVcrq22CPJuJM8eQzAjg5oAr3XxT01HlW207Wr3ySYdWmtYgy2G3OTK5Yfcwc4yeDxQBtzeJbQQCW1W7vYWAkt/scbO06yf3IkGeO+QMd+aAK2j+Mre7lMcmn6pY3IX7d9jvIwDLbb8bomRmBCsQPvUAV7T4gWlxM0enaZrNyUkOlX1zHENllOjEHzZWYcKR2BOOcUAO0PVVxdN9v1W+Ec0kTWrxDdZtBGp2WMaDLAg/L68Y5ySAJp/jy3mmWO70jW9PlcM+n/AG2IAX3lLkiFkZuUTnB2mgDopZkQEzSIiAGSWRjgRoo5LseyigDz7xN8SlMH/EttdbtC7wppOpvFiPUo3ukz9nlBOBLBuI3BMjpQB02t+MraykSMWWo3t04NxFY2aBmEEZ5aTcygAHjlhk9KALGg+JrTUULWS3EbKxtL20nXa9jcp1WeP1APYke9AFvU9TitInkujiNFa7mP+xEpPH1xQByHw78QatMHTxRKHutqa7attx/xL9RTIUIQP+PaQMvfHTtQBtav41gtZPLg0zVtRnC/arm3sUDGzhJ4NwWZR+9OcDJJ9KAHXnjSyhhjk8i/lMuE06wjjPm3kjjOEgfH3FySSQAOc9KAM3VvFcU9lcNPD4g0gxqUuCyASwBlBDWhDEHcDgYfg9cUAaF14otrKKHzm1C/mkAisYYkBl1R0iyW8sbRwoyeVAoAm0TxZa3rOotr20uUw9zp92oV4o5OjAKWBD+zH3waAMS1+LemzRCWHSde+xcJc6kYl2WLMxB84b8kRHqVV1HrmgDU1K4j+2WoGoaihKzzxW0JHlX6okf/AB/c/wDLLcCuAee47gFdfiFA7kWOheILyEObF9Stog0fmpJtO078kRv1IQjv0oAz9S8V3cOqKiaZrlxD5DBooAu2SWSeL95tZxkQD5ScZBOAOtAG7rHilrRwsXh7X78lfPaWziUrECxGHlkdRk46Ak469qAIF8faa1qJ1jvShb7Ells/em+Mm3yjb5+/5nGM475xzQBd0zX5Lh2WfQ9YsXUCXdcqm2ZX/wCeNxC7gkdxuyKAJtY1y1sYi9+zhBhEjQZa5mc4C28Y6tK3AFAFbTfErTswu9D1jTgqi8M14qBXjfP3Zo3cZjxyCQR3FAGSvxMtSFdtI1VNOZvs0Wuuq+WXMm0Fow24JK3AYoB07c0AWo72c6m6G4l8kWsdytvn5Vme6lBYJ6lQBQBVk+JduAXj0jU5NNVjaXGuqF2I6PgtHDu3FI3yCwTHBxmgCHxP4hltryz+xxX12rpcIlnakf6c+2HaXywGE5OScDrQBq6T4zhuVm+0WF5Z3EH/ACE9PmxuhGwkGNlJBEwBwQcGgCPw74xn1La1v4b1S3s3Uz22oXDRjzCD3tlcnD84OOevQ5oArXPj64tyDqnhPWbSzLrZf2i5jPkySvgGe2jdiFZ+M4Pb1FAF7WfFZt5Vi07SrrUbsqb42kLIvkWivjdPLKygb24HUnmgDE8F+KLu5a+N1DqRVJd9rYSj95br5A+SOPOOq8ANgk5zzmgDRt/HUgnjj1jw7qWmmUmPS7iZois7RoTiby3OCyjgc88UAdNLMiAmVgqgGSRj/Cqjv9BQByUPxIVijXHh/VoNPkKwWOtSbdrmZgFa4hDblWdjwWUdRnGaALUV5P8A2m6m4m8oWsdwtvuO1Zmu5QWEfTLKAM4zQBsaxY3U8TLp2pNYzNhI71UDG3G4Z2ISOWXIHPHWgDidR0y40ma2/s3xZrt3LJMmn3Om30vmC9tHLb2jjIG0wJk5GF4AIoA0dUF7qV40MGp3thaQol5qT2rbZL+4uy+1UnXkLGqEnHJ6H1oAm8MT3trcS22pahc3qoianpN9cEGSaznLAi6kGMmKRTyRk0Abet67FYx7pYZpmLLZ2lrFjdeXM7YCxbiByfUjAyaAOUTxHe3GoWyX2k6jprBLiae1lZStyrLFtKSxMQSmG91/GgDQuPiCwaQ6b4d1O/tIiYNQ1KApiOWH7wt4HYFvJ74B5yBmgDp7S9hnRXtJRJE6i5t5B/y1ilUEEA/3gaAMPVfE+pQOwsvB+rXsa/NNdRvEBKCgP+iRO4LbRx90c8CgDE8T+L4ngsptO+3yQvcRuIIVO+6je3m+Qwg8neBxnGaANzRvF0lxM0Wp6Je6bdBP7QjhlZGFza7gMxTRMRlHIBHbigCronjm5vyDYeGNQ+z73srm/d4wsDwORlIy2SOOy+3Y0AYGqXKppuoNp13qit51wHaaTJt5lmCkWbKBhCQcDkjPJoA9KoA5S+8c3Cmb+yPDl9qMUJMF7PG6jdPGuWW2jc5PkjGcDk8KDQBm+G/Ff2TTLZ7pbm8uJAtrZ2wOX1K7lY8B29gSSTgDqaAN/TPFLSztDqGlXNlchP7QiDFWW8tSwBMEynrG5wQQMcUAX9X02a5iZLbUrqxY4H2uDG6NQwz5ZYH7w4z1HagDhNR0MaTc239ga9rUlxLMsV/pk8zSC/sJD87yxMePs6gndQBf1HTZdZvZY7nU9Rt7GBI4ZbW2cp9u1G7G7M0q4yIYtvHIycg9RQBe8IPd28txb3l9PeJCY7nT7uY5c2d8rEJcP3MDIwz3GOnQAGe93rMerQpf60k1u0Ut1FaQRlFj2lR++Uu+4jHUnjnAGaAOo1nw5He7fN1LWLXbnH2Kd4/N34/12wjO3HGenNAHG6XoMz6iRpniHxG1nbgf2oZ7qRxqOozLkRhGOMQJy3U5OMd6AO61fU1tIZJJI2dY0e+eNesiwRk4Un+8BQBzNl8Qr0mE6t4VurG1nK21jeGQMYp5x8ovbcAbfPPA+Y++KAL+peLLpZmi0HRG1KZFW51H96qLZJOTtDO2ctIFJxtx6mgCvcfEW2S1Mv2C580ONHfTHIDR6mZAuySUnGATnOcY59qANTRtU1aYsNa8OiwxhoJUnWRbgHtkBSCv+5j3oAi8VeKRpcSubCa7BkSxMER+Yid8ZiB6kdhkZ9RQBW03xbfNcLFr3h86fI6NeafIswkW5FuV3K5VRhkDA9x70AV7vxxqDNL/AMI/4Xm1KGJjaXtz5oQyTw/eWxhZTuMJyOqgngE0ALqPxEijitn0rTbi++0sLexhDBShkiYjzWbI4YAHnjkjOMEAgTx7qrSNDH4Qf+0FAvJrY3C+Utk/RlvtnVm4x5eevYUAZ/ifxT9s0qSQ2NzbyrJHaX+ng5a3urbUYwyIwxnJHGOvt0oA24PGN8s0a634cksIpSbfT7rzlY/aQmQl5EoG0yKDjDPyMe9AEUPjfUbieWPSPDDTrDJ9hvLyWcKuwopzCNpJIycjGAMHPOAAReKdVnvGkttH0qa+IVTrrLOIhBDP0jaYo5Juo85wAQvcE0AbHhbVrS5gH2Gy+x+WTpl1pvH/ABK7m3wCh28fJxgjqMGgCLXPFM1vKkWkaX/aF44a8+zGQIttZw4Be4mIbG5yAPlOTQBDL4ynt7Z5Nc0O4tJVb7FDp6urnUJ3YBfsci4yJmPdQRySMUAQ2vjLUkmjTxJ4ZOniUm3sbqKcSKbpUJ2XBCrguoOOuaAKw8fapLLcppHhT7V9nbyZ5DcBftfyg4tk8s/MRng4H+1kgUARp8S7lo0mXw5INLd1tEvTL+9jimYKHksSn3WmOP8AWk9wMYoA2NV8U3Ec4h0TSkvrnZ/aF2JJdiWVqWIBkm2vzK4wAFPqcDqAWfD3iM3yv9psZLK5jb7FqVg7Am2m2gjZIMZWVCCDgA0AbFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBwum+I9KtL6+Gq6zptoxeB4kuJVUyKLCPlA5HQ0AXPFHi4eTEfDutacqyzLo7aupV109XViWXkgkbcAE4yeaAOZsTINYgE/ikawwglYybYx9kDHoRAAPm6880Ad9r3iez01FbU/OWJnWxedRxaGYnDXTEjCqepoA5/X9Zs726s4tKvrW5lWb+3LnymDC2s7a3kGZSmceazgD1oAj0bUI7bU78aje29uri2vbCOV1HnotsVZolJ/hZQD+FAHOSz291pV0YyssMl6ZUPaaCbV4/T+8poA7LxmoElkQAG+1rGr91R7WbIDej4GaAGaVdQpqd4JZ4kZo7UQoxAMpCz/6tT6UAc3feIby6huXvPG9tpSo82mNpCJETCLdyoFxJKGJafj7pxyMUAdr4L/48LX/rhD/6TrQBh2Wp22m6hcrrN2kC3Hl6npN1OwC3JijCMiuccxMBgdSD+YBBpl1PPqMg0TxTf3lqsbz34cq8VhqM8nyxwMgX/VLk43MRjBOaAOd0aC6fTvLvPHOm6ZGqSaVrNhc26l7OXLBwz+apywOR8pJzkZzQB1On6X9n1C2Seb7Q8di1sLpxzLJFPCu7BJwZBnuevWgDO1TTLiSXV1053MskEDrGcfM5tplIjB/56ooH170AMitrfUbOKOfx5aQxOIoILcJErpcwspVIwWzuSRMYxnjFAHQ6PGv9pXhKLuEdqivjlVYTZAP+0QKAKepa9cyX0kUnieLRoI4kvIsLHv1CSctk+ZcKw22+ADhc89aAOUjnEmlamV1I34M0hF+VA+2DyIPmCIAMN7DB6igD2OgDzzwnrenaS1xb67fW9g6zSX9jLdOFXULC7YFWhmbaCVzggdD+gBd0F4tQ1CW508iS1WFfDtpeDOL6UTlmMGRyIzhc5Iz0oAtfDONV0228tFUbN5AHVmcknH+0TmgDlLPxDYQ6LPHfX0EV2kdxpV9asfnbUZDJ0iIB/fs27pjnnGDgA3x/x9ab/wBcJ/8A0Tb0AWvA1tHG995SBc3kkje7PBCTkn1Yk/yoA5DR/FE0WmaetpqX9mRyudLvNWdQfsSQGTiPcCAbl1wCeAOSPQAs6eYxrEIh8TzauqwyxeZIYybNuPlkmhVck9eRkUAdT4DYFLjaQR9ruipHcG6bofegDC/ti6srfUn04qJVuyqysu4WqSRWwLtGP+fdCW9OOeKAM7UpYlurFbTxpd6wpnF5cxSPEwhcwvtaN4UGA4LYG4g9ulAHoPiu2lls7lbeMvI0MsMKD+OR4GAAz6mgDhPEHjXR7jTIVs9ShlkkNvBBbr95ZLa5iLedH28vb3wOmOooAm15JrbU3aXxSuhwywI0N+8cRW4mtXYFPPuFIBUENgEZ79KAN/wVYWge4ktfFT61JIyR3tyAgVJbWLA8lYgByhAJHBx6g0AV/iN9quUittN2Ca4fErODtjsbMBmMu0jgnaDzyDigDN1GPX7K8t7jxBe6S8Of+Ecu0so3URwXxOGuGlduEnCdxQBo2GtWVlqF4usXtvZmTydTsXuGCi6t4rQKxidiP9SyHPoPxwAM17XLBbiwuJbmMWBE1ouoNwsEl9EhQylsYEgRhnt34oAXxzr+n3en3g0y/guTGnkXZiORFI2DjzBxkD0Jx0PNAFa6vobGexl1aQJaGBtIF05wmm3s6xEGVug89VK54HqaALum6hb32pmTR5Ybm2S2/s671CEgpJdzXCsEWZeCYowTwTjPqaAMbw7amLw6wZgf9GuZ8j0mEp/QGgDWH/H1pv8A1wn/APRNvQBzuoaxpdgzzeCfFUfmmU/2h4UlfI1W7kmwwtbN/mV5JD1Ax7baAOn1PU7S21WI6jeW9sjW0lpBJMwAmnN3EdqM3cgdKAMzVtbikvJ01vxrd6HFEI20yCJ44/t0c0WWcyzI275/lwDxj3oAzdCbQpNNkHii+uDaPdSxpfTBg7Ttc5VpmVflLEZJIUDocUAbngzWrs3MkKeIodfs1jF7Bq6YLWMpcARXU8fDGRcsDndwcjpQBe+ID+VHBLJC8kMFxHqmobQSYbRUkUsEAP8AqS4P0FAFm51/TdUimi0DWILmZoXw9q2fs/nowG6deA27oCwPfGKAOCsbfRbizjj13x7r1vJsTRL3QA0QaC4iAUoLFYS2FYdSDxyx70AdhFasNSdUuJs/YooFuGOWB+1TDczevegDhtHttIis/K8SeO/EFhMoOkanoSumULkjbbWvksxWZTkY3ZBoA6nXLzTtIutOW+vjFAsc+lRXdwe6xwAG5kAA+bHJwB64FAC29xDeXF9NpssclqIE0lLqI5TUblEkZjHKDg/Z1ZV4oA2NCnuo9KhOnQebcC0jlsof+e1wtmMDH+22BQB5lrF1a3NjG0PjTV73VX8m5uNP88mOC5EybhqGnoMKtux4yq8gcknkA7q61G30/VWfXL6O2gmgW3065nOEWa2kYshlbgEA7uoBzxzQBz9jrlxHFqk2k+fFmVJ7e5dCDFaSImZI43H8EDbxxyMcc0ASXMmlGez/ALH8VatqxNwk1w0kxkSEtby/61gMK7c4X5eM4XA4APRPEenTXVrOlqFMjxSWcAY4BlmhYDc31NAHmUNloV5BHFrHjzxQszbLC40Iuhe2vYip2tbrASBC469OOtAHbRf8hZ/+vSL/ANLJqALPjTxUumW+8S28cjMunWks33IZ5z96cDnEKgscZOBQBzfh3xB4Mtn3HxVbahqD4guNUuDl7gk/dgGMKuegGB0zk80AWtR1yDR9Qd9al8mzuIo4or5lO2C/sWf5JHXOPMjcnkD9KAJ/C99/aV5PcWYb7EI49D0y4Kkf2j5TMzMgbBwjvgHbg9uhoAs+O2MS28kkchhhuI9Q1F0Gfs1oIpFLMo7RFwT6DmgDNk8TWF9qdr/ZNx9pjWO4L3kYzHI8qw/LDOOCYgBuA6ZGeaAOT0620+xE0XijxnrukS+ZLIdPgK7by0nYkNaKYWJE6+hznjAPFAHqvhvS7W1tok017l4FQC2ecYdomGR5yFVwcHptBHcUAcBda1YyzXA8UeJ/EWn3KyvZ6bpdnK6mSxUDY1rBACWNwpzk5OeMYFAFaC/S303S3liuJFWeN3SFSzFfIn+5GvJ2jngZ9KAOntNUs9Vv4pNEmFxbwxSrdX6D5XubxowIw5xyiqzHrgYz1oAt/Dr/AI8k/wCulx/6XzUAcvqKkaVqO4Efv7o4Pobv+ooA9ToA8+0PxTaaY9zFrC3Ed0bibUdPtEQltWt71yy/Ydo5LA4PPB+9igDCt7F10/TZZn1GKCI+dqM1pnfa2txC43qFBO1WIzhScGgDo/C9n4eubky6Pq+s6lOilPtc8kjRwpcHlYXcYySOg6UAbnjLxJLp1uWtYt8zMtlbEqzLbvMfvzxxgkiBAW4BJxgdaAOe8O+JfDFqflv9Tu718R32qT2s+++kJ/icxcKp6AEKo/OgCS91qHQ72eTXDcR2FwsVzFfKpZbS+tU2FJUjBI81NhBIx6HNAFzwdJLdzXNwLaaC3l8qz0tJVIa4trFX/eMh6CdnOMgHAyetAHO6p4x03+1IZA1+YI4pbG7mFtN+6uHfgBfLyc46gEe9AHpMt6ojLxo7qFNyiAHMihc4Cnuw9qAMH4f6dJDZRG6RhPJnWNQZust1esWJl9wCB6joaALvjGNmsbkRozMYJkRFHLsbduFA9TQBia/bym1swkMhIns3kUA/u1SVMlh/s0ARtrlvpN7cnXBPb28/lXtjqBQlHlhgCGMuoPzfKCPX8sgFSzWz+yXD+JtF1FrO5uGvDYmFy9vaSCNQ11DHyNvl7sjkcY5xQBa8HyPHcyR6RqOpXulrGJla7Vv+JffvJ9y1upFBYNHk9W2+vNAGn43hd0t/Kjd8XdtI4UfdRblclsdlFAFLxLazNqenNHBK0a/axPKAcQmS0GPMftvIOPWgDP0XxDFovnx69Bqpm86XUbKSKB3/ALXhun3AwSRqRuJOCCRg0AR2+g3lrbacl3b4mF0L69ijHFo1zHcMQcZ4hZ8dce9AHQRQyf2o58t9n2WOMSY4Li7m4DeoFAHJ6nDcJpt5ssrmR/tr3UVuindcIurIf3S4/iAoA27vWotXmtl0u21FTFN/a2qtPA6jTlggkGyV3UAtI744ZuhPSgDS8Hwur3nmRuubt5Iyw/1iG2h5XPYkUAZzatHpN5ctrMN2lvP5d5YXsMbuDJbwKjJMsSsQRgEZGCPpQBo+CLa42TSXVpLbCed9XtbeX70VrJGir569jIqZx2zg0AU9ZuX0+/E93BcNYvB/ZF1cQxs5sLmGdmUypGCcTByPudcc0AGvXralaiTRbDUJvKmi1SC3kjKNqsdlKjH7KkmD8y5xleSMAUAVtQ1iLWpbdNFt75kjmTW9VuZoXQWSWmSFzMo+aWTA4B4ByR1oAs+DLOeO5vzPbzRq04eF3UgTL5I5jJ68EUAY0el3n9hwp9huvO/0fdbbDuXbfxnmLGeF56dKANe+vzpd9JJfWV89lNFHHJfwxs4sLuyaQYuI4gSBKrjB29eKALvhKGaSS5mktbi3jnkSSxhnXDtb2tuibpIjyPOZSQCAcdRQB1FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBlXnhDRLhy2oeHtHuJTjzbiaBGaTaABvkZSflUAdaAJk8PaYsRjj0jTltjzJYrEuyQk/xQAY5I9KAHWehadb4+waVYW+3cIBDGq+SJiN3l7QMeaVGfXAzQBamt4pFIuIo5EPySROARIp7Op9aAKmn6Bptpn+ytJ0+0z/AK37PGq+Zj+/sA6UALf6Fp11j+09KsLorzCZ41byT/0zLg0APOkWJUq2n2ZiJ+0SwFF2yTBgdzpjqGAOcZzzQBLNZwSbftFvDKVP2i3LqD5EwBG6InoQCRkc0AQSaJp7yCSXTLF7kfJDetGpeJeeEmIz3PegBjeHtMMnmNpGnG46NeGJd5BHebGeR70AXIbeKNQtvFHFGoEMMSAAQxoOBGg7KKAIb7TLS6XbqVja3Uf3zDOgZSy9yjA9KAHWen21uoWwtLe3jH3IYVCqmf7qKB1oArXHhzSpZA91o2my3Axsu5IlLpt6bZSM/L9aALhtYSwYwRGUAwJPgbkicgkK/oxAPXtQAJawqxaOCJZGwJ5QBmYR9PMfvsBOPSgCpD4e0yOQyW+kadHcHJlvEiUPIX675gM/N9aALi28QYlYow5wksoAzIqZwHb/AGMnFAFW/wBC066x/aelWF0V5hM8at5J/wCmZcGgCYafbAEC0twrfPOgUYmbAGZFxzwAKAJ6AKeoaJp92ANV0yxu1HzxJcRqwjYjqgcHqKALMUKIAIY0RRwiKMBR/sqKACKFEAEMaIo4RFGAo/2VFAFZ9E09pC8mmWLTkfZ3umjXe8JH3WlIzgjtnFAFn7PFkHyo8j5ImwP3StjhD74FAAkKLny40XJ8yQqP9Y5HVsdyBQBBJpVk6bJbC0eDobVkBUhvWIjHOfSgAtdIsYABZafZwBcpCsSKPKVuojCj+KgCeK3ijGIIo4x98qgAyzdyB60AC28QztijAPzzAAfvWI6v9RQBXttGsIQBZ6bZQKD56JFGoCynPIVR15NAFugComjWCljHptkruRJdyCNc3TqeDM2OSpHfNAE89rDKMXMEUq9SjgEZH+yfSgBYoUQAQxoijhEUYCj/AGVFACmNc5KLuGUV8cqrEZAP+0QKAEkhRxiaNHXqVYZBKn0PoaAI7jT7abH2u0t5sfc8xQdm7+7kd6AJHt4mXEkUbJ9wxEDBUdipoAjXT7ZV2paW6xn70IUbWz6pjvQBJLCjgiaNHU8OjDIYf7SmgAht4oxi3ijjQfdjQABcnso9TQAgtYQu1YIhHjy/JAGNh7bPQ0AL9niyD5UeR8kTYH7pWxwh98CgBhsbctuNrAZeiz7RuUY7P9PegBZbOCQgz28MjL88LuoJhbI5jJ6cgUAJPY28uPtNrBKRzEXUHyyf7hPrigB32WHBAgi2nJmTAxKZOu9f9vv60AEFrDEMW0EUS9QiAAZP+yPWgCSgCK3s4Ihi1t4YV++UjUAFiOpA9qAD7HBu3fZ4fM+5520btvpvoAloAjNrCW3GCIyY8tZsDKp6B/SgB7KD94AjowPcH1HvQA2KFEAEMaIo4RFGAo/2VFAD6AGLCgJKRorHmVgOZCo/jPsKACSFHx5saPgiRAw+66ngrnupoAfQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAJQAtACUALQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBi6j440G0k2alr+m283CtA8gzCWAx547bgQeccc0AaD6raKEL3kAWQiCxfcMXcjoSBE3fegJHr2oAcdRtxIEM6eeVN4sHdoEYAkewYgUAc54h+Imk2yTraa1prX0cclxDaMwP+kwRMdrqD1BHIzmgC3Hq9+8tsFuNHSGSNry8t5N3mzOka/wDIPwcYRnGc5OOnsAZ3h74k2V5czwzXtmJllNtpUcZz9sto4QSQwzyjB89PSgDX1LxxoNnIE1PXdPt5uMwyOAYw/TzfTI9cUAXdQ1ywtFVtSv7a3jY+TFNKwCu5Un754+6pPXFAEVj4n0q5iMllqlpJbLkTXe4BYfLHPmO2MbRQA3R/Fek6hn+xdVtLrbxMsbcxZ/vp1w30xQBVtviB4dml8u28Q6bJOT5KQq4/eSekbdCSfQ0Ab1AHPx/EXw27IsfiLTmkfBtUD/63zDgfix9cGgDR1bxBp1gm7WNRtrWPPlo8rY8xz2jHc49BQAWPiDTrqMyadqNtcQDJe4jbIj2Dnfjuo/GgCvpvjDRryQppesWdzMF+1PFE2dsJ287h/vDvQBeu9Ttbfb9tuoYd7Cytd5x59zLnCx57vigBZdRt0dUlnRZXDSW0J6zLBjO3/c3CgDIvPiD4dt2xe+IdOifc1syM4zHLC2CJAOmxuOcUAbkUyOAYZEdCBJFIpyJEYcFGHZhQBlah4y0W1YrqOr2kEowXgc/NiUHG1O+QD0B96ALlprdhPF5lnqFrLb4Mv2pWG1UTrvfts756d6AKOkeONDv2K6PrVncyAea0KHnYD1Cn0JoAZc+PfD8LlLrXrCOYN9ka2LfMsxxwY+vOR2xQAi3V5cXbLbahFFbQgLe26BS17d3C5AnLA7VhjweMFieuByASReONCeXy49csTPuNosO779wmMqjHglSRwDmgC1qniHTrIL/al/DBuysCt1mKLk7EHPyL14470AYXhHxi2oyXWLm0lto5BBp80XRrcxA5aTJzk0AaVl460K4cJY63ZTSMWjt1RuLlouvkP0O0ehNAG3QByHiP4maRaJOtvq9p9tjR3hicHb9tjiYhHmxjczD7u/cfSgDY/wCEhtre3jk1m9jiDKgaRv8AltcTKOIo1HJc9gKAJtI8SabfqTpN9HOB8k6YIa3Y9p4XAI3e6igBNcfVwg/4R2PTmnLKkj3ZbbBbnq2xMEkdhuX69iAc7Yat4js7iGLxLNpV7HOXjtru2Uq1nNbwlsSxnIIdVPTBB60AdpQBzbfErw4H2trUQbd9maUq+wTBsYN3t25B/wBugCj428RSWzxLB4ptNKyHuJFaEyPfOu3asNuFb5Sd27GG6be9AFzwXrk99G73erWF05fyjbWgYLpfloo2kSorZdssdwyM4HAyQCez+IOgzyiO01aN5STbw/KwW5ljzkW9wyhWwQejGgCTWPG+jWDbdUvykmPPMMcbuY4vWVIlbAOD1xQBqWd/b3CK9jcRzRMPNgmQ8SI3oaAJ6AMDVvH+hWMmzU9TEcoAkmVUdhbLIePtMkakLu/2iOOelAFvVfFWl2Sq2o36Ir8WgQFmuuM/uIowxIVeeAQO9ABaeKtLngaW1v0e2UM91Ngg2wtwdwmiYAgxgdCoPtQBQsviR4euHVbPV1dnwlq5RwlxIy52x3LKFyemN2c8YzxQBm6r8Qra01ARXl5MkAhaW4jSF2/055Y9uXRDwIi3Q7Rn5ucUAbuseL9MsCBqdxOjEeYixwyP8pJ6+UjdwaAJbfxTpctv50GpW7WeDObzOAiL13g9Cp4wRnPGM0AcpqPxLgluLRNAvn2ySBL6OWF1M1o0ZIMInReGI6gH60AdBrHj3RLB9mpagyy4+0PDHHI5iiPeYRK2M++KALl34m0yCFZZ7+L7O21bWZMt9raY8C2RASTJ2ABNABpXiWwvS4sJZy6ER3cM0UiNAzjjfFMqn5gPSgB2r+ILKwUNqc0kaFhaxbEdjJM4OAkcSsecHtQBX0Txfp2oF1sZLhZo8fbrK4jZHtDKDjzYpAPvAds0AWtV12xsUDateR20RZbUTPnCyynA8xh0Ge5wB3NAFDTPG+mXcvlwPdxTbftVvHcROn222B+9aeYoyM+n8qAItT+IOk2jML06iFQ+XfXi28pjsWIGPPuQmPnJA4J564oAtax4w0qwCHU70osh8ixMaO/2qRhwIliVvvA8evagDnvEfxIihhhe2/tG13zx2lyk9s+6O1jnXeHjKHBeM8fxH+DkcAGnd+IUna1Om61LbRySMv2Z7Z92rRRRtlQHTK7SuckLxznHUAkvfiDpMMzRKdRubtNr3dnaW8rm3jlUEFyiEY2sO/60AdFQB594v+KdjHbTf2Ne3STANDp+oiFvKnu0bBW2umUqSnPfHpQB1us+JrKx2i7NzJK+RZ2dvGzvdmIZPlQxgnEY6ngDuaAMrUPF8VxY3Evh+9ZJY45JfnTDWF3bxE7bi3kHBUjuMdxkUAb2mTvJFG0zbnKLLI3953QZ4HqaAMvV/Hml2TlblryV1AnvhbRO/wDZsEnRr0xg4BHPPPoKAF1TVUb7M1j4hjtopJVjjKRhxrSSRsdiSfw+Yqk7u2KAF1bxvptnJsl+23E+PtEtrZwvI1rbk/euFjBwM+vPoKAJLrxpo8MCzT6lF9kcqkF2oJDGZsDdgcYPXOMd6AEtfGFlJE8k8OoWUEf7yaa9hdN8YGcxK4BII9B7UARaR45069k2W0eoxOV+1WhuYHQahbKR81o0ijIGR6dRQBT0HXYbax83XPErXsSl/tGqyxbP9XOVx5CZ+64wOpPbtQBas/Glndq4gXVLGUI14Dd2zqY4APvxh1wQpPTOT6UAVtJ8UWlrp8cur6893FtB/tF4irXrSNwBbLk7u3Gc9fegC7o/jbTr2QpEL22uQPtDWF5E0bvAT96OOQDIzxx079qALmv6qbO3kdIbiVlUukcKFiXPAIiXspOT6Dk0AcDZa3cf2Q8t74m8QWkjeVJcandQAmzkmaLJ02AKmY5N2AcnuVoA7PVvGVjZyrHcR3stw6m4tbeCMsZ1VwDtC/3c5OcAAEk0AS6T4psb2N2tGnURs1tfQSoQ9pNCORLDjOcc96AM60+I+myyIslprNr5h8iwuLq3dEu5CuQIpnA5kA49aAH2N/dy3t2jXbrGkdubJcD/AEWS4WbJUEdWIHXPSgCvoniIQWMLz3Gs61u+UXcNuTJcByxBltY84CAYzk9s8mgDQ0TxpZX5lFtbanDJFtN7BcwsrR+cpI2xEZyyjPTPT1oAqw/ESxMiJd6frVj5jfZLC5vYGRby4P8AChfkFu2VXPbNAFzU/GVlayeWYb+6uNn297W0iZ2itgcbpAo/iIwOcnsKAMnwh4xjntZp9TvmW3E08kU0wx9nsI5DtDIB/AmBjBP1NAGjYeObGeREkt9Ss5JAZrAXkTIL0L1EDN3Uc4645xigDeeRVBMjqqj53djwigdWJ9BQBzFp8SNNldB9l1aGGRha6ZqU0LCLUZpDwIJv+mvbIUHtnmgCfS9RuHvrpJZ3aJEtpLaE9IWnE2dv+/tFAGjrVnqUyAaNqkdjJuBmuWjDkW4zkQI3GTxyQR7UAcpZS6tpt5BDc+JZNWimEjzw3CKJNOEEZIdXQfdlYbfm4z0oAf8AE/XtesLV5NBOnxRqFF1dSEmSNpZlUfZYNhHfqW+gyKAO5oAzNZ8QQWSr5sNzPKx8iysbdcyXsgUkiFCR9xASSSAB1NAHL+HfF9xeahOsv2+3gSGOQafdJtNnOXOS6/7Q7hmBHQ4oAvxfE3TGILWupx2hb7JDrjxjyJZd5A23Abo7DAJUL70AdZQBwnib4lQJBcf2da6vtVJba312KPMUeoIhACygk/LNhc7Nue+OaALyXO6ey8/VtUSRoZLj7GmPKv2iijybzvlfMyOCPp3AH3/xGtIZJFg0jXb0RER6ndWkIZLFyucOxYElFOTtDYoAsG5DX6AanqS5gN4mm7QI5FSYDdNu53DeBjA/pQBSu/ijp0Rk8vTdbubeJjbajqtvFmK0ljPzBn3Anye+EIFAF7V/HNlaNCotr+8edXn0tLRA32oW6Kflyw++jZHbGckUAZsfxTtHJW08PeJZ7lc/2hp0cK79NAxg3OXA/fA5GHYmgCHxH44tms4J9L1CZLVp4DcToGybRLob1ZAM/wAJBABz05B5ANbTfHVtcT+VPpmr2E5U3Nkt7GFGoRRnn7MQx5QckHacdqAIrP4g29xKyafomu3GyVtFvbpI12WVxDJgmWUuOAPm4BOOoB4oAkv/AB1BE8i2mkaxqHlYOpTWaKRZuw+6d7qSyrgkKGIHWgDa07U7e7jSSwlEkLqLiCQfxI47j1H5jvQBlal4yigkZLTSNX1GVFF1fJZIp+xo/QSNI6fNKOQBubHOKAMfwn4vVdNWfWJryTLSsAwLSTM99IFSOPnk/KoHQdOlAGzp/i+KabyrvS9T0+4KfbreK7CYu4VIz5EsTuMxkjI3Bh6UAb1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcNJqGrah9o/s6x8NR2SvJpN5HqAYtqbWg2sZ5IzgLkYGVc459qAMXTZibHSTLIT+/ijDMewtpwACfQYAoA6eWRf7XQB13CzkdkzyqtexYJH+0QaAOXs1sJNAka7S2YtFNeXjuBl9XZm5kz/ABCfGPTgDjFAG4P+PrTf+uE//om3oAPA/wDx9aj/ANdx/wCiRQAvgq0tJbe4OqxQySvPcQeIjNghmhmYbZGP8MMOMDJA7cUAc/Yw+bY6WLxXkT7Un2YS9WtIkuPLLj/rkENAHQ/EvzTHbCFbNw11FHJDdMRHOBHIQLtlB4MoXscnAoAfY6Frz3sc2rweHbfbHJYTmzdy99FIyECXzI14gdc9e9AGZp6ajoYgjnj07VNJMiafpV+mFl06W8kO0zpyrAFsZXaepPpQB6NQB5Tp9ppyeHSZYLdVMD3e8D72o5O1iw/iEwXn+lAG3aNnUrcaq77xZ+ZpySnk3ryjzPlbnd5YX8M+nAAkiKt5f/YWzGbeObU1HSHUykuMD1e3Ck9e2e1AG74HhRLC1EUaIPIikKqMZeSFSSQO7sST6mgDH+JKnFkcHaL62klbtEmX5c+mSKALWsTIdTswJELiO6kePPKI4hwWX0Yg/lQBnfD2whcah59tGwe9ubeYsP8Aj4gG3hz3AJb8zQBrfDiRm0628x2Y+WEBJ6KuQBn/AGQMUAZemxxHWrgskZcW8XlMQMopfnYffjNAHM6yJ1sr8WqRJbfbQJHZvlNs8kO8ADoqy53YOOWB6GgDpdQ0PxHdzWzXQ8LQRxTC8t54JJC89rsYMkMbRgfvoufvdvSgC74Js4hNfuqASNdG2lf+9HDbxkAn/ZLtQBnzNOG1f7GXEu1TbFeomGkrjYfUNQBB4jj08aIDYR2pQRxS6V5YHyXxZcG3A/iMhPvnOe9AGvaPEdWm+2qolFvEukFsfNa+bJv8r/toVz+tAHHvujg1n+zV2EO3EI+4DF82Avtuz+tAHTeO2tDpynRBC5DQf8IutuRzdidAn2L6D07ZxigDuqAPL9NNo+hT+ctsZDHcyaoG28atufPmn+8JNu3vjGO1AE+uteiXTP7PudOibZIsLXoYxm7a3iC/u0ZfmKlwvPrjrQBs6F4c1eO9km1i+0VmaJbO5trJHXzXST5XnEjN91Qy9R+lAHVz3kEWPtNxDFn5I97Ab29FzQB55d6Gml39s8evahqM0zvpwsdQcObK1mRmZ9NbAKiIqoPBBBwaAPQ7icRqzMjsADKyqOWCD+AepoA8j8U6hr19pTz3mt6HBayIJhpccWcRO4wv25n++DjPyDngUAdFOrtqtmZnjmcW0kkk6ch3O3LRkDo5PoKAKmswTh9WGmja5ghutgz88r28wYxqO8kaADHegCz4qexOlR/2XEhLCBPDSqBlL53TZ5OAOUPXA6Z47UAXdc0PVUuHm8H6xYLcbUh1jSbvBS7jhDFS0i8qQpOOx9RQBqeH/FlncWkUtybWwjb/AEcRu6hYpkcrthk4BDMvy46jpQB0FAHFeArtFS7N/LbpOtzO+qv0EYD5BZn/AIRFjBPGPpQBI0sJ1ZDO6MrWpOjOSMPL9pJf7Pz1aPYenTpxmgDD1eJ/M1c2wiEH2UQ3JUffv1s5D1HdYyM9+RQBLqMajRLchFBCWM0TAf6uQzwcofU5NAG7L/yFk/69Jf8A0shoAjuNT1m9upotE1Sy05IBGLiSWAyNeSXcZbKKXUBVXjuSQaAONSeQaZKbqeG6i+3F9YuYsBbm0/tFSzRcnAlOO5wPagDpPG9xAbzTgssJk84zIgIz5LRdVHoT+FAFvwnc20U9/wDaniimE5vLlpOCunm2j2s7t/CMPjnA5oAxdF0e1urNRFq/9nL9rm1Hwdc8ZKi4k2+RBL1EkbNwRkjmgDofC/iHU5JpoPEEdm9xDsmF9aAhLu3uQcedG2cNxkjOP7vAyQCTxPrOoRzW8Ol3FvatMXEuoSpu+zpaoDtt0PG+bPGcjAPBoAxvDgmGqTC61uDUpFt44Jp0jVTCy3D/AC3KxkjcByeF64wMUAX/AIkT28cELXzRrCLm3lumfosCXAz5g9AuaAH65NFJf2H2dkkcefeMyc7bJrQjJYfwvIU78np0oAwrrVdTvbW4ml8V2Wn24M9gNMaFGECW7su28kds751GcAr1HBoAfYRqy6L5iKw2bwCOjLpJIOP9kjNAG748YBLfcQB9rtSSewF0vU+1AFfxhctFd6eYwpPnPAc/3ZrZgfyBoAn8ORr9u1AhF3F4EZ8csq2CYBP+ySaAOi1JZTFJ9m3+ZsYQbevmFDjYfXNAHmmp6pp3/CPALdWg/cR2Hl5AJv41Tcuz+8sgOeM96AL/AIgh1E6vH9i1a207famCxup4g4uLmG5JZLaIuvzFGUnnOBQAlxoEtvb6m934mttTmkhaO9jhjCjT57SycYeISPguhXPQ8UAdxov+oi/65p/6LFAHnugWutfaL5YPFOn6c4uHv5rWa2DsbGVF2OZfMT5TGAOhwQcnJoAs/wBkRWdvpyW2p29/GLsSxXsIAWdJo7lv3KKzDCbsDDEcUAQ2Nnq/9o3wtPElhp0paK72S2wc3tkLfCtFIXTiAAqcZwc5PqAFzocFvaQBNUstTje/ivJLmBFCStPfDcscSswwjZGM+1AG78T4ZWsWKf6tXivL9cE77OG4Un5QD9zqfYUAdMms2LMqxahaPI6m5tY1cE3MCdWiAPIGaAPMEZU061e6GbaO9a81MnOI7VdRnG6TA6RSlSe3H4UAehXeqWV0kken6jYz3BjZ0tY5FLFGBGSgPTcQM9KAPPNOdI7HSXvmxaJKpvCekE0sUgR5mxwI5SMkkDmgDpNRv7O71O0GlXEdxLEs93qUkLZFvYzQ7QJ2U4/eTbSByeM8dwDqNa/1Ev8A1zf/ANFmgDznxZ/yLi/9cLT/ANDgoA6meNTq0e5FJFpK8ZI+432uIZU/QkUAYk+vzWcurNp8QknjEF8iMCQA1gvLAdk2kmgDO125lP2LzvHy6mzXNtM9mkcO24AuFO6AxKCBHkdWbPfk0Addo3/ISvf+udp/6DPQBz+i+LY9M0e2ZfJe4dVsdKtnOBdXcr4G8+kecnkcd84oA0Emg0bT5m0u8tdQvVRtU1G5DBje6jIOXmC9lboOOBjPegDC1u93fYvM8eHU5HuLa4eyVIds4Nwh3RLFGGVU/wBpz2BOaAOj03VLW11C9GqXUFu7CC/s3nYDzrFINp8pmPSKYNnsCfc0AcuXju9OuGtWlmt/tz6neJEpJn05NQVjiMg/dj+ble3IoA6bxJq9pfPaJol5bXUxnj1dDCwP2fT7YEu8jLnAaM7RnGScCgDe8VWk01ncLaxNJI0MtvBEvWWWSBgAv+8TQBwIgttQtoFuPiNDDE/k21tpyRQ7lvYmUqu0gsGjkABGR7jrQB1mjf8AISvf+udp/wCgz0AbOr+JNNsAp1i+jtkZhawyuDt81h/y1kAwB7kge9AHnlrZ+Hra/gPgC8gmnkZ016G2m8xJNOZCS10SzbTHKFxggZ49AQDZ+K+q6WtjPHfajZJOyCe2snkAecrKMGKHOSA6+mOOe9AHY6fq9jdqW0vULO7jB8l5bd1YLIAOGdCeQCKAOZ8T3Udve2cl+6xWw+0Wct1IQFt7q4jTb5rnp5gVgPy70Ac9HOuoX9+NDu45Wa0FlaXMZ+U3JDD93J0Ox+Mg4zx2NAGXZaZBfafFHrHxGeGErFpVxo7RQhrW8gK4i27Q+YpFHuRyeKAPZKAPKLHxFYw6JJHqF3DBeLDPpFzYMcyJfbZRh4hk/vMbs4xjknFAHQD/AI+tN/64T/8Aom3oAr+F/FWl6dHNH4h1OzsrmOeea6Fw4VtRSaZmEkELckTRsMYBz2oA1GkVtVjKHINnI6n1BvIe1AHB+HWeC2eLWviWulSI01nqOlzRwAgvKxJhMq7iLlW3AgnOcLQB1UGjx2l1pscdxJcKkNzDBPIOWRUgxx7Lx9KALfh2TOqah+5VMC0TeB/r/wDR5Dlj7Zx+FAHL/a44NLtmn37FvRcS7QSdkeryE7EHU4HYZoA6W51uw1G+s/7D1KzvRH52pXr27hhbQtbFB5pUnBkeQYBx0NAFvwL9y4/6+7r/ANKmoA4/TpZ7Sa7XUfHsegH7RLqNtZSRwf6XZ3bblkhknXJ38jgnGMUAd94O0e0s7OFNMuri4gC+fbXEww00dwS2WQgY+9wCMgcGgDmtO16x0q9vR4k1OK1LsmsWMs5wLyzWEDFux6mFhtwOeOBQBz6JLcaTayWU91FEl3/bN3NCAWisV1GbLLGwIPklg3KsOMkYFAHT6fFod3eQsnje71e7hWS5sYVMJSKO4Ta3nSW0KjJGMAuD6DGaAO7oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDBn8B6JJIzy6e25yLi9hWSQR3sqjrdWasFbcOuUOe9AEsng3SHthBLp6tZrhYbcs37ry2yNk27OVPfdmgCLSvAuj2Upl0+0nFyy/Y5bmWaVy8BZTg+a7d1FAFe4+Gnh2UuZ9HVg5aa6g8x9kk0qYLC1DbQxHcKGB5BzzQBsHRLMvGxth5kStbWDgn/R4pwoICA4+YKOoOO1AFZPCemrOZoraVLkkSTOkrhZ5FiKgy2wbaSqEjJQn8aAKuo/D3QruQvfaYWkbAuSkkii62j/AJeIY2AORxypyODxQBp3GiWUojEtom2Jhd6ei5AtZokIGxVI4VGIx09qAJL/AEy2uo2TULaOeFh5U8LjiRT/AIH8R2oAztK8EaNZFjY2B3sptZZJpHctAxGVDTM3DEDI6HvQBWsfht4etnVrTSirqfPtVaWRltpOeYbd3Kgrk4wvHbFAHSUAcH4W+E+lwQQ/2vpUZu1Cy3apI+yS6jIOZoFYKSpAySpzjvQB1GteF9N1BQNXslmCnzbdwzK1u/8A0xmjII3d8MM96ADT/C+m2sbJYWSxxNn7SNzE3BdcEzTMSSSvGS2aALtlYw28aJZx7IkVbW2jyT5cMSgAbmJPyqO5JoAj1LSbS8jZNTtY54W+WaF+jgEHt/dIB9qAMvS/AGh2cgfT9NKTjKrcvI7NtkUAhpJGPGB06Dt1NAGrZaXbWwb7FAIwztfTgE/vLidsk8n+NvwoATTdJtbONY9Oh8qFB5VvFkny0H+0xJ/WgDk7r4cwXl9NLrNrHJAY47ewZXZXjmj3biksZBHHH3uaAOosdBsLaIR2VjClvgxG3IyJFfr5u7OfMyc5JJ70AZ+leANDsnDadppSReLdnkdvsoKkf6MsjMBlSRwBxxQBq2ml20Bc2kAjMj/brsgn99cMijOCe6qOmB+NACw6dbxs7QQIkjkSXcg6ztGgA3/7qACgDItvh9oMMokt9JjWQH7RCu5tlvMf4oLQttBBJ5CAjtQBY1rwhpWo7Tq1j5rJlraZHZWh3jB2TRMpww7ZxQBLpXhjS7FWGkaZbWyNgzxxjiUquPmH0oAo6d8PNAtJA+n6SkUgy1uN7lbVpOptrdmKgn2UUAdDQBz1x8PPD8sjvcaNA8j5+1glts7MuCWt87dxHfbu75zQBoaj4c067i8vUbGKaAYEcRz+5MY4MTgggoO4INADdG8L6bp4YaTZLEWw1zKWZnuCg486eQknYDxljjtQBNqmh2F6m3VrC2uo/vCOVQdreqE9D9KAM7QfAOg6YSdD0a3t3PyNPks2wnoJpCTg/XFAG9QBzX/CsvDWWJ0C1O7LyRksVRnHJggJwu8ddqjNAG3HpNojq0drGsip/Z8Mo6x2pYHavtlRQA6LTrdHZ4oEWVwsdzMOsywZxu/3NxoAzLTwPocEgez0WzilBaWGRR/qHm6mFOg3+wFAD9Q8F6LduWv9ItZZSPs80+MGeHHSZlxkYHfNADNX8I2t0kKKEt7eKRNQFpEo2zpag4Qp0C7iD07YoA26AMPU/AmgXsm/VNCsbibhGmdeXCdN/rgeuaALeq+HNNvkC6tpttcxA+ZFFIOImA/g/CgAtPDemQRGKz0y0itmBjmtUUbZllXB81e+9eDmgCe40m0lj2XNrG8I27YD0HkMCv8A3wyg0AVtU8LaXesjarptvcOnz2kjjmAkj7pHuBQBFq3gvRL5g2r6JY3Mg+RJpFGdgPRm7gH1yKALNv4f06KNo7fTbRbdi0k9ptGyUzHndEeMP6YxQBQ0/wAAeHrVg2n6Bp8Lg/aIpVTmOQKRlXPoCf8A9dAE+reDtFv2DaxotjdSD5I5ZUBIQE8F/QEnjpQBYvfD+m3MYS/0uyngA8uK3dARCoGP3K442jpjGO1ABpPh/TrBNuj6dbWsefMdIlx5jnvIe5x6mgB2qaHYXybdXsLa6iz5gimUEJIAeUz0IBPI5oAZp3h3TLTH9l6XZ22FFqpiQA+SrE4LD/aYn3PJoAqeJvD736RLG0ACzQ6lcLL0lgtZQSAMHlwMenrQBY0rwtpNiWOj6TZ2hf5rgwqB5mCew7Lnp0HagCGTwRoLy+ZLoGmNcfea4Ma5d2PVxjkknrjPvQBoLploNmyxtV8v5LDCD/QV2YxbccfJxxjjigBNR0mzvIymp2kNxCf9ZDIMhip9PY0ARQeH9NjWNYdLslSL5tPTYP8AQm9YCRwT69T3oAtR2cCMxht4UdsPcyqoBuGRQAZmHXaoA57UAS0AY7eCtCMjvJ4f0t5n/wCPuZ4lJm3DnduB++Ovr3zQBb1TQ7C9Tbq1hbXUf3hHKoO1vVCeh+lADLPw7plvGY7LSrGG3I8qe2RBtuEZcHz0xzvHXOc96ALyRqoAjRVUfIiKOEUDooHoKAMzVfCWj3zK2r6PY3TrxDJMgJVQehJ7Z7HIoAo6n4au7m4gP2m2gsICL+K1jX57m/VXUBiRgJFG3GOTznHBoA0tV8M6VfY/tjSbG7x/qmmQExDIP7tyONxAzzz3oAnGlWW1VFhaeUhWS0g2DbavCflMKY4MR6YAx2oAssoP3gCOjA9wfUe9AFDT/DmlWhJ0rRtNtGPySvbxKpkUHo5QDoaALEenWqIUis7ZITuD2yqAriYkndGBj94SSeOe9AEOn6Bptpn+ytJ0+0z/AK37PGq+Zj+/sA6UASpploseyOxtVt8eSLQINgjPYRAYx+FAEenaFp1nn+ydKsLMHBmFvGq+aV6bwgH3c0AW3jVgRIisp+R0YcOpHRgfUUAQNplo0YR7G1a3AEKWhQbFjjxgLFjGEwMccdqAJDZwb9xt4fOANutxtG5YWYEqJOuGYA4zigBFsbcFilrAHfAupAozchBgec3faOOaAKcHhbR4v+PXQtKi+YXR8uFBmeI5DHA6xtyD1HagC+tvEGJWKMOcJLKAMyKmcB2/2MnFAEH9kWO1V/s+z8pfkt4Ni7YFA6RR44wPQUALBplpFn7NY2sWfkk2IBvX0bAoAr2vhrSYM/YtF0yDJE7+VEo3yxnILbR1RuR6UAS3uiafclTqOmWNyy/PbvPGrGBs9YiwOOaALMVvEmfJijTJM0m0AeZI3Uvju1AFWy0LTrYsdO0qwtnbm5kgjVTcEE/61lAzyT1oAu0AUYtA01JDJDpOnpcnPmXqxqHk3dd8wGfm+tAFtYUBJWNAxwJHA5cL03N/s5oAJYUcETRo6nh0YZDD/aU0AVtP0TT7QEaVpljaKfnlS3jVRIwHVwgHQUAPuNMtJTm6sbWZvuB5EBIUHoCR60ASW9nBEMWtvDCv3ykagAsR1IHtQA6a3ikGLiKORD96NwCGwe6n0NADYrOBP9TbwoceSpVQNsYPQY7AmgCIaRYiTeNPsxccoLsIu8K3UebjPzfWgC1QBXbTrViS9nbM5HlyyFRmRCMYdsdCOKAJfs8WQfKjyPkibA/dK2OEPvgUARTadayEG4s7aRxwkjqCUAP8LEdjQBL5KZz5ab8eWJMchCegb0JoAjl0+2dg01pbvIMeXKygmPaeNjkfwmgCRoUJBaNCwyI3I5QN12t/tYoAFhQElY0DHAkcDlwvTc3+zmgBFtYQMLBEFz5ixgDAcNnIX1Dc/XmgBILOCLP2a3hiz88mxQN7erYoAdHCiZ8qNEyTI4UfedjyWx3Y0AMnsbeXH2m1glI5iLqD5ZP9wn1xQBNQBFLZwSEGe3hkZfnhd1BMLZHMZPTkCgCWgCKCzgiz9mt4Ys/PJsUDe3q2KAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAalADqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDldX8WazHIyaB4Jv9R24W4upZUiRy65/0SSX723ocDANAFnRfHNjd27yypPZJEXt9VhuBhtPntR8wkC5+6Px9s8UAZdr8Rbzcjav4TvLDT5CsFlq0kqH57n7v2u0HKiRuMnpxuxQBveIPFFlpse/UTORyIY4kZjNIqk4+QHGcdTgepoAtaRqa3cMckcbIsiJfJG3WNZ4wcMR/dBoA5aX4hapIWbw/4Jv9Rs1Z7eXUBNGpne2Yg/YrZslgGBA6ZPA5oA6TQfENrqUCS6cZPJceZGHGChViCJACeUYEdTQBpUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUANSgB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBzWr+JrtpGh8M2aXN4AHvLiU4i0VZV4N445LPwQoGSOSQOaAMDxL4UWx0u4X7TLO7v/a+t3YUA3bTXKGQpEvQGIEAc4HegDW+JMkbaZcEPGylB5LZGJGd1xsP+2xGP0oA2b4TC1f7WQZfKYXDD+KXyTnGPU0AV/Bf/Hha/wDXCH/0nWgDiNB0LxFd28knhfxDBpFpMzX+k6a8W82iysck3RPym4bJICuFz8vNAHU/DqWH7EiwWS2piL6Vd26tuC3dtIQxSUdfNfLfjQB1dABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEcfAH5UASUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHJn4dASSNaeKvE1r5jnULiGB4gomkAHyKYT91QB1J45oA1tP8OCGN0vtT1HU43ykovijfu3XBUbEXhx65oAwbH4VWkTp5+s6zdWkTC60nR53BjspEzjdxkiEn5cnjoc0Ab+u+HzfJtOrapZLyJTaMoNwjrjEpdG4x9KAIPDfhNdMTbDrGr3kWFgtorx1Iso4QcC32IvBB756DFAGO/wALwhI0bxR4h0y3Zmnm0+2ddsTTdfsTMpK5bJ6nnpigDRuPANg9oLe2uNRs7cYZZbaTD7hJuJaVgf8AWOSTkfSgDoIo9gADO2AEDMclto/jY9zQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIrf7ooAloAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAht/uj6UATUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARxdBQBJQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBDb/dH0oAmoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOPv8A4saPbyukkGrySI32a4aGBmCyADgOvsRQBof8J3p/2U3DwailuCIdjxMHdnlCjy4DydzkCgCCD4j6czqt3Y63YFz5FvNfWzxpJMei+c4Ay/bnmgC/P4u02K6W3uLgpdOn262RhxNHuYYV/X5ScUAW7jWbeKaOOUv5sgea2AHBW1C53N7bhQBi3XxF05JHS2s9avnjPkXrWVtI62s392SRB1A/znNAFtvGdkbdJrO21S8hc+XCtrA7OCN2TJABkBSpHI60AUNP+JNldPttdH8SE7xYTu1pIFs52xxdSY42BgTnGByaAOroA49/itpAm2fZ9WMQk/smTVxCfIivt+Nj3RxyG9sd845oA7CgDMg8R2clw8Ku63KKt48TjHnW8v8AFAe4RuD6GgBYvENo9w0MTSNOiC9usD5YElbgPJ6uOcenNAGFqHxS02F2Wz07XdSCEwahd6fAXj06ROouJsjlBycbsd+aANVvGWlfZTcQXgnswv2gzxAn5Af7hwcqexAI70AaH9oReVvy3l7ftmcc+Vsz936UAYup/EHSrO3hmv2uI7aYxx28m3mEXcRYGdQeioDnGfbNAGnq+u29lEZLrzHjBSL92ASxuJVUbckdWYd6AINd8VWenhftaXU0rkw2FjbIWkvpVGSIIx/dHJJIA7mgCvonje0vZGj+w6pZXSj7TLY3ke1jblsbkZSwILccNQB0FAGP4g8VWWmoGvhcSMx+zWVnbrukv52/htoR1J+oHvQBW0fxrHdymOXRNfsJgPPVbyHCzRjHMc6Fh8uR/EPSgDoaAM7RNcgv4Els45kjcefEkoAZVJ/jCk/zNAGjQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBFb/AHR9KAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzXS7zxNHLef8ACOaXpF1F9qbzPtErKwmNvFnaoGMKoHfOT0oA1/H8l1/ZpN1bxm4zbPPBEeDcfbYciKRscbuATj3oAxtf1fU9XcWd54dk0ppAup3F3POh2WdrcoT9kEO7LMVxjeCOp45oAreK/DjX+r4tpfKuUsl1PSbj/n2v7fUeCR6OMqfY0AX9M8Tpqd1Yv5YilCXlpqNr3sb2EQBlcex5+hFAFo6N4g0iWZ/DtnZ6rZzSNq11pbNsltbucDcba4bIIbGSDj0UdaAOo0DxFbajCJLNZkBzFNBKuGtLiM4ZZkPeNuKAMnwZ9+9/6+3/APSWCgDpbq7hhRmupVjjUG4nlbpFFGuSW/3QKAPHLNrgSRDVjc2Xh24m/tnSI2wStwzhkjvpRwqXkn7wDn0J6mgD1zStYtr2JZLB2aFx5sDkY3Jnup9aAOY+IEUtqiXWnqv2i2Pmzxkkf2jpkxAeN2HrwwJDYI4FAE/hrTLm2tHkkIlv5g2uXbKM5uZo/lSIelugVQPxHWgCT4dWsEen2/2VgwMa3Ur/AN+4nGW3H1DkigDjtYi8u11dbd2NuJPNtxjiK4uIY2cRn/ZkPT8e9AHef8uH/bD/ANt6AOH1q3tpdN0pb23EqNLY25jboweDkSqeoZMigCDVby4tLaa01aYu8T29zody551HR31GLH42hG0/hjjmgDqoN76xJ9qRPltU/s7n/llNcHcduerOoHQcD35ALcvjKWK9jgvNBuIfO8xNP1EuhF0lnEWJ8tSSMZ7gdaAOnoA5/wAUeF574Rtp2o/Y7uFjeadcMoZS7IQRPEe0inHByOooAoaT4v1RLhYPFmkQW9w6mXT7+0YmHUWhXLCPeAQVUE4OePwyAddQBy3w1/5Btt/1zH/oRoA6qgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCK3+6PpQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcI3hPxVBLMdA8QaRBBLIdT8maEsUkdFHL59FFAGleeGtXvLMxazqdlJcl47g3USEL5dvco2PL9SFIoA0dZ8NpdSQPHMIJ4ZPtVvPtyWgkXDpjI4uU4zzjrigCL/hF/9P8AtP2z/lh/YX2Pb/08bt3nZ/DG33zQBUPgC3GoC6t7gxPsNtd2gXi6lYAbw+eDsAB+XnAoAin8P+Konf8AsjxZayQuWlWG/g3Np3mNn/RpY2XIXkAEYA4+gBseHvDsenxBEuJrhyWu727k63l3O2WZh23senb9aADRdB+xtOftPm+bM2rY24+z+ZEi7c5OcbM54+lAFzUNOhuonS6DGN1aznCnBMUyEHa30NAHAt8L9ZmiFvqviuOXSlAhjjjgUTSQQ/dVpm3AeVxyASce5oA7Xw/pM1lBHHc3qXJRRaxzrHt3QR8KGjBPKJgdefQUASa1pf2yCWPzvK8yN7HzsZ8nz4yM7MjO3PqKAJrK18mNV37tqrBvx9/y1Azj3x60AciPAutWhYeEvFMdlauzXRtJ4Ff+zXmJJ+wtkcFjnB4H55ANzT/CNjb27Q4lmjcP/aU0py2oS3QO9p39Zsn+lAHOJ8Ptf2eRN4z36Xt+xtH5C+dLZYx5bXHTmPI3bSfagDoNY8KpcpAltNHbRwyw6jGpTduisWyFjO4Y3YAz83HY0AVvGHgK21YR+ZObeaN1ure6Vc5jVgSki5HEmB34IB9iATeIfCLXjpJp2qT6dex5jtr6NQwaCTqlzbsQCrHB7YPQ0AQ6T4RvEn83X9ebUpwptNPVYhGmnwyY3eXCGbJmIGSTntQBb8Ow6mDOdYaUbpn/ALNhZgRDp0eAuzH/AD1ILevNAD/EGhXl2EOl6/eaZMh86KWMBln3DGLu2bG4Y9xg80AZ2n+Db37Qs3iLxA2oyxho9LhjhEaWZnXDFowzEl14+9x6UAaOjaJfW8k7X2v3F9HI/wBpsrWRQBpMYz8sLAnIIx2HTOMkkgHK6b8OvFVnGsenfEvyoUHlW8X2CI+Wg/2mYn9aAOnuNCv5JoHHiK6jjjDJe2UaALq8rqBmbnjB5xg/7ODzQBt0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBHH0FAElABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBk3Piixi87dJI4gQ3mpOiki3VUJ27/wC9sGcZzjGeooA0re4SVVaLO1gJo8/3XGeR9KAH0AFABQBWa+YShPsV2QVNybsAbItjAbZHznc2cgbemaAItH1q3voUksfM8px5sG8YJTJ6r74oAv0AFABQAUAFAGe2twC4EJWXzjG2pq2PlWCGRF+Zs9WZx2+tAFLXvF8dg8af2Vqt9LKHkt4bNVJVbXbnzN7r/fHrQA/Q/FtpfM6xQXtrcR4+22F0m14FlGQSASCHHoxoA2aAFoAqWV7LLv8AP0+4ttrtbReaV/0uJMYeLaTxJ2zg+ooAi1bXILMIbqOZg8kelxeWB8s13IAC+SOATz1PoKAL9ABQAtAHJt8S7LaXj0nWpbEN5D63GimLaDgug37ikZzlhGR+FAGnqXiVYZIUtLVruWbdLb7GAVLa3UFmaQ+m5cYznNAF+1uZnL+fZSQBWMELMQftcQVTuTaejEkc88UAF9dyRLmCzmuWysfkR4yVlkUEgsQP3Skk8jgUAWqAM1ddjNyYRFJ5giXVWl4wY5ZWUAe4KmgC/JMiDM0iIvQsxwAWPqfU0AZ+k6/DdrIY43jWOSTTJC+Pme0cgkY7EigDRSRWAMbqyn50dTw6kdVI9RQBj+IvF1lpgjOoiciSQWEflAExblJLyqSPlhUZJAJHpQBtUAJQBnya3AJUSMrKXLws6EH7PJboCRIB35oArDxIyG3W/wBNntp52eAWzMp+yGCF2PmSISDkKOh70Aa0t1CmPOniQk+XEGIHmueyA9zQAssyICZpERRy7scBR/tMaAGveQLjzLiFd3yQbmH75m7R565oAJ7yCLH2m4hiz8ke9gN7ei5oAloAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoA8502MDQ5t4XzjBdPqZ7tqBEu/zSO/mZ/pxigCf/hHrW/uLddWiS4thZiVrN2OJJzLHhjGDzsAPXpxQBVk8PXdxawi2EOpLBPcxHSL+Q41q0tLqZFWWU5ybdQuNyketADkutPvxYRiykh05/P87T52J3Xmn/KI5pNx3BX3nGSGwDjAoA1dY8N6cBaRWiOtobljLbRyNtIis7limCT8okXBXhR0wKAFSwgi1COK2hWO1+xyoLNeFAN3F0jHsTQBh6FFZ2OkxGOyS5eXytNYCV1W6nmuNql5xyqgtnIA4oAveFbO4tdQmje00m0jMEV59j0/IjEhmkG5oiBhjyOByME8mgCTxPFc3V/HFJpOn39t5D6hBZ3kpSOS7WYKS6LFJloo2G3IwMkjnFAGZJ4fuCbGHXp47iFprjEEUzur2MdvIyR3FwwUsIcBTlcEDBoA6LwlCkFxexWiiK2SSN7K1X7tp9ps42YQL2DOScDgdgKAMLU9Jk1C9ulvdG0e/WNY7ayF5cuh0+2nhBL2kaRSYLy5+YbTxgUAXdEtr6K+t11i6iuLgWLx3VzGSRcut3DyHYDO4d8c0ATeLra+lvrMaTqMVnLsuiLh4t4CgQZHlbl+99aAMhJtTFpezXF2ZtXRH0Sby02/YIrR3Km2VT/y0jfzAcn9KALGl+HNRtpIn0DT/D1jB5MouIba4eRtdV41KOVaGPLRS7fmJJIJGaAKGl6Bogg06aOK3a+kkjuZ78HL395dRsZPtEnfD56/d6DFAGzd6NNeRSrbXNkrC7a4+yXefL1gRj/VXQHZ+vRuRyCKAMfVYNLu7eAHw/bWhjvotLu9O4ZLeZ7hd6wEDBWVGH8IHYgcigDor3wnplxdxx3tkktrHb7LWwb7ibZ1AJi9Y1XA9qAKH9laZdS3z+KFgEsTiC2uZDzo2mLaoyvZNn5Szl2ypBz9MUAdFprXdzp6fad73L26mfdgGS6mthneOMFnPtQBlaP4l0aPTEa5MEUCRDTr2wc8w3Ece0xSIedzMCMYyfSgDFsPDUSTaWur2EEs620qT+eilopLaOAqrEj/AJdHY49O3WgCO5lYR3YLukLajHaarICRs06UWwfzZVIwrrwTkDBwaANjxnpml2tlKuj2Om2p8y2e6htkVcM19FgzIgHUdM0AYHjG6W4S8kj0vwtB5BbTP7QuV/0iS8jgQq1ncqBgqzALySSOooA6fS7kzakWZQpayhnZR/CXupTx9KAG6tY2d1qSJr1raT24tmudNt7lQVlujcDedj5GYYwmPYnr2AOKtULwRJosOm3Fi99cQpDdM3k3kSFzGtzIoYkMwBHBDEDNAHoHgvS7q2Ewuf7EiTzAYtP01yU0yXyl3LsZV2mThsYxznvQBznip9Qvb2RNP8PzanDFbvpE4SVE+zX2rqpOWkdcj7Oo+me3WgCSXV5bi309tR+SZLpLDWN7A/Z722inRvOf/blHr3GM5FAEGvX8ofVjpNz+9WCBGkiIzbsiT7uR0KJn3FAF9dL0W21GyGgW+nRfuZw/2fGZbYJFsMrL1DAtgknPPNAGWmlWMn9mDVba1uk3XEErXSqfORbeU/vtwxy4B6YzQBtiz0mW8uR4iXTJI1jh/si3uANttpbxtua3Vxj55QQSpxgLnFAGTY2EV1JpY1aFrtfJuZk+2AMZU2w7TOrDqYyOooAdqOnPPfXKahB4ee3WGH+zYL/IFrp7pJvNoBjHzqdxGMALzxQA2+0aSBI3n1fQdamjtRa3umXjDGo6dvJ82ymySDMoAyUYNjk5FAHoelXkU8Mb20JijZEuYISMeTFIgIBX/ZBoAuUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBlDwzZBpcI/lTApqNjn93cO4ILeXjhplODggHqRnmgC3HpdojBo7WJZFT7BDLjmO2yDtU+hIFAFa58LaXMALnTbdwGe6hOOYZrlyWMUg5HnMTnB5oAWTw1pbRLG+lWf2dcPb2wUAW7qeDCB0IJPIwaAH2vh/T4FRbSwgiSNjc2iKP9TPIrAsPd1dvzoAsGwtzIHNvH5wU2iT45EEjAkbvQsoNAGeng/RlWRU0ezEcv/H/ABbeLgbmPzL/ALLsSMYwTkc0ATad4c020JOnabbQOR5csyj5pVDE/vJTyfmJ6mgB2qeH9OvQBqunW1yBzCZF5gLYz5UnUbsc4Iz3oAkh0awjCC302yjEeTYqkagWRkBB+zADjeCc4xmgCaOzgRmMNvCjth7mVVANwyKADMw67VAHPagDP1Xwlo98ytq+j2N068QyTICVUHoSe2exyKALyafbKwZLS3WQL9kilCjMVuSPlR8dCQOOlADns4GZWkt4WkXKW8zKN0Cy4yInPTzMDPr3oAaun2yszJaW6yPhLuYKM3SxggCd8c7ATjOcUAUNK8IaNYszaRothayNlZZYkAJRiDhSOgJA4GB7UAYafDe3+1+b5GkwRrINTgW2hIkubgRsP9NuS5GAzscKi5OCTxQB0V74f025Qrf6XZTxMTPLE6Ah5mH3sY+9jv196AI38LaS0PlNpFj9k/58ggC5znIQd93OeuaALcOmWkZU29jaxsq/Ybd0QAwWoI+SIgcKCBwOOKAKuo+F9Ju3VtU0ewupF+WCWZATGvPGWHQE5+vI5oA0qAM5/DGkNJ5kmiaW1zkTC9MSbxIvQ+djOVx60AXHs4GZWkt4WkXKW8zKN0Cy4yInPTzMDPr3oAj/ALMtMOPsNrsky99HsGL1pFAJuFxzvUAHOcjg0AQQeGtJiQpbaLpkUJInlto4lCyyoQQXjAxlCARx2oAjvfCei3LFtR0DSLmU4DzzQozOFH8Tsp6D3oAvrY26tuS1gWXaLUzhRu8hCSF3+ikk4zigCDUdC068x/a2lWF4Bkwi4jVvKLddgcH72KAHPo1gyFH02yaBiZJ7Uxrtmd2yTJFjBLPz0680AOsdMtLVdum2Nrax/fEMCBVDN3CKB1oAmjt4kJMUUaMx86dlAzPIFAzIR1IRQPoAKAIJtKspFZbiwtJImPmXMDoCtw5I5mQjkkgdRQA2z0TT7cEafpljbAgQyLDGq+ZGmcBwoHC7j+ZoAbZ6Bptv/wAeGk6fbnJmBhjVcSOME5UDlxwaAFudC06ZAl3pVhNAD5iWskalUfnlYiMZ5PagAu9C0642/b9KsLgrzbGaNW+zkf8APIsDjHtQBZa1hZgzwRNIoMcMxAzEkmMiN/R9oz64GaAK1/oWnXWP7T0qwuivMJnjVvJP/TMuDQAt7omn3JU6jpljcsvz27zxqxgbPWIsDjmgC5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5/4y8cX4tLh9B0278tC1kmrK6jZNDJhmgiPJWKTK59jjjmgDf1Lxc8TyLp2kz3xiUT6q0bov2XzFyFXzCMsY/m7DGOeaAL82v2y2xnjbfAIjqyN/z0txFu7A9V9jQBzuk+GdWmSKa48W6rHeNsvruEYMKwy4JiisTxgKcBsl++e1AHQrrqET/uX/cN5EvP+vItY3+T/gMgFAGQ3jmSVYf7E0h7u6miXW0s3kCLaWcgXm4udrcktgYU59qAGz+P8QxNbaNcyTyTf2AdOdlU2l8gfIml5GEKHkZyORQBk+JvGd+1ldgWMun38Sr9oSKXP2eG6XIe3uQF/wBodAcigDqLvWdRiiDHRoFkLeTLFNcKqWkRB+ee5weN2BgKx56UAY8XxIV7bzF02NZxMNBms3nUJDesw+9fAEbdpByFJPYUAdPp893ImdSsY7WXJRoUk3gqp4Mcu1eHHPKg+oFAGNL4pv3lddF8PtexRsLS+uWmVN07KCRZRsDu8lSM5ZB2GaAI9Q8ZXavKNF0F9QjhwuqzCUKfNKqSlgm07mijbJBZB2zmgBs/jaeSSJPD+kJfGWH+3reaWXy1S1LKP3uUY/MHH8JPqO9AGtoGvJfxB1t5IHBa0vLRyCbO7t3IZWYddjA89xzQBj3fj1oxK6aWr6fC50/Ur4yYdJIWwxgs9hysD8H94rHnap4yAamnXErXNwHlkZB5XkxknEW+I52L/tGgDntb13ULO/L+e7aasMMes23JFoLue4xMijp5BjAb/ZOT0GAClquvXyNfeTfXKwrNawPco2f7G025t4fMe3HOAqFjx0+960AbPhS4YXF0lrqFzd2aGJ7KWaVpDDcTxEuiXTkkhAEOCxxmgDG8R3Ua3Ug8U634i0y0wiaHd2byJEAyDd9qniGN/mn+LjGMd6ANjVkup2toNP1e8EDo9/f6rC4826tLERAeXcLj/j6eRSSoz6YB4AM5rnULA3kNtfX99ttjr2iSTszSQyyCUFHm6nMiAr3GcZ6UAU/CN5p6yQ/atR8dpOy7YP7UeYRajctDyE8z5SWGSPpx2oAm8b2SWSvIviLxYLpiZtNRZXEEFwWG1bnaFjVFOM72GRkkk5oA2NSt57+9EZ1DUYLOOFdTl+xyshu7q7mdV82eMg4jSNjgHBJyenIBV0uLUpEnhXWrpru2lH9mXrEk3NvLArIupdN2Vcq2euNwIbBAB0uga0l/bxSxLtEiLclP+eTsvI5/uNkUAaVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHnGoeF9eFnLa2Gl2kkTPIttqTzAbLK7uGfMsO3O6PcRjgdwe1AF/VPBj/aZpE0SDU1mCOVknKfY5oIguHABysqgHOCRzweKAOp/se3aDymt444TH/ZzW6ciKAx42xlh0VeOV+ooA57TE8WQKkRsNHdE22za3JMx+0WkZHP2BUU7mj4/wBZjPOcUAM1Ww1+M3Y0nTLO5SfE9jO0u37JM9mkZ+0IwOdnlhhjr0JFAGXffDBS1s1xpFlqixWy+HryzmcqcwbSrwNyMq24Hpwep6UAbVt4QAjtBDo9np6xznV72xt5Cy25+zTAbJSq5JkZM/KO+MjkgFTX/Bd/dfb/ACDAPPihs9PBP3prQSZ8z0DFgKAJtd0PUL4wPf6Dp1yIzIbnQpZAyztPGArNK6YzAQeNp4OQcjFAFfRfCV/Z28yzaD4fuBLOdQk0hTiJLF44xiAMmCUKZGUUHrxQBs+DtAuLGFluB5aGRriwsQ5YaVZsABGkzehBb0GcDpmgCGK01u0klGn2dndwSSf2jDPLJt/s8y7QyyxhTkDBYEHPODgc0AV5dL160luP+EetNPeKcjUILmaQj+y79olVjNDtO4MFDDB68dOQAWNM8IS2txA0UyPbxWn/AAjwZvvSSJJFglAMYZUPfrQBc8M6JPZrKLpoiXnn1OLYfuwXU5I35A52mgDnF8AGKWTPhbwxqSyTNqn9qXgG63hupMsskRjYkxEkLh8HvjHIB1tnpksc0zu0ZSTy/JUZyvkxkHeMdz7mgCBNFka4na8W2e3kii0yOHJJdYGnLfaFIxh/NwME++KAMnwb4IudONwNQu4ruGRlWxLcsLCCEKq3YKgZSMAd89TQB1UFrDEMW0EUS9QiAAZP+yPWgDA1eTxEHZbHSdCv7RwIYlnkZDbF1wftqFHDKT6bTjjHcgFBvB19aR2x0SS0lubcNCbeTKpqVtdAbkRhu2/MFKkhsEDPGaALGmaJq++ee/XTor90FjpdqrM0enQwhiouZMKSWlYlsAf7NAEMmm+IL+SIa5p+k2dtE6anK8ErO2o3Vscr5AKJtVX5OcntzzQAapb+LZ1kia08NvDJutl1Is48izlGD51gwbLbSf8AlrtPfFAE114a1GCaOXw+9hK6wjQ7u2uyyi5gibKsk0atgxsW/gIOeegoAbZ6Xq9lDIVEd5qc8hubiZOI9PmljAGXfny7GJABwS3THNAG3oOiR2FvHFA5dY0W2Eh/5bMg5JGT99snrxQBo0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAYur+N9DsHC6zrFrayEfaEikJy0TMRkYHcg0AXdK1yxvk36TeRXMWTGJk6Fl6/lQAuq6zZ2MTSarcrBAuGnmIJ2BmAHyqCfmYgcCgC5QAUAUbXXbKaWWO2uN88Wz+0IdpH2f7SmV+cjB3qOxOO9AF6gDK03xXpl5JImnXbSyxE298oRwIJkbBHmsoBKn0Y0AatABQAUAFABQAUAFABQAUAFABQAlAC0AFACUAFAC0AJQBS1jXbKwiaTVrjyYFx5820nZ5jgD5EBPLEdqAL1ABQAlABQAtABQAUAZ9hr9ndPKtnKzvEwtb0EEeXMy5wpPXA/CgDQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyzxPZ6rLrIGgW+gyy/Yg8iamrFBCL5uYxHzu3Y9sZoA2fFGneIhYoNJihiug6yazBpLbPOtDu3DTJHHBORyRn69KAOR8UX1tdaLP9k1jxJK0Ukcd5Bqe0TQyCWMeXfAKMhc7upO4ctwRQBu+Nbq/tDZ29rqfiW4WUzPe3doyfablLZAwEMpCjgtzwDgd+4Bu/D+bWPLkXXINVCpIV0q41DHm3Fiw4F2VJy0RyCc8+1AHN634j1GJ9X+z30sflJbSacVx/ojTW5J2HH8RoAk05dRsbq0STxLrV9HeRSm8W6cH7Dc29srbrH5eOuMfnmgDL0kX+kabeNaa3PLOLh9LguLkjbauL0IZOQeZNxY5LDge+QDobSG+0i/t4l8QatqkFwszXSX7hmsJ7OMENbyADAlzjHT60AZvh+21JNNkurrxTrlzdNazTRwySDy7N1QkNBb4+9HtHOfXigCnHpGqrdWsU3jTxQ0VzEb/UJC/wDrbi2jBK2Eir8gbPODnGATnFAFafxdrNvZsg1XUJmXUD4OF+uDPJpyDP7qRiB5jYwCf060AdT4Gm1lLiVLy18S/YNi3Gnz6uVMkVwpAZWmV2yHzkdenbuAN+IcesLJE9s+vnTVV21WPSZAssU23hth+8E9Mkeo9QDL8Q+JJbh7OPSb/wASXNm8LalNPpzKtxqXlAAGSRinQ5LYxk9uOADrPAE2sG2I8RR34lWR7e3lu1Ae7sxgq0yqTyQcH5jyOp60Ac9ptpfatNdPd+K9a04Q3DaPp9rbSBUt4rXb808TDDfac91/E0ATtFd6te3aT+ItW0+C38q2sYLNzGVkni3GS745BIwMnaR270Ac9b6xqerjSRd6zq1mZhdDVHtJShvfsAGDIUx/rdnpxk4oA2L7RrmbVI4B4k8RQ2qWn9oukVy4a8m+1MubiYHJOCOeTxigDH8S6xrE19PDYf8ACUTLBHHDYR6bOEKSzwqxfUCeWyxA5yPxNAGjrMHiuSC0kvIdckVEKeItP02YxzS3DAAOVT723GcAjnpx0AFnuF1F9NXSvFGurZyJcyXFwJ2SXUfsqJxO0eMtFJnPHTOD3oAovrupeW1vF4hvVAv18LrrJbMosJ0Ztouefnjcbc/yoAu3l3f6dJfQ22t6pdwiyfX7S5nkLSaNeKHG1bnr+8+8MkEY47kgEnhyG+tn05l8Q61crcxt/a1teSs6vIbHzAbcOeNjjHHUfjkA5TxJbXd/pl1cahrurtIJzEtgsrCEWyXSKF+yZxiPOc9cjmgDZ8S6rrd1f3MWnr4kl8pYodLXTZxGtnLcwht2oAkbtzkdTgCgD0nSrrU1tVbWrP8A00R77y2Qj97covRCmR+8I7Z9qAOT8B6Q11HBdXvibWZbqTdJPF5w8q4JZ/3a2pBGIcHgYIIJ4oA56eW6eznvf+En1FL6OV/JhWU+VbRQXQAhktMgYlUDjOTkE5NAGnqFvfX93c+bq3iGxijtY72K1tbh0FreTxsf3iDHI2nsPegDrvB2sXNzp8Ml2GnmMQkkx1upEHv3kx+dAHmfhN/FN0IbiwtdauZ2k8zVLlruLybyx85gyLYs2V8tOny5B5A6UAdx4H/4+tR/67j/ANEigDuKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5jX/hxpWpTCS+fUI5ggsFkt5SuYFcnDbf9omgBIvhvpSwiPztVZRJ/atvcGd/Mtbvy9uYZ1IPCZ46UAPX4c6P9nkheG4kilP2jUZ5HJkvJt4O6W4bnKkD/OaAJb3wLp1xFGl4+oSmM/aLLUGmYzW027OUvSc8/XHTHQYANHSNGgsowlpJdOgy++eRmZmc5O6Ryep/CgDPu/A2lzfaPOimzchItVYMf3iWqYXyx22igCxJ4WsXkgd1l8y3Dw6cd3CrcRBT5g75QUANtPB+lwwvElpvtpC81zbyEnebk5OGPv05yKAKuhfD/S9Pk32n22afYLCO4upWcwWikfLDuPAGPSgC5B4WsY7X7PGkv2XY2mlS3PkSqQfn9cE0ATHw/aeZE4jcPCrWliAThIp1UEMD14Qd6AM+T4f6K8U0dxZGSGaRtYvY2Y/8fk2MtC+cjlR0P6UAW9E8M21gGFrPqExbDTS3UzuW2DAwXJxtHHAHvQBX17wVp+okG9e/ikCm1862mdDJbSdVlCnBD+4oAbf+AtHuI4kNrJbiH/kEzWzsj6fwP9RMpz84HPJz1PPNAGrpulW9pGqWKMsSjyolYkkD/adiep96AMO++GuiXExlltrhJGK3F5HFIwS/ltyCpuoAcHYRnp9aAF134caJqMm/ULWYSkCC5eGRl+3QL/DdbCMjHHrjjNAGl/wi+mb4WWwjR4A0Wk7CQLJJ0CkJEpA+ZBjkHHagCydKtTKJTD/pAQ2CTZPFtI4JGzOOWUds0AZGv/D7RtSYNqlpIZAPs7zROym5tieUuGQjKsfy7EUALrfgHSb/AGfa4rmJ0X7LazW8jIYoCR8uVPIJA6g+1AGXq3wvsLh7VYreOKxgSa3WBHcPFJchNpt3HdCpJJbrzzQBqxfD/Q0tvIGlxm2yJ5UJO6a4BHzyTqQdxIHOc9unFACab8P9FtY5Et7J2WVTbanNK7F72JkxiScnOApxwRjtzQBbTwppitAUssNbqbXRm3t/ocMkQUjG7nMYA+bJ/GgDJ1H4UeGLtma+0Yuzsby4VZpVWS5YcsYUcDLdztye9AF7VfAmi3sgk1DTy04HkfaI5HQvGD0lMTLkA+uaANxI1UAIMAfIo9AB60Ac9afDnw/BMJLTSEjmDG5hw77YJpephtS20E57IMdqAEuvhv4emlMlzo8bylhdzfO4WedO81qG2k/VDnvQBq/2FZb5G+zfvJVW1v33H9/DCGAGM8bQzdAD60ASabpNrZxrHp0PlQoPKt4sk+Wg/wBpiT+tAGXaeANDt5jJZaaYZixuW2SOFMzjk/ZQ23J/3KANGx0Kytnkayt/Lklb7VfPuJ8+YDGcMTjj0AFAF6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOb1j4gadZymOW31S5mVRe3KWkDP9lgbODOyDjOKAH6t4802zZFkW/uJnT7fHa2sTO6Wg/jliUZAzxyBQBmap44MjWLaBexva3EphnkCj97AqHj5hwVYYPQjpQAmjePtsV5J4hnRYoLqbR7cxry0EJQKoQdWdmxQBraD40tNQZljs9Us51Anmsr6Io4hdiAyqezkev1oAk13xjYae0a3a3k00m4Wdnaxs7ziJckrEg6IP89aAOH0/wCIt9ew74tXWyDagNA09zACZ7B1BVJoz0Lg8nqOnHWgDrpPiDpwnaK3tdXuZUZbe9ktrd3Szkl/57yoDjAoAy7XxzcNqksDwag9uERLcLA2Irhjy08pX7p6A52ntmgCW08arY280niLVpL1FuJNMjkhgwYAkm0IIl67GB57+/WgCVfiRazQTtbafrMNxCMz6bPARKnmj5W+zDPyt19gCTigDDsfGep3WlrINUu7C6BijutSmtgVu2nnC/6PEQAQxYcgcUAdqPFVh5k6GV1kgVbnUVYY2wyxlgY2PUbQfoetAGVefEzS4oongttUvHmH2nTtOtYi0txAvVvIyOFHqR7UAbOieIbPUI9+nPIVybaWORSrW88RwVmiboVNAHP6l8WNJtnkWWz1iRYmFvqt3DDlNOL9DPJnox9AT7UAQeI9e1WSZk0LV4LKKO2/4SU3BjVvt7PI4Cy7+i7UOSMNzQBvWviUGxW4u4do8ga3cRJ/ADb7iIyfSgDipfEXim1tI7y71OC6gYJf3+gJCoFvp90VwbS5HzboUIJySPXgcgG54+8R65YCNtJTTBbl47W7llLGQtPIRiGHbjGMc78+1AHU6nqcVpE8l0cRorXcp/2IlJ4+uKAOQ8PaV4iks4jFri2c8pbV9Unmj3vbx3TblW0VyANiYB3K2Ow4xQA/whruqyy3UU+pw6skRC2mr+WEBuZFOYpxGMEwEDJUcd+woAm8D+INXupLtfED2ZkilFrDHbj5YIzGOI3YAn1yRnPtgUARa7qLz6jBFDcvFBAj+JdbdTxtClUVyPUkkgjkcigDHTX/ABTcWj3lpq0FvCA+pWPh94lKyadbZ/4+rnG7dKik8NjpjrgAHQ3B1e+VJdN8UxaTYNEuo4ECFx5qZ/0iabIAReeFHvQByE/j/XF0x5Dq8AmW5/sWDXUjUrf2SygebHARjDDI6dvWgDpPBmrNcTPt+I0GuRhflsFgjQ2xZh8zSRgE7cEdAOee1AFjRtV106hLHrkuniEQpqGn29rkiNHmdczSuoO5tpyPujjFAEniG01lTLI3jeHR7NQDbBYI28nC8m8kmBzuk6AFfTrQBc8D65eX9lDJqsQSd13TADHmbXIDBf8ApsoDenPFAHQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5j8QtNkabfpWh+K49QCeTp2s6UV23TkMQmqDd91HAzx0/AEAqav4W1gXUU+pWuvz77ZNP1VdHlCSWWoptJAw65R2B6NjPPpkA0pfBzwmw/sjTdTWFJ21K+juWDPZCdDk3DqzDlj2Y0AZkng/WPJnaLTZHlTU28WWlkxA/tayjK8R5/56DJHrigDptFjv7y/ae50O506BYP7FtlugokvJJJlYl1RmwseMDk9zntQA7xFDfW17DPa6Lc6jCI5NKuorcKZLVpWUhokdl+9tIPPA+tAHMaP4c1aSEtfaFPbyvqa+JktXwWtLN5YyWLD/nmu4djQA/xTpGprdO/hLQPEFnfl41+2wun2bVo1YfNqUW7spP8PuaAN+O2vbfVpHbSb6a3lijtIryEArbSRM2ftJLDGPYGgCg3hy/MWG0+Un+0v7WZCOunnUN28j0Kc0AXn0K+a/u2Wzk8qS2WytJjjE9wA3CsfTNAGTZaZqcmjrC+h6jBcRtBA0UoX/SPJvY2JgCseEQHqBQBP8QfCmrzzI3h2HInjPhjXX3Y+zWUkqkOyg/8s13joeuMHOKALup6PcadexT6Tot1eWotz4ZmsrTbusYopQymGN2XIPTrwKANHwNpV7DHK+qWcdpLPPJrf2Fetkk6qAJmH8RC5PuaAOfm8JahJFqoezmUzM02lgYzemOAY8sZ/jcAUAdLJ4J0y9ih/tzTvMkSNbb7zKQpVcrN5bDIJHQ5HtQBq6no8dzBJFnyY3jbTsoB+4jmjI/dr/sA0Aecy2Pia6s0spPDstowCaXqOsl1MQ0612/NasDktcKAMbRjvjnABsfELTNXuI44tB8Ny3MatFffaVljURC2kPyCORwchQOcY5oAf4rW91KG3hutLubMzyiPV7csp+y6faFmYNcRkjM6ouMHvg+lAE/jyy1mdYo9G027uLQsW11bWZI3e1jUYjSSRl+W4Y845wMd6ALnh6a6ghZIPA82mJGu/T7RZYSL6QA/KrI5wXOOW65yTQBjeDrfXYLq4Op+Fri2hnk+3C5M0R+xKkXSREck72GOB9aALngzT/tQuZ9Qt5Qbl2igjkUqy6RbDYgdCAQXUE/iD70Ac6lh4pt7R7KLw+1xkNptlrodBH/Ztw2MzoSDuijZhjGeBjPUgE2qeGtYEsUUnh2/1XSIIo7K1tlnhRdVu4UHz30TuCRHgYBAGRnp1AOqa71F7bjwQgdWWCLRpZYsNaIF+aF1JX5RkAEjp2FAGXplvqt/exz3vhr+yoY45LfdOymTUJbhgMMqE8QBeM468daAGQSeIv7S81/CE6WjRLokspnhJiMd0x8zaJPuhGPG3d6UAVNW0zWZ7x31bwddaraJtj0G0+0QiKPavMk1tI4yzsTjK8Dj3oA73Tbq4mjDX2nSWUpz5lo7KxhwxxmSMkfMMHg0AW6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgAoAKAM9PEFg05hS7U3ap9vltcH5LZmAzvxjqR3zQBDdeLdKhtzPcaggsxhjeKGIKvIFBRUBJDOR0B9elAGvQBV0/VLS7QPpt1FcQnIinjORJ5bEHa3swIoAs0AFABQAUAFABQBXi1C3d2SKdGlQLJcwjrCs+cbv8Af2mgBsmrWiyrHJdRrcMDcQW56yxR9So/2aALVABQBUj1mzaZoo7lWuFUXU8AB/dQyHgs2MfMffNAFGLxpo7xyPFqAMMcn9k3kpRh5N4HUbdpXn5nUcAj3oA2aAK1/qVtaxs9/OsUKjzZ5T/yzQeoFAE0M6SKDC25CBLG395HHHB9RQA+gAoAq6dqltdxq+nziWFh5kEoBHmLnsGA/lQBaoAxvEHjXRtLCnXtTitt3EKkMTLt/uxICcL9MUAWtH1+w1CMPo97Fcwn5VkT+Fh2kQ4II9CAaAL9ABQAUAFABQAUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5T4z8Van9ueK1l8VLCkSzxJosKuxupifmvN38K8cAjPt1oAk/tvXb5NOj1K91HR7ydp/7U8pNrtDp6N1jkHBnAU/dxzkDHFAGddXfiKOG9c+LdVLWbi1019ibb9UYMf7QG35jsYDgj1I5xQB0bajeXmoeXFfS2ayaeuorLCButLprvGYmYfwhqAOL0w3dr4deWDVbx3baLeCTaV09Y9S2/6MhX/lqDzkn2xQB2+ptqWoahJDa+INQ0yGKBbmI2u3M95cOfmnLKeEXAxkexFAHK+Db2/ey02DT9UNgkxup727jx5hisbljtsywIzLu54OAPqCAdr4M1O/E93BqF/LfJA8Zsr+XG+WK9iLbZ2UAEwY9P6UAU7yx1O/v7hIPFWp6fFHFFJbQ2xXm5uQ/wAzqynITbyAQT6igDn9K8T6traWMcmsXuniWKa71e7tCBJeNZSlB5cpHylypY49cYoAh1LxHrmzyI9fuklW/i8OLrAA3zWN5G5HnoOCYj9M8dKAPV9K0xrZNsmpX96cl/tF0VLHd2LIqjC/SgDyFfFHim7EkmkDxRNcLO0dpbQpF9la0gmxslyQ2dmecH+tAHoGjf8AISvf+udr/wCgz0AUdU/5DNt/1wm/9CFAHKJfa3BBHdN4o1SZzcnTm02RgYn083bJtaHH3srkHPA4A70AXdfvtUs7138Q6r4lsrHeh0i+sipt7eF9oK6tAV/iIxnJ5PAx1AL+n6Q7a3cEarqSgRRXZiVlxOrk/JKCv3U7cg+9AHL+LZbq+02/a/1S+byL2S2s4Qw2vbrPEoWdcciEOSORzzQB3mq3d1p0thHHqd/dI8slpeSXDDdeLJC+PPZVA/csQR8o6fjQBy3iO+vLq21VbrUbrZFIFtEUj5IQg+U5HRj+PvQBp3sN9BBZQW3iTVEFw4S61B2XzLW2W2zsspUQY3EYBwSD3xQBreEZr23uri3udUvdRhiWK7tLy6IMkH2pWylzMMZztyOAevtQBS1axvNTvp4z4n1LTIYYY5bWOzkKF7m63/PcEEZEO0AjIHTp3AOQh1q/W30yG1bXEt3je7vBphAl1A2/RLeViuPL6th84PSgD0D4ey6yIpF1+PVSFkK6VcX4XzZ7FlGBc7CcmM553HNAFbRcNq979uVTIsdumjFxzHYNG2/7OfQznn3oAp+P9WFjageEzHEZLldL1NrDaHjluAxfy5BwJHYAZPIz9KAMIan4jtrS++0QeI7SARi60e4v5d0tpMeGEd0OcNwRz8vagDW0kXunXVio17WL6O6ik/tGO9lLiOe0tw4a23dNxYjAOMdeaAIPCEup2t2kfjC78UC9fzRayvMGtdZVMn91AM7TFGAQBg9c4yBQBkDVdV/s77cfEOr/AG3zfOXTPMPkiP7X5flGy6Y2c9N2efegDr9P0me71K6a513W1iieBbHT4p3WNSbVGPmwg4IlbqMAdc5zQBwsXiPxTdvJLpNr4nuZlnKW6QSj7MtrA+DHLZnu0ffGc4NAHQ+MG1K0u5JdcuvE8elHylsbvS58DR/LA3fbrPuJpTySDxwMnAAB6kkisAY3VlPzo6nh1I6qR6igB1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAR+X/wBNDQBJQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBzfiDwBY6hKsj3uq2VwqmyN1ZS7WntGJOyU4PGST0B96ALj+FLJpLd3Fw0luGg052cn5Z4gp89mzklR1Jz3oAZP4N0+SKdJEm8udjeagA3LSyIoPlt24QUASW/haxinWWJZfPWEaFGS3H2NJN3K+u7vQBlRfC7RktpIFbUjaPtZrZ5mIthFLuxaqxONz8nA570AWtb8BabfSeZPJqFvPsOny3FpKyG5tWbO2coeRn/AOv2oAqyfDDRzbxRQm/gWEtPpd5DIRLYyzMxJinHqW9CKANXw/4Vs9NQrYm4kZj9pvby4bdJfzt/FczHqT9APagDn774bJe3k8mo3V9DE8cdhbfZJmQzRqG3i6Veob5epNAGvf8AgLSZ44lFvNaiHjSprV2R7EFcEQzqc/vB155780ARx/DzRkjjSK3mVY5l8Qo+8lrnUo8/PdStkkvnnJ/SgDpKAOaPw80rzjJE2owszjUri1hndY7i8X+OW3QgZJAJ9e/egDXt9Gt4pZJIlfzZAkNySeCtqGxtX23GgCObw9aSXCTSLJ9oRWs4GB4EUp53JQBSl8C6Y8Cwuk/kK/8AaUa7uROZ2flvTexoAg1H4c6TdSFr06i6swubqwM7+VdzRnIM9qWI4OOMAe1AFybwhZPcidZL2G4AEEphkYLeRxk4F1EDghc9xQBBL4A0h4Z4pbaVoZ5G1XUV3nL3crqcowPG1lXA6cc55oAW58C6dNAkdw+oMEb7daXhmbzYbouTuW7znLFj3/pQBHYfDvRreKWOC2maKbjUhLIzG5dlwWaRiTl+uQevIxQA4+AdMa3WG5N9PCpFxZyyysXsZo/um1uM5Hk9sHA6dKALmheF7HTlYaesxZmN1eXMzFnvJm7zzNycCgCpr3gHSdRcPqUVyJApsZHhkZftVmzZKXBQjKse1ADb74eaJPBHE9k8cMXOnPG7B7HH/PG4JJ+YdeTn8qANXSNEtrGMJYibYOd0rszOzdS8jk/eP4enFAGf4h8DaVqZU6jDMsq5jgu4HKukbHoZFPQnsc+1ACDwDogtvIGmoLXPnMmTuafOd5nzndnvnPbpxQAln4C0mGB4TFdTwSf8fgnlctcA+spbIwPTFAF5/Dens8Lva5lgDRaXJub/AEVJ4wp+XPO5AByD7UAZOk/DLQ7KYSafa3KuuRZxNK5Sy8xCD9niZj99SfX2xQA0/C3w753mHSyX3nUGhMjmNrxj982xbGR9Me1AG/baTbRPI9vDtlkKy3smT++eGMKPlJ42oAOAPegDFHw60YXHnRW9zHMW+2yxRyuEmu8/fkgU4yxxnse4oAZq/wAMtBvpTJqNlO7tg3kayuFvjGoA+0RKwH7oAY6e+aAOnVQPugAdFA7Aeg9qAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDivDXxBDwK3iCVFd7lvDlkY0P72ZpWChwM9QOvA9aANu/8AGWnW3n/anmHkKl5qG1fuxXO7Hl+udpoArab48s7qJpLXTtd8pQs0ZNtJm+WYnH2FADu6c4yB1OBzQBJpfjrS7rzfnubR4h9o1C3vYzG1tblc7njfHy47/n2oA52H4qJd31pFo0V0lvKJbi7kuYWX7VBHbko1m74yHZTzigDXb4n6EJNrXNyI9/8AZrakYn8kXgP3De4xkfXHvQBNf/ELTLeZoni1OaRNgv3t4HdbA3X3ftMiA43jn+XNAHQXFzFErNcypHGoM88rHiKNBklz6KKAODi+KS3d7aR6PBdpbyiae6luYWX7XDFbkobJ3xkMwOeKANRPiloLShFubkqZP7Lg1ARt5M97x8kV2BjOffH4UAa3iXxBHp1tLLMqsEUzJGxx50p4VS3/AE0cgUAYVjB44DRNeX+gyRswOp6aI2H2G0c/8u9xnJaNfVR+NAGyPGWnEXBDzYtt39qfL9zyoyx8r1+UUAV9T8f6ZalA6X9xK6f2jFaWsTO6Wn96WNAcDPHNAEV38SdGiihkjkurmKc+TpotoyzTyjsIhzkHjGM54oAzPEPxOgSxlm0VLzzkY6c0UkLZ068H/P8AwkcDHc8ZIHWgDYPjeH7OJotE8RSqx8uOzjtmMrHaTnyPRsdc7enNAFWD4n6O9tLNML+2jhYWup2s8ZElnO7AASQjPLMw7/WgDU0DxMt+pK6RrdgRgPDqEDITuz/qycg9OzHHfFAEOv8AjSz0940ltdQu7iTc1tZWabnaOIcsyZHCj357ZoA5zw98TF+xmbW5Li4dppNO021tovnvCHO1Le3AHO0d8e5oA6nw94rtNSRjZx3cLo32a9s7lCslnNtBxPEfY+49KAOL8R+MtWS+kitPE/h/SYVjS6jk1AD9+8uciN2YdKAN+Xxl/ZttCddnfVLmQlLQ6XFu/tPdkj7JGD08rH8XPUUAT3fxDsLe3jl1Cx1m3WRxp0NnLAwlF04YgNb/AO1tPTIPagCXRfHNnemVY7PU7a4iAlurC5j2yGKQEgxRAnIcD1z69RQBDpnxBtLidYrnSta06d1NzYJfRBft6RjnyCGblF5IIBHegDjNM8dT3MsRHivXPsLyiBrqSxjWKS4WUkRRXStkCRdqnKvnn5hkgAHZ698QbbTmYaho+vGFdputTjhzFbiXoTLuGcHg4U4PWgDpIpkcAxMGUgSRsP4lYdvqKAH0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUActr3i7UdPl+fwrqmoWpUG1uNOXe6XIzlbuDjAI6Hn/AA47/hENWh063aTTZpLmO7Xxhf6ZDy/kiVyUt17sqMDjrnigCLULbWtSOoPB4d1a1ilgjtNPguFw17LbueTEehwTx6UAdb4ot9XXT0GjjUUmAhjvUs8eaLUbQ4tCf4gvvQByGleEtRu2vfs9n4jtI5rYWOnz6u5Mks2DxM5ZiAx4xngdu1AF3S31S8u9PM3hXV7BLZZrHU5p0ATzpLML/ojAnKll4OMHPFAGc2ma5HYnTx4Yv559xhGtMAbd7OW7LeZ5xP3kz93qOvtQBf8Z6dqC3bP4V0nxVbai3lpFf22022rCNV/wCQsrNx5K5UZAHGcGgDvvFWiy31pNHbSBJHRoIGJ48wrwHPox4PtQBw2nLq11d6cZ/C2qWKW6S2+ozTBdiyTWYUeQVY8bl7gdaAMbw78M542SHXk8buscnmxPbzR/Y5Y45Cyt5LnI39wATnocnAAPTPGnhttTs5oonVXdc27N08+Jwy7yOxdRmgDF0rxt4gmMST+BtThn3LHrN1MVEUEB+89rNn5jxnAH40AYWr2Ws2h1FLfw1qN8Lob9Nu7fbtT7RAVP2nJyDCfY59hzQBHq3hLUIrqOV7XxLNbtbJps6aTLtktLyArxKN6fKVz/F1/UA6C28JNbtp4sdNuY4YmmuryOVgxsHurWQ4nmHUiZ8ZGR6UAZN74X1R4dVEenTFpn83TV4/0xBGP9Vk+1AFrxMNWvYrY2+i+IrS0DPFrmk2jqkzQ+UQoi2OBsD5yCQSMcCgDJ8NeGbiK1vRe+D9SuoZJEkttIu5AJLy1G3J8/P3oRlhznIwDnFAG98PdO1WB5hLFrMOmfIuj22qMplt5ADuEWwn5BnjJPbHegCXXrTULPUEubLR7vUYTA2g3dvbbd9uwm3qwRyOHPB54/LIBx8PgrWnsoWm0vUYpo7qTVbnToJNsptLluTZzgj5o8+2fUUAd74J0KKASSCy123llYLcLqcu+SZLUEKznc2Mqcdc8emKAOX8Q6XMmpSyXXgOTXbdoo7e3JRGEMsec7fNz2oA0NetPt9pEL3wBqiRq2EtbWSNZtDjgGFayjBA+Y8YyMDnsKAOX1b+37aytDrsN9dTrqEdxpVpO4M01mquVS7mH8cjA+vUfQAG9PpniTUZbmez0260iQ2v/CP6NFM4D3EplLFjsJ2lTkA5HqCOwBl+G/B98L61li0LxBbRIJRqlxqU4YtcS2uP3MeTwXPXjd3AxQBdtvA2tLpFvC+nYu0mW6ubben7qFb12z5m7HCEHhifxoAo+LvCGtXMl2DoutahNJtPh68judsNjZ45WWNnUZHPBVs9sdSAer6ZA8cUazLtcIsUi/3XRBnkehoAt0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFe6062mK/a7aKUowvLXeM+RcKpAZAe6hj9KALFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFY6jbjrd247EZHB96AG/wBp2f8Az92/5igBP7Ys/wDn+t/zFADf7Xsv+f8AtP8Av4KAE/tiw/6CFp/38H+NAB/bFh/0ELT/AL+D/GgA/tiw/wCghaf9/B/jQAn9t6f/ANBG0/7+CgBP7e0//oJ2P/fwUAH9v6f/ANBOw/7+CgBv/CR6b/0FLH/v4KAD/hJNM/6Clj/38FAB/wAJJpn/AEFLH/v4KAD/AISTTP8AoKWP/fwUAH/CSaZ/0FLH/v4KAD/hJNN/6Clj/wB/BQAn/CR6X/0FrH/v4tACf8JPpH/QbsP+/i0AH/CT6R/0HLD/AL+LQAn/AAk+kf8AQcsP+/i0AH/CUaR/0HLD/v4tAB/wk+kf9Byw/wC/i0AH/CVaR/0HLD/v4v8AjQAf8JVpH/QcsP8Av4v+NAB/wlWkf9Byw/7+L/jQAn/CV6R/0HLD/v4v+NACf8JXo3/Qc0//AL+L/jQAf8Jbon/Qf03/AL+LQAf8Jbof/Qf0z/v4tACf8Jbof/Qf03/v4tAB/wAJfof/AEMGmf8AfxaAD/hL9D/6D+mf9/FoAT/hMNC/6D+mf9/FoAP+Ew0H/oP6Z/38WgA/4TDQf+g/pn/fxaAD/hL9B/6D+mf9/FoAP+Ev0L/oPaZ/38WgBp8Z6COviHTR/wBtFoAP+E00H/oYtO/7+LQA3/hOPD//AEMWm/8AfxaAD/hOdB/6GPSv+/q/yoAT/hPdA/6GPSf+/wAtAAfHvh8fe8RabnqP3i/oaANyGZHUGGRXUgSRyDpIjDqp9xQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBrID96gDnJPhl4acky+H7FmJLuxH3mY9/qaAG/8Kx8Mf9C1p35UAL/wrLwx/wBC1p3/AHzQA7/hW3hn/oWdL/79igBf+FceG/8AoW9K/wC/YoAig8A+E5Rm20DRpV6b0QEEj/aHpQBL/wAK48N/9C3pX/fsUAH/AArfwz/0LOl/9+xQA7/hXfhv/oW9L/79igA/4V54c/6FvS/+/YoAP+FeeG/+hb0v/v2KAD/hX/h3/oWdL/79L/hQAv8Awgnh3/oWdK/79J/hQBFN4J8Lx4+0aBo0YJ8tC6IN7nspPc0AS/8ACAeHf+hZ0r/v0n+FAB/wrzw5/wBC3pf/AH7FAB/wgfh3/oWdK9P9UlACN4G8OD73hrSQOrExpwB6n2oAVfBHhs/d8N6MR1BEScg+hxQA7/hBvDn/AELWjf8AfpP8KAF/4QTw/wBvDOif9+E/woAP+EF0H/oWtE/8B0/woAX/AIQjQv8AoW9E/wDAdP8ACgA/4QjQv+hb0T/wHT/CgBf+EI0L/oW9E/78J/hQAf8ACEaF/wBC3on/AH4T/CgBP+EI0L/oW9E/78J/hQAv/CE6F/0Leif9+E/woAP+EI0L/oW9E/78J/hQAyLwd4ecAw+H9BdTyjrBGQw/2WAoAk/4QzQh08N6J/34T/CgBf8AhD9F/wChf0j/AL8J/hQA7/hEtG/6F/SP+/Cf4UAL/wAIno3/AEL+kf8AfhP8KAD/AIRPRv8AoX9I/wC/Cf4UAH/CLaR/0ANJ/wC/Kf4UAH/CL6P/ANADTP8Av0n+FAC/8IxpH/QA03/v0n+FAC/8Izo//QD0z/v0n+FAC/8ACO6V20XTf+/Sf4UAL/wj2lf9AXTf+/Sf4UAH/CO6V/0BdN/79J/hQAf2Bpf/AEBdO/79J/hQBoIiqAI0VVA2og6IoHRQPQUAOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDgtA8T/YtMElzHc3cnmTWtrbJy19cy6jKqpGT/AHjgd8DoO1AGvZeLL8TRx+IdASweUM2nSRTeYJJoUJZJyEXBVBnup5wfUAq23i3W7mSQ6RoNjPaRyto0++fbLLLbyYZoo9pGE6gFwSPTPABY8SaxcSP9m0iylmuHjN1dzibyxpti7Fd32ny5PmlbIGEJ6kYxQBN4R1C3MbRQ6SumyQH+z7nTkO5YNygqYJ8DInQhskBv7wzQBf8AEWuJYW8ssm35FMkSH/ltOeFXA/56yECgDkvh8mo2MklvrtxJLMUj8Q20sj7mb7QgEi5Ha3uVOMZ4NAG1f+JNTeZ4/Del2d08QWbVJLmUoMzgkR2xVG+d0GecBRjOc0AZtp8S5pLIzvoQjYSjSrmy87Pk7rhUyJgnO1mHG38aAOj1HXvs89vH9m3+czwebux9m+z27NnZg537cdRQBz8XjPXLqSb+wdA0+4t4ZTpFxFLOUlu54sZMClCAF3cZbkDigCv4nutVTUrX+z9LsrgCO5NorzlTOxWLd5h8tsbcKB1znkigDVuo7S51FFvbR5GhhGsWLMw2Rz3UzLn7Pt+9GI+CWOM8AHmgDGT4ia48LTxeF7Y2EbSJeDz/AN5Pb20rBns024xCoycsCSCB2NAHfQzpIoaFtyECWNv7yOOOD6igDzO4h8Ny395/wlmrQwMrQrZRy3jxYiayjJ8uNZE6t7UAJo99CsOpi1L6jo0aFtJ3Sswut1mxljhvck7Q+BkE4zkE0AdJLrxs4bWLQtLSW4lQQaVZs5CWdvbwrlrqchjttlI7FmOB1NAFmPxJfWsEsni7TYLURZkMto+9b+ELnNupAIOTtwwHPPSgDOPjDW7Uxt4m0PT7a0ldbJXhmJfSpLg/L9vRlA64BKscdaAO0oA8p+GnxG0C10+FNX8QWsVwPM8+KQnKbrlyN3HdSKANXwz4qsrWzuZyZJ4PtNxcW/kjJuxcXeFEK/8ATZmAH60AakfijWraSIeKdK0yGGZxp9rPaTFjZXkgJVbxJEX/AFuCAVJGeO4oAT/hJdcnu5otI0vSzFC0aXF3cyOPNS5gVsQoityuT3A6etAEt/4j1iW4eLwzpumy+UFfUry8kZVjnnGQkSRoxJ8vDZ6UAaE91rrQqbHStLiuj81zbXU7bbM+iyxRtu/JfxoAybDxbcyG4i8Q6daJdRJ9tlit3JjvrOVD9yRlBByMHK/TvgAisteSzsLQaJpKGaZI4dI0wOdsMk8G8mWVyTstlySeT+dAF3S/EuprcCHxNp9jBM6teabc2juyXSQkblbei4MWQfQ/zAOnoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDin+JotzImt6Fq0V2rNFZWltE7jWIS52mynVcfvBjqV5/KgDKk8J6mmnWubaSS5hnTxXeafF96VTcO7Rxg9WiEmOvJHFAF6bW01q5tho1tfG2ic63qV9NC6CKSOF1VIzKBkuz84B45BoAwvEs1o0jyeFtO8U6fru7yo4IoJAusiOTG6+UgoY2GTksD3PpQBoeJ9CtoL5ptctNVlsJYl0+a4snmBsbqKTpdxWxBKTLjn5hnjHSgDofBmkaNEJH8P6VqVqJCscs12ZN2pRwL8rxJcMTtwxAyFJ9MYoAp+OtLvdReCCzN3BCznUtS1KOPItEs1yqszDGZpSO+eOnqAZt94S1iyuYLltd1PV3Drpt9bmIDy9NugQxjhgX/li+1unbJoAtRaiNJvrn7dp2pPFcGPUNMuLaN5BNMkG1kk2g4beuRzjB6gUAc/o+n3c+kTi0spZJvtDXsdqMEzC11BGIjK5BJCkcEjPegDbk8R/wBpX1kdM0jWvJQzXOoXk1vIq2Uslm4CSO6gZDHB5xnABOeADN8VCwmd20zQvEmn66pMOmXNrCwOpOp4M9wmUaOTC7izZA4oA39fnuYLqzlutNv5lWO4ivzZQu/kXE0cWBsjBOJGUgZ49TQBfis5/wC03Y283km1jt1uNp2tMt3KSok6ZVSDjOaAMbT9Mu10edHsbpZyl4kdqUO6Rppp9oSLGf3oIxxz2oA7HSI2WGMSIysERHRhyjCMcMD6GgDmLTwpbXN1f/2vo6SRyNFDBPLH/r4RYoD9nlYf8s3z0PB96AKVhp19FpVzbzafdedFHPpNoVRv+JtC0LFGtOOfNVgMAk7s0AWNUt723NlNDpl5dJCjWWp2sC5khivIYxujhyCfJdBkAE4+lAE/iOB9dsbiOy03UoGP7qzN5GY/t00DKwMUcmDhmAGWVaAKeqateazGkMPh7WrNmeKfV5rqEqlhDayq7CG4bAYl1CjAIPXpQB31AHH/AAt066ttNgXULSe3lHmGWCVSGj33MhG9D6qQaAMp/Duoz2N2ltZyLcG6l1KxhlG37WsOoB12s+OLgLwc470AWdQ1O61h7dLLQ9YtFSaPWdTub6FkWGGybO2B2xlpZMAYyMZJoA19Bs50vL0zW8yIzwvbSspAuFSxjBMLHrtYEcd6AMx7+50u9uGudF1e6tp/KvLW5soS/kzW8IQrPGmSMhQQcAUAVPFUE909s+s+HtUuNP2yNqOjxIXeC6kC7TdQRHnHtnaeT6gAyvD+iLDPePp/hm+0qya2CWaTpt85wGydmTgsR0JDAYyBmgCxpcV+dP0+fT7KW+lgxJLZqfmnsJYHRvs692iQggZHSgDds5brUr2OVdKv7K0hjkhSS8jKPfXd6UyI7dudsKIDk9ScAd6AOzoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKACgBaACgAoASgAoAWgDM1nQnvAoTWdWsQMs5s3VTcBh0lZkbp7EUAT6XpFrZxLHp0IihUbIk+pySzHqXYkk9SeTQBcoAKACgBKACgBaACgBgkUkhXUkffUH7mf7w96AHUALQAUAFACUAMmuIoxm4ljjQfekcgBcnux9TQAJcRsSI5Y2Iw7KpHyq/QkD+9QAssyICZpERRy7scBR/tMaAHUANMiggM6gn7ik/fx/dHtQBT1fRob2MpdS3SRtxN5DlTKno0i84ccHnkUATWVtbwoEslRY0C2ccKnP2dI0GAc+iY680AWaACgAoAKAGtIq/fdVz8i5P3mPYfWgBouoSMieIjPkM2R8su7GCfXdx9aAJKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCG337R533u9AE1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxGjzTXUFxcXF1cFnE1nY2275dOs7KSRQI0H8UjKWJ5PYcCgCDS9b13ybGPRodOdpLRb+e9vCx8lraKEHdGhBO9pF/iFAE9x45vYrdWv00+zmE7aDqt7IrmGxMW/94EBB2zlVAy64LDJ7kAvXniTUI47dbdtJuL2djbw3Me7yY0ijZi6qCSQsa8DeMn+LvQBJfarrttCvnQaPNdtKunwlC4jaKU/ekVskFRnjLexoAge5uVubRdZtdLmvGS5kW/hVgLMx+X/AMe0bsT+9RgDlu3FAGP4P1m+s9OaS8gguI1aeWCGEnfc3Jv5eHZuMPIfrigDbttb1m3uIo/EK6TIswcWk9mrj7NdW6bisqSM2Q8eSD8vTkDIoAf4s8XGxaFIr3SbSSUt/puoNiO0t7YAsSoZck7gAN65J64FAGEfiTfNA32D+w727W4j0HzYGYw3yXpXa8Uik4yGwRufaQetAHQaRrWo/aZIdbNhLIsaarbXVqjKrwTOylZopHfmORDjDEEehoAq+IvGn2acRRavoWnP5f8Aact3qR+WRXcqFgjEkfLMpJO/gdjngAxbPxQuqS6dIBEH825tbgRnK+dBZyjMLHtIACOTwcZoA1PiJHYMtsNZ064vbf7R++s4UZmuD9huMbIU5O18H+dAGR4RbT0uZZPDen6hY6bHE9nq1rKGUJq0Mit8tq5+8kO7PA689aAJtM+KXmNbm41Pw5LHO62p0y2fM+jtdZ2ef+8O75tqt+7TaT3ANAEtz411sW7XFqujG087+zrW0dH3/ZxeiLfJOHAyz5O3ywAP4iRggE154gurVtQbT9Jt3ljaDY6I5N0ktvFl7lFPP2VSThduQMdeaAK/iTW72TTJpLXV9B1DGJ4rm2Rgj20ZQlXj818MHz/H06gGgDc1DUdcie3jgfSZJZPNF5qDRuFtvIUEeVZeaSdwOD+9688dKAEk1fV5p2h0u40uOSKOO51O9nhcrcXN1uwttbLKpAwjHJkfHA560AaPh7WJbyBXurYQS5e0u4AciO5tJmRtjHsXU47460Acvong3TNUieXxDBBf3ErSA3J66dBFMwVLBwfl+zgdiDnOSaAMe9fUrm2sBPqVjcOLt9LnuJoy4vns2uFVpMOuQUjye7Eg5GMEA6K48RC0mvjDplqzRRQTw+WCGv5ZVl2pPJk8KwAGFGMnrQA7U4tahtLk+JLjQ9RQQSXq2qwsqpcRxE7HzIcopHB+VvpQA3xN4mNq6pp/iPR7ABRcR2z2zyGRRu/17RMAkbAAZxnrg0AQJqhu7rTZGiEZkt575ogc+UZ4bc4Df7OfSgDY8RatfrLDDo09rBPL5kpvJkLC1t7RVz5cIK5LMy4ywHWgDlbTXr3SYbxtSOnrcm8FuZzkRQm6trfEkq7s7UjO7G4n+HPegDZ8HeNReSyRHWbHVSiLfJqdrGUDiV2BSeEs3MWAcg4IPIBHIBD8RFt7vyLa6vI4EmZrq9Z2wDaWUROJDkffnMffPp0oAmt/HEo06OcCGaUGGxvxzhpjeJHJ5Zz6liOcdDyOoBf1PxW9rclJkh+zLbS6/PJzuD2sqDAbOMFGP8OfegDlL7/hIZH0+TW9R09oZJ47g6dDFtOn3EtrIQFn3tuCLuB6c9M9gBusXtzcQr9jj0u0K6mLLCQnE0kV/gPMquuSzctz83bHWgDqb7UtWkuFg0+/sbeUQjVNRvzETveRyqi1ti/ALqxOXY44B70AZ58V6xPFALD7BHeNdP4c1VihKL9kjn3tbIWBxiPcMtnsc0AGseJr23mjgk121t3EX9p3+pNAWNyZJGVVgtlJA5Uk/N2460AVrrxtqnk28l1JHp9uxlg13U44WdbSS3kKoVjY5CXjgnJBxwCRnNAHbabM0kSF761uyQH+2W4wl0D3hXc3DD/aNAFugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGJQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5qy0K6txNDFFGbNxLc6dcgj/QZLtyWjnjzk/vHLKRnjIOMDcAP0fwrPbG2Ml4jrDbHQXjA/1kzGD5oz6MIu/tjvQA/wDsXUolf+zLuw3NK1/LFOhKz28y42sykYI65wfTGKAMuD4fSwxR/Yb+CG8jlk1u2cJ+6jkvd+6JLfPCMjlRzuHUelAGsdH1KZU/tW8smlWYaj+5QhUt4ycKu4nJA78fSgCa+0FpbmCVZ1URLNA8JH+u+2BOVb/Y2elAGXY+C7hYJYLu8g+xsZG094Awltvtc7vmSUtjNuzcYXnv6UAT2Hh/U3lSTxHf2M7xBo9PS2jKhpZ1wzz7yeWTgAYAyeueACzr3h+4uGik0u8gt7uIu1rJMhZJoriPDJPGrKcSEKcg5GO9AEN14bv7uKIavqdqZkmi1h5IIiFItZQ2yNGcnnGMlj647UAW10DF2032nOYV0n7Nt+75Uztu8zP8W/GNv40AVNW8PXxnE2g31pBcbBpl0l1GWS4tFkJGFRlIaJif4sHPPagB7+G7iV7Z77U0llgLzTusWBftcQMvypuO3buz/FQBoX+l+e8Leds8qQ323GfP32sqYznjHmZ79Md80AVYvDUaTTOsx8mZVjvbLHDXEakF1kB6yxYB47A5oAp6DoOs2exJdZsJbGMfZrKJYCJJ7dUIUXM5cj/RxgZCZbHOKAOT17w9qaD7No9zLJatMmoQQfZJP9HSS88xhcasfk2QHLDjzDwvPcA7h9EvFadrHU4YZZPLNs7RbhZi3UA+am8bvM57pj8M0AY8vgKe4t7ldRv7KO5ucfa57WHCQMigZSFnJJOOSX59qANtdIuXeF9QvbeSWPzPNMMZVbjzxgbI2dyNi4/ibPtQBUv/AA1eeeZdD1aGzldBZahHNDvS7WEnawQOhDQ7mH3iCOooA0NG0aOyiVIZZZQNzvNJjM8szlmZ9oHMjsT0oAwpPBeqQlx4c8UnT7Z2a6Nm8Af7HNOct9hkLLgM5JxhgD044oAsnwNbJHbJp8zQRW8q6kgYZN2VjkB8xsjmVpCxODz2oAdc+CoJ3uTeXMjR3CRWUkKDBtRaB+Y5gerF8/dGMd6AEk8NapPDLHqviGGdZIW0mJo7fb5LSxkeZPmRiWIPOGRfQCgCtP4L1FC50LxFHZ74o9OuGlg3mJrVGAe1dZEwdp7hhmgCzY+DRCbQm+L/AGaFtJUbMfbDLHENx5OMCPpz168cgFzWdBkuGjexu47a6iLNazyR7laOdcMs8QZSQ4weHXkA+1AGavgaRo5Re6xJNO8y6/b33lgfYLy3jiC7IskERNEOD/DwST8xANvTbbUE3f2rqNvcscGMQxbFgUD+FGdz83u59sUAUL7wZp11OZNXs7W9HlrY29rcRqy2pSRyWjVweZtwHQdKAKU/w+tzDPFa3AtbeV1v7KCCMAaRcQiP/Up0IaWMMRgDk+uaAH2fg66Nw0uuayt65hbRPs0UWxI7eV1J2rvY5crz8/0xxQBBbeBLwfZ1vfERnt7dluNOhEIDS+TGyj7bcbjkojY4VPUgnmgB83gImJlt9SCSfav+EptpnjyIZ/tIfbNEGGQORw6mgC3f+Gr6SRJdP1iC1vAn9n3cpg3Jewbs4eAuCPLfJH73jJzmgBbPwfHAsAju3ZopX1i6ndRu1O6uoJlYyFcYLvKT0OMYHHQAfqnh64klWXSNRis7kIbCd5It63lszZAmj3IcwPkjDjqc5FADr7R9VeNRZeIjFKAY7ieWBGW9LkcywDb90AgYYDnnNAFnQdCisIEjglkkVc5lfGZZJHJJ2jpuYngcDoKANGgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAEoAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAyNb8T2VkkhlubZpkjk1GOw8wB7pLWIsfLQ89B6HFAFy91exttv8AaOoWdtuPk2/nOq+fJ6RbiMmgC1QBycHjfULj59J8Lz3Wn7vKXUBKoe6jVsF7SyK8rnkfOpI5A6ZAOqWZCSEkRmHEqg8xlh/GPcUAQ3Gp2kKb7u+tYYeH+0yOAu1uh8wnHzfWgAbU7QKGa+tREf8AUzlxtlyP4JM9x70AZ194v06O2lms76yvIY1aYvDKpWWWJc7BMpIzIcD8aAJoPEuntCslxqFjBEQGkkeRdsEjoDteUkcqPpQBZj1mweMyRalZPbgGR7xZF2Ki9S0wOML9aAHWOp2l0u7Tb61uo/uCaBwyll7B1J6UAR3uu6dbFRqOq2Fs7cW0c8iqbggj/VKxGeSOlABf67p1rj+09VsLUtxCJ5FXzj/0zDkUAJqOv6bZ4/tbVtPs92fI+0SKvnbMZ8veRnbkUAWre6hlUNazxTRkeZDNGQRKjd0cdjQBXuNb0+F1S71Oxhnb/j2tZJFDXG44/cxE5OT6CgCva655txNF9mZPKWK588n/AI+PtnmfdTH/ACz2epz7Y5AKmoeMre2u4oLuF181TJb3eeFnDYCyDH/LXnBz14oAg1Lx3DatcieylbyFhmGxhm+k1BmCqinGDvAHU9aALGkeI7mWZ4tX02KzuVRNQjWKXetzaTlhlJSiYMcikEFR6gkUATanqGsRtjSNCtbpMGR5prjZmQfwxII3+977RQIZo/icXUBdrC4jlRnsr6wT5mgu7WQqyxOMA4YcEdR6dKBkeieMIrqz+0Xdq9nGBLLcQscm3jspXB3kAc4TPt0560AZ6+NNWVElv/CyQ2TMqvKtxuls7a4YBXuLMR4x8wJAlYqM9cUAX9U1PxErsNG8PWMsS4kFxc3G06j8uStpEiNgg4GWKjPbHNAFKLx+Z4bZtK0pprm5BltLKSQKLeKIDe1xcBW4gz2Qk8YFAFmz8V3kqzK2h4voSq3OnJKCLqCXkNZ3BVc+bHnGVT5htJHJABtadqdvdRq9lIXjYb4yQQRg8h0PQocggjIPWgC1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA1KAHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHkmqvo32TUv7cGn/bPNuFjEgHmFgP3OxRzgIEI7Y5PegCzriXZ1GcXF14UjUxRDT/7XRjmyIfcLMh1+7KCW79PSgDstD0pxYJH9vhuSYfs0N6mSs0ckfymMnttI70AY/hvxppVnZxJq17FbXkSJpd3pJIMwuLZQuIrRMk+aRkYUgg56UAOtdXtNPu79tYuorZT5OpwGUgfabVLNVJgB64kRhxzn6igDmZkvdmllLrRooPswSH+0VLRNfm1j/wBaoZfmaLdtOfUd6ANGDw7C8EY1K60XUY2vl1GBbIfubckYKxJk9JAxIyepzQBc8R6dAv8AaQgtIhuso7qSNV/1twBeAMVHcBFHrwKABtatvs9ouiXmiRxOyw3GpkKyadcQQbiFC8CSXGBuYY9zigDMsYtOlt7r7f4ksoI/tiXVnrESKsbXMdvbFS0J+UhmHPO1vvA4OaAOt8Ia3LdCYXC2EjxyfZJdQsx+71N/KQlkBJ+ZM7W5IBHBPYAyIdV0m2uLxfF09jFI7J9n+1Y26jo7W6hUtUf7wjlEm4BT8x560AI1zpMF5e/8JRLZKHSL7ItyP+PnShAAy24I5BnDZC5Oe3SgCnoWl3YfSxqls5mS3uJpllHzWh224G8N0KBgPUdKAOl8ISRf6StvGUCXMsJXsGkCMfLHoS/tzQBxFySGvo9d8T6Fp7Syv8l7AWklsZEAjbTpTOmRCo4xGdrg4oA7HQ4tl9cBryW4dYLSKZ3z8sim56Zz98fN1PJoAZrmhw39w8dwzoGt8xTofmtJ0ucq8LDHMLgEc0Ac54csrjVJb+PxJDLFPsttMvpkwM3duJSJbQj1+VxxxxxQB2ujeGWtnZ73U7i/uWVLJrmVVHl29tuwIlQD77MSeTk/hQBzvijx3BFc+RNr1tpEQRbq/vm/1lx5xOE08EED5RyxBIyNozzQBs6Tr3h22tN+malarp8f7h7oMSEldxnznPOZJGySeSTk0AY3w31DTL6xaNJ4LnDTR6jbf3YL27mI8wek0dAGJc6Y9w62ujeLNa1JEkT7bCQgTRLa0mBIv71YwWbAKqu7ry3AoA1df8d6fJcyQ6h4kt9LtY8QX5VsS6pNJGDtglX7qxAgEj5icgYxmgC1d67pdo1pPZPbrpISbRWu4gdliJ2iKkqBwpeArnGMketAFvw/rVtdT3M9s8f2HZFp8F/0F2bESs7LntGZQufUH0oAseBY3+zlmWVI5ZZ9VsIXGDDZXdy7L8h6b0O7HvQB01ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFACUALQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAV5NOtXOZbO2d8eWZGUElGGMFiOhBxQA64sbeb/AI+7WCYDlRIoO0+wNAE1AEJsbctuNrAZeiz7RuUY7P8AT3oAS40+2mx9rtLebH3PMUHZu/u5HegBz2cDLtkt4Wj4QQlRtCr0Gz/ZxQA4W8QAAijCjHlJgYi2jjYP9kUAKI1zkIu44RnxyyqTgE/7JJoAi/s+22bfslv5X/PvtG3rn/V4x97npQBIIUAwI0A6MuOGGMcj6UAENvFGMW8UcaD7saAALk9lHqaAEktYXIMsETsvMLsATET/AM82PrQAS2sL486CJyD5kRYA+U47oT3FAElABQAxreJiC8UbOM+TIQMxbxzsb/aFAD6ACgAoAKACgAoAKACgAoAKAILywt7hSt7bxzRnDPE4yHMbAjevswH9aAJ6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoASgBaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgChf+IdMtSBqer6dau3MMc8qqZhn/AJZq5HegC6kisAY3VlPzo6nh1I6qR6igB1AEEd/bu7JHcRtKoWW5hB5gSbdjeP8Ab2mgCegAoAzk8SaY0xhj1O0a7A86SzVhujQf3lHcA5x1xz0oA0aAITewBwhuIvOKm5W3z8zQIwBYJ6BiBQBNQAUAFABQAUAFABQBAL+38zYLiPzgou2gzysDMQCV9GYEUAT0AFAGTqPjDRLRguqa7pltKcAQyyqCoYHBdCeAQOpwKANOKZHAMMiOhAkikU5EiMOCjDswoAo2XiXSblium61plzIOXhglVigH95FJ6UAT3+r2NqudU1CztE+4stw6qGb0DORQAWGr2N0udL1Czu0+40tu6sFb0LITQBLJeQIyia4hR2yltEzAG4ZFJIhU9dqgnjtQBLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHKa9pXh+yEk194WN88hxfNFb+azgR/xqQcKFQei568mgCL4ZAGyBiCRxPJLd2dmr7v7LtpZ2xGW9YR1HGD1GaALniLV9Q86GDQZYIbiQPd3F7Im8abZWoXJNuGHMzsqjJA696AMDQb69s7nUH8Ry2srRRQXMtxbqQLq1gjnO4wktgso5GSM9OKAKjePtUt4Eub/AF3QpbdtlzdaDEvz2VneMAPKuQxJa3DAkGMA8+1AHpjhsHy2VW6IzDIVsfxKCOh9xQB5r8NI72Fr59R1eGWFbm4hvEEODLdQ7MyCQMcDbkBcHHY0AM/4TzWZLf7VbaxoKwjdejw46je1hG5+9d+Z98xDONmM8UAXtRn1C51OP+w5re23WTXCX86FtkUt3H/q7cFclcL1cDnPbBAFuvGWr29pe/bGtWv7U+Wt3GvyXsUqKyMYSTgmNuRkgHoTQBtLfarYxSzeJ9RtJIlQ3v8AZ0EQX7GyKTtW5ZzuJ6dBk0AczN451e1hS41TXPD8kJ2SX+gwL81nbXLAfuboOxLQbgT8gB5x2oA1bvWtfub+WDSNQ06yhSOO+NzJCXYNITwke9R8/ueMcDk0AXNV1TV5LhLfRbu1t5RENW1PVJY9wSIuVAt7XcOZpAT97AA7nFAFnw3rN+8k8OttbSXEJjZbuBSq31pdRkqxiLNhtysCM49OKADxJrN8kkEOjTQQ3Exc/a5YywsrW0iyzCIMuSWKAZbvQBg6KdTh1Kb/AISO8sZitrG0N5AhUS2a3EhzPCWbBD7uhxjFAFBfHGsyWzXVvr2hxxANqEPhx0G97OFj8r3nmZ3SRjP+rPPGKAPR7K9juI1e3OY3VbmFuPmjlUEcjPUH1oAwNYi8N6flr3SbN5pmLLbJEHk1a5YciKLBJ469h1OKAOYbSL+z0pIbuR7aWeZNOWKM/wDILtdSvR8m4f3YiQcdM4HTNAGl450DTrG1E2lafZ2k1syX9jJEoXEayKGQlRyJ4iRjucZoA6LWNH0LcJtetNOLRqYVvLoDFtC7A/x8Z3dDjIzgdTkA5/wfZxy3dxPpOlPY2LpHZ2+RtGsXEDvmVLbjA2kAcDPXuaAHa5o1tHqVlIn2kys88btJK7BENjJxBC7EKCR/CooA7igAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBKAFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOWvPEHiOCRx/wAIgl7DnNhc21wg3QYHFzHMV5B9Mjt2yQCTwZot9bRytrEcEdxNM+sz20RyLPzgoCiQAZKqoye5oAh8Q6dqUNxFPodiL1lR9L1Cw3qpuLW4ZSDBJJxmGRcnkZoApad4f1S7kvTr2mpYRXEUWnWypIHKIsUwbzSuPmTeM9v7rHrQBl6N4XeMJHqfwu8OzOuLW61k+QEukjOPMWMIzZkXnBQc+lAHplAHJ+EfDNzbreLq0ChJrqfUYFDZ86xuguCSp43AH0IoA5jSvBk9lGsVx8MtB1WRcwDWXMCrexbzhrgSKzAhOvytz04oA6HWLLVre9jl0XQVvYFgfS5YUkRChknjIECuR90L7DGec4BAM6/8K6xc2l8ZrCOO8ucPbaarqfs0cESKolnJA3Mq5OG2+hoA7LXtEjv7eSKdyiyI1t5g/wCWLOOCBkfcbB680AcPpXhuRPLS8+F3hzepWC61jEOyWKNhl4Y8F8yIMgFRz1NAG/YaDepqU8ssAW3eKK0t5dw/eyxsc4QHPy+4HtQAmsadqdvdC40ewGoAxf2PfacHVWCxylle3kkwOCzAgsOORQBN4a0m/Es82sQJbSzeXFHp6sG+w2tmrAedKvBaQsxOCQOACaAGeKdK1HzbebRLYXUsJkhuNPLKv22zvUAPlyvxuiZVI5APc0AVtM0nVbi7ll13SoLSB7dNKitllDMAJXJFwyY5+Y9CRjGCTmgDJ0jw/qunxiCDwVpN9tzDZ6zI8apLEzHDX0RDNkA84Vs9jzwAeipGqgCNFVR8iIo4RQOigegoA4GytfElvPLJJ4P0+8uHYiO+e8AMFghOxII/KOBGnXB+Y5JoA2tV0jUNVs3TUbODTro/vLRVk3i3uLdwyM0uwcFwM/L0oAy7i18SaqEi1vQ7bTLcOl1qt4syv/aQtJQQunxLyBM6qctggccmgB3ifS9anukaPQLTUrGNRLa2ctwEV9QJPz3EZRs+UvCg8Dk9egBu6RqWuSuRrPh21sY8b0njuRIXlDDgxiNeoyc5oAwdch8TS3UL2nhmwkigeSWBjd4OoRzwMo3KYvlIDZ/i9PegDtLWSZkU3UCwyEB54FbIglK8hZMDOw8ZwM0AS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAlAC0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUA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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="margin-top: 0;"><span class="charStyle-ace09072b38de25fbeaaf38171fc0a12">Naturgy Energy Group, S.A.</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-04a517ad4638f5b4961e6eae741f0fb6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe 2020</span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><p class="paraStyle-97e8554814ce7583fb136b19271b41e6"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-97e8554814ce7583fb136b19271b41e6" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 423.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 423.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Balance de situación</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cuenta de pérdidas y ganancias</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Estado de ingresos y gastos reconocidos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Estado de cambios en el patrimonio neto</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Estado de flujos de efectivo</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Memoria</span></p></td></tr><tr style="height: 15.7500000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-8cf023955ca03c16e06115bd05268c45" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 9.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 17.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 258.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Balance de situación&#160;  </span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>&#160;  (en millones de euros)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>ACTIVO NO CORRIENTE</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Nota</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.048</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>33.257</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado intangible </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Patentes, licencias, marcas y similares</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otro inmovilizado intangible</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado material </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>113</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>124</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Terrenos y construcciones</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>112</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otro inmovilizado material</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td></tr><tr style="height: 18.0000000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones en empresas del grupo y asociadas a largo plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>30.594</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32.754</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos de patrimonio</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.417</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16.552</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Créditos a empresas </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.177</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16.202</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras a largo plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos de patrimonio</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos no corrientes </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activos por impuesto diferido </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>193</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>177</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>ACTIVO CORRIENTE</span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.845</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.708</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudores comerciales y otras cuentas a cobrar </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>312</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>843</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Clientes por ventas y prestaciones de servicios</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>37</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Clientes empresas del grupo y asociadas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>143</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>255</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudores varios&#160; </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>126</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>350</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activos por impuesto corriente</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>183</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros créditos con las Administraciones Públicas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 18.0000000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones en empresas del grupo y asociadas a corto plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>743</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>666</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Créditos a empresas </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>628</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>527</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>139</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras a corto plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Derivados</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Periodificaciones a corto plazo</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efectivo y otros activos líquidos equivalentes </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.618</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.174</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tesorería</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.076</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>474</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos líquidos equivalentes</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.542</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>700</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>TOTAL ACTIVO </span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>34.893</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>35.965</span></p></td></tr></tbody></table><p class="paraStyle-8cf023955ca03c16e06115bd05268c45" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b"><span><br/></span></p><div style="text-align: justify; margin-bottom: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b618f0dace3341e64a6f1ae8f8895bb0" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1</span></p></div></div><div style="text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 454.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 16.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 19.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 264.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Balance de situación&#160; &#160; &#160; </span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="2"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span> (en millones de euros)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="3"></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Nota</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>PATRIMONIO NETO </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>18.393</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>19.853</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>FONDOS PROPIOS</span></p></td><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>18.471</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>19.914</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capital</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>970</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>984</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capital escriturado</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>970</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>984</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Prima de emisión</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reservas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.291</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.573</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Legal y estatutarias</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>300</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>300</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras reservas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.991</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.273</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Acciones y participaciones en patrimonio propias</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(121)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado del ejercicio</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Remanente</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.076</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo a cuenta</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(785)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(754)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros instrumentos de patrimonio</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>AJUSTES POR CAMBIO DE VALOR</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(78)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(61)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activos financieros disponibles para la venta</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Operaciones de cobertura</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(77)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(61)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>PASIVO NO CORRIENTE</span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>13.079</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>11.892</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones a largo plazo </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>373</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>459</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Obligaciones por prestaciones a largo plazo al personal</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>258</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>272</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras provisiones</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>187</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas financieras a largo plazo&#160; </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>13</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.829</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.835</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con entidades de crédito </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.720</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.744</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Derivados</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>108</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>90</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros pasivos financieros</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con empresas del grupo y asociadas a largo plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.530</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.197</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pasivos por impuesto diferido </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros pasivos </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Periodificaciones a largo plazo </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>PASIVO CORRIENTE</span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.421</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.220</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas financieras a corto plazo&#160; </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>13</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>399</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>271</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con entidades de crédito </span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>257</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>253</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Derivados</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros pasivos financieros</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con empresas del grupo y asociadas a corto plazo </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.560</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.168</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Acreedores comerciales y otras cuentas a pagar</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>461</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>780</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Proveedores</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>141</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>237</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Proveedores, empresas del grupo y asociadas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>59</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>131</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Acreedores varios</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>133</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>355</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Personal (remuneraciones pendientes de pago)</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>36</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pasivos por impuesto corriente</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>93</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras deudas con las Administraciones públicas</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Periodificaciones a corto plazo</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>TOTAL PATRIMONIO NETO Y PASIVO </span></p></td><td class="cellStyle-0f476e756ba98d710546fe87925752ee" rowspan="1" colspan="1"></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>34.893</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>35.965</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b618f0dace3341e64a6f1ae8f8895bb0" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2</span></p></div></div><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 8.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 316.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 35.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Cuenta de pérdidas y ganancias&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>(en millones de euros)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Nota</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Importe neto de la cifra de negocio </span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.292</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.496</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ventas</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>667</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.745</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Prestaciones de servicios</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de participaciones en instrumentos de patrimonio en empresas del&#160; grupo y asociadas </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.271</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.361</span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de valores negociables y otros instrumentos financieros de empresas del grupo y asociadas </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>353</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>390</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aprovisionamientos </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(667)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.743)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Consumo de mercaderías</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(667)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.738)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Consumo de materias primas y otras materias consumibles</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros ingresos de explotación </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>22</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>156</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>255</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos accesorios y otros de gestión corriente</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>155</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>255</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Subvenciones de explotación incorporadas al resultado del ejercicio</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Gastos de personal </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(115)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(173)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sueldos, salarios y asimilados</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(98)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(148)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cargas sociales</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(11)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros gastos de explotación </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(170)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(202)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios exteriores</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(171)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(200)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tributos</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pérdidas por deterioro y variación provisiones comerciales</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Amortización del inmovilizado </span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>5 y 6</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(48)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deterioro y resultado por enajenaciones del inmovilizado</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.087)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.241</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado por enajenaciones inmovilizado material</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deterioro y pérdidas de participaciones en instrumentos de patrimonio en empresas del grupo y asociadas</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.088)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(320)</span></p></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado por enajenaciones de participaciones en empresas del grupo y asociadas</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.560</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>RESULTADO DE EXPLOTACIÓN</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>395</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.826</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos financieros</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>De valores negociables y otros instrumentos financieros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>- En terceros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Gastos financieros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(339)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(483)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Por deudas con empresas del grupo y asociadas</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(292)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(444)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Por deudas con terceros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(47)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(39)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variación de valor razonable en instrumentos financieros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Cartera de negociación y otros</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias de cambio</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>RESULTADO FINANCIERO</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(335)</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(479)</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>RESULTADO ANTES DE IMPUESTOS </span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>60</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.347</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Impuesto sobre beneficios</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>68</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>RESULTADO DEL EJERCICIO</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td></tr><tr style="height: 6.7500000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Beneficio en euros por acción básico y diluido</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-10ff1d0552bfb39e93d43e158c4b45b7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,10</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4,52</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b" style="margin-bottom: 0;"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 467.4300000000000pt; "><div style="bottom: 0; position: absolute; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-bbc566a6d0c59e08459a14bd475df5b9" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_16"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 308.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 54.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 65.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Estado de cambios en el patrimonio neto</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A) ESTADO DE INGRESOS Y GASTOS RECONOCIDOS&#160; &#160;  </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Nota</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(en millones de euros)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>RESULTADO DEL EJERCICIO</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>INGRESOS Y GASTOS RECONOCIDOS DIRECTAMENTE EN EL PATRIMONIO NETO</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(22)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(75)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Por coberturas de flujos de efectivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(37)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(54)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Por ganancias y pérdidas actuariales y otros ajustes</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(48)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efecto impositivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 21.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>TRANSFERENCIAS A LA CUENTA DE PERDIDAS Y GANANCIAS</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Por coberturas de flujos de efectivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efecto impositivo</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-2ce99a8a88d94b44917360909b261fe6" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 24.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>TOTAL DE INGRESOS Y GASTOS RECONOCIDOS EN EL EJERCICIO</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>88</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.346</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b618f0dace3341e64a6f1ae8f8895bb0" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_19"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 453.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 714.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 714.3299999999999pt; "><div style="position: absolute; top: 0; width: 714.3299999999999pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d68ca956c0af57a0da48069233847549" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 16.5000000000000pt; width: 183.7500000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 713.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 145.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 38.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 71.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 62.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Estado de cambios en el patrimonio neto</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="4"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>B) ESTADO TOTAL DE CAMBIOS EN EL PATRIMONIO NETO</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>(en millones de euros)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 32.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Capital social</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Prima de emisión</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Reservas</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Acciones y participaciones en patrimonio propias</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Resultado ejercicios anteriores</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Remanente</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Resultado del ejercicio</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo a cuenta</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Otros instrumentos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Ajustes por cambio de valor</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 1.1.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.001</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>8.009</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(121)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5.282</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(730)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(27)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>17.226</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Total ingresos y gastos reconocidos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(40)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(34)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4.346</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Operaciones con socios o propietarios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Reducción de capital (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(383)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>400</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Distribución de dividendos (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(565)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(754)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1.319)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Operaciones con acciones o participación propias (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(400)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(400)</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otras variaciones de patrimonio neto (Nota 11)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3.987</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>565</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(5.282)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>730</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>984</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>11.573</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(121)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(754)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(61)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>19.853</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Total ingresos y gastos reconocidos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>88</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Operaciones con socios o propietarios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Reducción de capital (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(14)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(284)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>298</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Distribución de dividendos (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(9)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1.361)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1.370)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>-&#160; Operaciones con acciones o participación propias (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(178)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(178)</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otras variaciones de patrimonio neto (Nota 11)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3.076</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(4.415)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.330</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>970</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>11.291</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.076</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(785)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(78)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>18.393</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b" style="margin-bottom: 0;"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 714.3299999999999pt; "><div style="bottom: 0; position: absolute; width: 714.3299999999999pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-8b4a79ea063462dbe57b6beafc951b18" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">5</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_22"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 464.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 8.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 21.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 265.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Estado de flujos de efectivo</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="2"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>&#160; (en millones de euros)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Nota</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.12.2019</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Resultado del ejercicio antes de impuestos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>60</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.347</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Ajustes del resultado</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(196)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(4.500)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Amortización del inmovilizado </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>5 y 6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Correcciones valorativas por deterioro</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.086</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>320</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variación de provisiones</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(7)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(35)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultados por bajas y enajenaciones de inmovilizado</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultados por bajas y enajenaciones de instrumentos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(3.560)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.629)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.762)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Gastos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>339</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>483</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variación de valor razonable en instrumentos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros ingresos y gastos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Cambios en el capital corriente&#160; </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(242)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(279)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudores y otras cuentas a cobrar</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>163</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(380)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Acreedores y otras cuentas a pagar</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(405)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Otros flujos de efectivo de las actividades de explotación </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.821</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.206</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pagos de intereses</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(346)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(395)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cobros de dividendos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.381</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.967</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cobros de intereses</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>350</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>402</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cobros (pagos) por impuesto sobre beneficios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>436</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>232</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Flujos de efectivo de las actividades de explotación</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.443</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.774</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Pagos por inversiones</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(270)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(7.568)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Empresas del grupo y asociadas </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(232)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(7.452)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado intangible</span></p></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado material</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(29)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(112)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Cobros por desinversiones</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>547</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>8.383</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Empresas del grupo y asociadas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>486</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8.372</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado material</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>55</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Flujos de efectivo de las actividades de inversión</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>277</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>815</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Cobros y pagos por instrumentos de patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(185)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(406)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Adquisición de instrumentos de patrimonio propio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(185)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(406)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Cobros y pagos por instrumentos de pasivo financiero</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.279</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(412)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Emisión</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.887</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6.639</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con entidades de crédito</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.225</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="2" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con empresas del grupo y asociadas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.662</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6.528</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras deudas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>108</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Devolución y amortización de</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2.608)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(7.051)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con entidades de crédito</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(247)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(226)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con empresas del grupo y asociadas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2.288)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(6.807)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras deudas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(73)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(18)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Pagos por dividendos </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(1.370)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(1.319)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Flujos de efectivo de las actividades de financiación</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(276)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(2.137)</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>AUMENTO/DISMINUCIÓN NETA DEL EFECTIVO O EQUIVALENTES</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.444</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>452</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efectivo o equivalentes al comienzo del ejercicio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.174</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>722</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="3"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efectivo o equivalentes al final del ejercicio</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.618</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.174</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-a33d8eafd32904c982ffa309c2aeab9b" style="margin-bottom: 0;"><span>Las notas 1 a 30 son parte integrante de estas Cuentas anuales.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 467.4300000000000pt; "><div style="bottom: 0; position: absolute; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">6</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_25"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a031e1b6ef6800b572cc6e072dd3eda8" style="margin-top: 0;"><span>Índice Memoria correspondiente al ejercicio 2020</span></p><p class="Bodytext"><span><br/></span></p><div style="text-align: justify; margin-bottom: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 363.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 30.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 1.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Información general</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_28">8</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 2.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Bases de presentación</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_31">8</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 3.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Políticas contables</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_34">9</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 4.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Pérdidas por deterioro del valor de los activos</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_37">21</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 5.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado intangible</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_40">29</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 6.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Inmovilizado material</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_43">29</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 7.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones en empresas del grupo y asociadas</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_46">30</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 8.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_55">35</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 9.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Deudores comerciales y otras cuentas a cobrar</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_58">36</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 10.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Efectivo y otros activos líquidos equivalentes</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_61">37</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 11.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Patrimonio neto</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_64">37</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 12.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_67">46</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 13.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_70">50</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 14.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gestión del riesgo e instrumentos financieros derivados</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_73">52</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 15.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Deudas con empresas del grupo y asociadas</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_76">58</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 16.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acreedores comerciales y otras cuentas a pagar</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_79">60</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 17.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Situación fiscal</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_82">61</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 18.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Importe neto de la cifra de negocios</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_85">66</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 19.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Aprovisionamientos</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_88">66</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 20.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gastos de personal</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_91">66</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 21.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Otros gastos de explotación</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_94">67</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 22.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Otros ingresos de explotación</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_97">68</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 23.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Resultado financiero</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_100">68</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 24.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Transacciones en moneda extranjera</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_103">68</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 25.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Información de las operaciones con partes vinculadas</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_106">68</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 26.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Información sobre miembros del Consejo de Administración y Personal directivo</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_109">70</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 27.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Compromisos y pasivos contingentes</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_112">72</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 28.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Honorarios de auditoría</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_115">75</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 29.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Medio ambiente</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_118">75</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nota 30.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acontecimientos posteriores al cierre</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_121">77</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>ANEXO I.&#160;  </span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>SOCIEDADES DEL GRUPO FISCAL NATURGY</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_124">78</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">7</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_28"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 1. Información general</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy Energy Group, S.A. (en adelante la Sociedad), sociedad matriz del grupo Naturgy (en adelante, Naturgy), es una sociedad anónima constituida en 1843 y que tiene su domicilio social en Avda. de San Luis, 77 de Madrid.&#160; Con fecha 27 de junio de 2018 la Junta General de Accionistas acordó modificar la denominación social de la compañía que pasó a denominarse Naturgy Energy Group, S.A., anteriormente Gas Natural SDG, S.A. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad tiene por objeto social, de acuerdo con sus estatutos:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-e5d4f3edc5b853620a4c833458bd92ac"><span>a.</span><span style="padding-left:9.67pt;">Todo tipo de actividades relacionadas con el negocio del gas, de la electricidad y con cualquier otra fuente de energía existente, la producción y comercialización de componentes y equipos eléctricos, electromecánicos y electrónicos, la planificación, ejecución de proyectos de construcción, gestión de trabajos de arquitectura, obras civiles, servicios públicos y de distribución de gas o hidrocarburos en general; gestión de redes de comunicaciones, de telecomunicaciones, de distribución de gas o hidrocarburos en general, la compraventa y mantenimiento de electrodomésticos y gasodomésticos; así como servicios de consultoría empresarial, planificación energética y racionalización del uso de la energía, la investigación, desarrollo y explotación de nuevas tecnologías, comunicaciones, informática y sistemas de seguridad industrial; la formación</span><span class="charStyle-edd7deb1add36ca38be4ec561e833b61">&#160; </span><span>y selección de recursos humanos y la actividad de gestión y promoción inmobiliaria.</span><span class="charStyle-edd7deb1add36ca38be4ec561e833b61">&#160; </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-c6aa1b5899e95040d001ec11a0df771d"><span>b.</span><span style="padding-left:9.67pt;">La actuación como Sociedad holding, pudiendo al efecto constituir o participar, en concepto de socio o accionista, en otras sociedades, cualquiera que sea su naturaleza u objeto, mediante la suscripción o adquisición y tenencia de acciones, participaciones o cualquier otro título derivado de las mismas, sujeto todo ello al cumplimiento de los requisitos legales exigibles en cada caso.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La actividad ordinaria más relevante de la Sociedad corresponde a la administración y gestión de las participaciones en distintas sociedades filiales. Adicionalmente, dispone de contratos de aprovisionamiento de gas destinados a otras compañías de Naturgy y en el ámbito eléctrico actuó como representante ante el Mercado Eléctrico de las sociedades generadoras y comercializadoras de Naturgy hasta 1 de junio de 2019.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las acciones de la Sociedad están admitidas a cotización en las cuatro bolsas españolas, cotizan en el mercado continuo y forman parte del Ibex 35.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_31"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 2. Bases de presentación </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Cuentas anuales de la Sociedad correspondientes al ejercicio 2019 se aprobaron por la Junta General de Accionistas celebrada el 26 de mayo de 2020.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Las Cuentas anuales correspondientes al ejercicio 2020, que han sido formuladas por el Consejo de Administración de la Sociedad con fecha</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> 2 de febrero</span><span class="charStyle-078e75230b063b95463e598e358b3eea"> </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">de </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">2021, se someterán a la aprobación de la Junta General, estimándose que serán aprobadas sin ninguna modificación.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Cuentas anuales adjuntas, han sido obtenidas de los registros contables de la Sociedad y se presentan de acuerdo con la legislación mercantil vigente y con las normas establecidas en el Plan General de Contabilidad aprobado mediante Real Decreto 1514/2007, de 16 de noviembre, y las modificaciones incorporadas a éste mediante el Real Decreto 1159/2010, de 17 de septiembre y el Real Decreto 602/2016 de 2 de diciembre, con objeto de mostrar la imagen fiel del patrimonio y de la situación financiera a 31 de diciembre de 2020 y de los resultados de la Sociedad, de los cambios en el patrimonio neto y de los flujos de efectivo producidos en la Sociedad en el ejercicio terminado en dicha fecha. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las cifras contenidas en estas Cuentas anuales se muestran en millones de euros, salvo lo indicado expresamente en otra unidad. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8</span></p></div></div></div><hr style="display: none; page-break-after: always; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Cuentas anuales consolidadas de Naturgy del ejercicio 2020 han sido preparadas de acuerdo con lo establecido en las Normas Internacionales de Información Financiera adoptadas por la Unión Europea (NIIF-UE), de conformidad con el Reglamento (CE) nº1606/2002 del Parlamento Europeo y del Consejo. Las principales magnitudes que se desprenden de las Cuentas anuales consolidadas, que han sido objeto de auditoría, son las siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="margin-bottom: 2pt; margin-top: 2pt; padding-left: 0pt; padding-right: 0pt; "><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="margin-left: 0; margin-right: auto; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 398.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-11e6f1e9aabb73df9a9bad1c3b73ce56" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activo total</span></p></td><td class="cellStyle-c0c56a7aca831b3c2307b3d89eeae9df" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>39.545</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Patrimonio neto atribuido a la Sociedad dominante</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8.028</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Participaciones no dominantes</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.237</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Importe neto de la cifra de negocios</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.345</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-6efc1bf48d6b276a2f79610a3299b400" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Beneficio después de impuestos atribuido a la Sociedad dominante</span></p></td><td class="cellStyle-a010581c98435873d0276caaa620edcb" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(347)</span></p></td></tr></tbody></table></div><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_34"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 3. Políticas contables </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las principales normas de valoración utilizadas por la Sociedad para la elaboración de estas Cuentas anuales son las que se detallan a continuación: </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4fd172bedad0bf28dacf88b7f16ca696"><span>3.1</span><span style="padding-left:7.37pt;">Inmovilizado intangible</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los elementos incluidos en el inmovilizado intangible figuran valorados a su precio de adquisición o a su coste de producción o a su valor razonable en el caso de ser activos adquiridos por una combinación de negocios, menos la amortización acumulada y, en su caso, el importe acumulado de las pérdidas reconocidas para cubrir el posible deterioro. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.85pt;">Fondo de comercio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El fondo de comercio representa el exceso del coste de la adquisición sobre el valor razonable de la participación en los activos netos identificables de la sociedad adquirida en la fecha de adquisición. El fondo de comercio sólo se reconoce cuando haya sido adquirido a título oneroso y corresponda a los beneficios económicos futuros procedentes de activos que no han podido ser identificados individualmente y reconocidos por separado.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El fondo de comercio se amortiza en diez años y su recuperación es lineal. Adicionalmente, se revisa anualmente para analizar las posibles pérdidas por deterioro de su valor, registrándose en el Balance de situación a su valor de coste menos la amortización y, en su caso, el importe acumulado de las correcciones valorativas por deterioro acumuladas.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las pérdidas por deterioro del fondo de comercio no son reversibles.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>b.</span><span style="padding-left:5.85pt;">Otro inmovilizado intangible</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes directamente relacionados con la producción de programas informáticos que sea probable que vayan a generar beneficios económicos superiores a los costes se reconocen como inmovilizado intangible. Los costes directos incluyen los gastos del personal que desarrolla los programas informáticos.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Los costes de las aplicaciones informáticas reconocidos como activos se amortizan linealmente en un período de cinco años desde el momento en que están disponibles para la entrada en explotación de la aplicación.</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce" style="font-size: 12.0000000000000pt; ">&#160; </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los gastos de investigación se reconocen como gasto en la Cuenta de pérdidas y ganancias cuando se incurren.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad no tiene activos intangibles de vida útil indefinida.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">9</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-49f8660dd9675b48537901eae493ee0f" style="margin-top: 0;"><span>3.2</span><span style="padding-left:7.37pt;">Inmovilizado material</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los bienes comprendidos en el inmovilizado material se registran a su coste menos la amortización acumulada y, en su caso, la provisión por deterioro asociada.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">Coste</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los bienes comprendidos en el inmovilizado material se valoran al precio de adquisición o al coste de producción o al valor atribuido al activo en caso de que se adquiera como parte de una combinación de negocios. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Forman parte del inmovilizado material los costes financieros correspondientes a la financiación de los proyectos de instalaciones técnicas durante el período de construcción hasta la preparación del activo para su uso.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes de renovación, ampliación o mejora son incorporados al activo como mayor valor del bien exclusivamente cuando suponen un aumento de su capacidad, productividad o prolongación de su vida útil.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes relacionados con los trabajos efectuados por la empresa para el inmovilizado material corresponden al coste directo de producción.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los gastos derivados de las actuaciones empresariales encaminadas a la protección y mejora del medio ambiente se contabilizan como gasto del ejercicio en que se incurren.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando suponen incorporaciones al inmovilizado material, cuyo fin sea la minimización del impacto medioambiental y la protección y mejora del medio ambiente, se contabilizan como mayor valor del inmovilizado.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los beneficios y pérdidas en ventas son determinados por comparación del precio de venta con los valores contables y son registrados en la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-a6b9a3268caf6d1b9115eb301cfae302"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>b.</span><span style="padding-left:5.85pt;">Amortización</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos se amortizan linealmente durante su vida útil estimada o, en caso de ser menor, durante la duración de la concesión. Las vidas útiles estimadas son:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="margin-bottom: 2pt; margin-top: 2pt; padding-left: 0pt; padding-right: 0pt; "><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="margin-left: 0; margin-right: auto; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 342.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 125.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ca60c13e0887238052a8f0f99ee60801" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ca60c13e0887238052a8f0f99ee60801" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>Años de vida útil estimada</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Construcciones</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>33  50 </span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Equipos informáticos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Elementos de transporte</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros elementos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>3  20 </span></p></td></tr></tbody></table></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los valores residuales y las vidas útiles de los activos se revisan, ajustándolos, en su caso, en la fecha de cada Balance de situación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando el valor contable de un activo es superior a su importe recuperable estimado o cuando ya no es útil, su valor se reduce de forma inmediata hasta su importe recuperable (Nota 3.3).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-9ea3063105c2ba8042fe773ed258e223"><span>3.3</span><span style="padding-left:7.37pt;">Pérdidas por deterioro del valor de los activos</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos se revisan, para analizar las posibles pérdidas por deterioro, siempre que algún suceso o cambio en las circunstancias indique que el valor neto contable puede no ser recuperable. Adicionalmente se revisa al menos anualmente para las inversiones en empresas del grupo, los fondos de comercio y los inmovilizados intangibles que no están en explotación. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando el importe recuperable es menor que el valor neto contable del activo se reconoce en la cuenta de pérdidas y ganancias una pérdida por deterioro por la diferencia entre ambos. El importe recuperable se calcula como el mayor entre el valor razonable del activo menos los costes para la venta y su valor de uso por el procedimiento del descuento de los flujos de efectivo futuros. La Sociedad está considerando como importe recuperable el valor en uso, para cuyo cálculo, se emplea la metodología que se describe a continuación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A efectos de evaluar las pérdidas por deterioro del valor, los activos se agrupan al nivel más bajo para el que es posible identificar flujos de efectivo independientes. Tanto los activos como fondos de comercio se asignan a estas unidades generadoras de efectivo (UGEs).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para las inversiones en empresas del grupo y asociadas, excepto para aquellas inversiones cuyo importe recuperable se determina de acuerdo al patrimonio neto de la sociedad participada (Nota 3.4), que han requerido del análisis de posibles pérdidas por deterioro, los flujos de efectivo se basan en la mejor información prospectiva disponible para los próximos cinco años, en función de la regulación y de las expectativas para el desarrollo del mercado de acuerdo con las previsiones sectoriales disponibles y de la experiencia histórica sobre la evolución de los precios y los volúmenes producidos. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los flujos de efectivo posteriores al período proyectado de cinco años se extrapolan considerando las tasas de crecimiento estimadas para cada UGE que, en ningún caso, superan el tipo de crecimiento medio a largo plazo para el negocio y país en el que operan y que son, en todos los casos, inferiores a los crecimientos del período de la información prospectiva disponible. Asimismo, para estimar los flujos de efectivo futuros en el cálculo de los valores residuales, se han considerado todas las inversiones de mantenimiento y, en su caso, las inversiones de renovación necesarias para mantener la capacidad productiva de las UGEs.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los parámetros considerados para la determinación de las tasas de crecimiento, que representan el crecimiento a largo plazo de cada negocio, se adecuan al crecimiento a largo plazo del país, obtenido de las estimaciones de la inflación de diversas fuentes (consenso analistas (Bloomberg), FMI, the Economist Intelligence Unit (EIU), Bancos Centrales, Comisión Europea) para el periodo del 2021-2025 y de EIU a partir de 2026.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los parámetros considerados para la composición de las tasas de descuento antes de impuesto son:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Tasa libre de riesgo: Considerando el Bono soberano del mercado y plazo de referencia de la UGE así como estudios u otras fuentes de información (Damodaran, EIU y otros).</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Prima de riesgo de mercado: Prima basada en estudios y otras fuentes de información (Pablo Fernandez, Damodaran y otros).</span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Beta desapalancada: Basado en betas estimadas para cada UGE en función de comparables (Bloomberg).</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Swap de tipos de interés moneda local: Swap entre 10 años y 30 años, en función del negocio de la UGE (Bloomberg).</span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Proporción patrimonio neto-deuda: En función de comparables del sector.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las correcciones por deterioro del valor reconocidas en periodos anteriores para las participaciones en empresas del grupo y asociadas, podrán ser objeto de reversión si, y solo si, se hubiese producido un cambio en las estimaciones utilizadas, para determinar el importe recuperable de la misma, desde que se reconoció la última pérdida por deterioro.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-db18c1dac859859493d66da68d32c554"><span>3.4</span><span style="padding-left:7.37pt;">Activos y pasivos financieros</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad clasifica sus activos y pasivos financieros según la valoración que se determina sobre la base del modelo de negocio y las características de los flujos de caja contractuales.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las adquisiciones y enajenaciones de inversiones se reconocen en la fecha de negociación. Es decir, la fecha en que la Sociedad se compromete a adquirir o vender el activo, clasificándose a la adquisición en las categorías que se detallan:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">11</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="margin-top: 0;"><span>Inversiones en el patrimonio de empresas del grupo, multigrupo y asociadas</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se valoran al menor, entre el coste de adquisición o su valor razonable en el caso de inversiones adquiridas a través de una combinación de negocios y el valor recuperable. El valor recuperable se determina como el mayor importe entre su valor razonable menos los costes de venta y el valor actual de los flujos de efectivo derivados de la inversión. Salvo mejor evidencia del importe recuperable, será el patrimonio neto de la sociedad participada corregido por las plusvalías tácitas existentes en la fecha de la valoración. La corrección de valor y, en su caso, su reversión se registra en la Cuenta de pérdidas y ganancias del ejercicio en que se produce.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de aportaciones no dinerarias a una empresa del grupo en las que el objeto es un negocio, la inversión se valora por el valor neto contable de los elementos patrimoniales entregados en las Cuentas anuales consolidadas en la fecha en que se realiza la operación. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Cuentas anuales consolidadas a utilizar son las del grupo o subgrupo mayor en el que se integren los elementos patrimoniales, cuya sociedad dominante sea española. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En las operaciones de fusión, escisión y segregación, entre empresas del grupo, en las que intervenga la empresa dominante del grupo, directa o indirectamente, los elementos patrimoniales adquiridos se valorarán por el importe que correspondería a los mismos, una vez realizada la operación, en las Cuentas anuales consolidadas del grupo. La diferencia entre el coste de la participación entregada y el valor contable de los elementos patrimoniales entregados en las Cuentas anuales consolidadas del grupo se registrará en el epígrafe Reservas del Balance de situación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Inversiones financieras</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">Préstamos y cuentas a cobrar</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Son activos financieros no derivados con cobros fijos o determinables que no cotizan en un mercado activo, y sobre los que no hay intención de negociar a corto plazo. Se incluyen en activos corrientes, excepto para vencimientos superiores a doce meses desde la fecha del Balance de situación que se clasifican como activos no corrientes. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se registran inicialmente a su valor razonable y posteriormente a su coste amortizado, utilizando el método de interés efectivo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se efectúan las correcciones de valor necesarias por deterioro de valor cuando existe evidencia objetiva de que no se cobrarán todos los importes que se adeudan. El importe de la provisión es la diferencia entre el valor en libros del activo y el valor actual de los flujos de efectivo futuros estimados, descontados al tipo de interés efectivo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>b.</span><span style="padding-left:5.85pt;">Activos financieros mantenidos hasta el vencimiento</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Son valores representativos de deuda con cobros fijos o determinables y vencimiento fijo que la&#160; sociedad tiene la intención efectiva y la capacidad de mantener hasta su vencimiento. Los criterios de valoración de estas inversiones son los mismos que para los créditos y cuentas a cobrar.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>c.</span><span style="padding-left:6.41pt;">Activos financieros a valor razonable con cambios a resultados</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Son activos que se adquieren con el propósito de venderlos en un corto plazo. Los derivados se consideran en esta categoría a no ser que estén designados como instrumentos de cobertura. Estos activos financieros se valoran, tanto en el momento inicial como en valoraciones posteriores, por su valor razonable, imputando los cambios que se produzcan en dicho valor en la Cuenta de pérdidas y ganancias del ejercicio.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>d.</span><span style="padding-left:5.85pt;">Activos financieros disponibles para la venta</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Son los valores representativos de deuda e instrumentos de patrimonio, no derivados, que no se clasifican en ninguna de las categorías anteriores.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">12</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se reconocen por su valor razonable. Las pérdidas y ganancias no realizadas que surgen de cambios en el valor razonable se reconocen en el patrimonio neto. Cuando se venden o sufren pérdidas por un deterioro del valor prolongado, los ajustes acumulados en la reserva por ajustes por valoración se incluyen en la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los valores razonables de las inversiones que cotizan se basan en el valor de cotización. En el caso de participaciones en sociedades no cotizadas se establece el valor razonable empleando técnicas de valoración que incluyen el uso de transacciones recientes entre partes interesadas y debidamente informadas, referencias a otros instrumentos sustancialmente iguales y el análisis de flujos de efectivo futuros descontados. En caso de que ninguna técnica mencionada pueda ser utilizada para fijar el valor razonable, se registran las inversiones a su coste de adquisición minorado por la pérdida por deterioro, en su caso.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos financieros se dan de baja cuando los derechos contractuales sobre los flujos de efectivo del activo han vencido o se han transferido, siendo necesario que se hayan transferido de manera sustancial los riesgos y beneficios inherentes a su propiedad. No se dan de baja los activos financieros y se reconoce un pasivo por un importe igual a la contraprestación recibida en las cesiones de activos en que se han retenido los riesgos y beneficios inherentes al mismo. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Efectivo y otros activos líquidos equivalentes</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El efectivo y otros activos líquidos equivalentes incluyen el efectivo en caja, los depósitos a la vista en entidades de crédito y otras inversiones a corto plazo de gran liquidez con un vencimiento de no más de tres meses.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Deudas financieras</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las deudas financieras se reconocen inicialmente a su valor razonable, neto de los costes de la transacción que se hubieran incurrido. Cualquier diferencia entre el importe recibido y su valor de reembolso se reconoce en la Cuenta de pérdidas y ganancias durante el período de amortización de la deuda financiera, utilizando el método del tipo de interés efectivo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las deudas financieras se clasifican como pasivos corrientes a menos que su vencimiento tenga lugar a más de doce meses desde la fecha del Balance de situación, o incluyan cláusulas de renovación tácita a ejercicio de la Sociedad.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Acreedores comerciales y otras cuentas a pagar</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los acreedores comerciales y otras cuentas a pagar corrientes son pasivos financieros a corto plazo que se valoran a valor razonable, no devengan explícitamente intereses y se registran por su valor nominal. Se consideran deudas no corrientes las de vencimiento superior a doce meses.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-f661ce59786d93d43c933544db33f185"><span>3.5</span><span style="padding-left:7.37pt;">Derivados financieros y otros instrumentos financieros</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los derivados financieros se reconocen a su valor razonable en la fecha de contrato, recalculándose sucesivamente a su valor razonable. El método para el reconocimiento de la ganancia o pérdida depende de si se clasifica el derivado como un instrumento de cobertura, y en este caso, la naturaleza del activo objeto de la cobertura.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad alinea su contabilidad con la gestión de los riesgos financieros que lleva a cabo. De forma periódica se revisan los objetivos de la gestión de riesgos y la estrategia de cobertura, realizándose una descripción del objetivo de gestión de riesgos perseguido.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para que cada operación de cobertura se considere eficaz, la Sociedad documenta que la relación económica entre el instrumento de cobertura y el elemento cubierto esté alineada con sus objetivos de gestión del riesgo de la entidad. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El valor de mercado de los diferentes instrumentos financieros se calcula mediante los siguientes procedimientos:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">13</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Para los derivados cotizados en un mercado organizado, por su cotización al cierre del ejercicio.</span></p><p class="paraStyle-ad906a4ef53ed024fe778ca80d8ca66a"><span></span><span style="padding-left:12.44pt;">En el caso de los derivados no negociables en mercados organizados, por el descuento de flujos de caja, basándose en las condiciones de mercado a fecha de cierre del ejercicio o, en el caso de elementos no financieros, en la mejor estimación de las curvas futuras de precios de dichos elementos.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los valores razonables, se ajustan por el impacto esperado del riesgo de crédito observable de la contraparte en los escenarios de valoración positivo y el impacto del riesgo de crédito propio observable en los escenarios de valoración negativo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los derivados implícitos en otros instrumentos financieros o en otros contratos principales son contabilizados separadamente como derivados, solamente cuando sus características económicas y riesgos inherentes no están relacionados estrechamente con los instrumentos en los que se encuentran implícitos y el conjunto no esté siendo contabilizado a valor razonable con cambios a través de la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A efectos de su contabilización, las operaciones se clasifican de la manera siguiente:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a5c05a46ef2fb023a1569adce8902e29"><span>1.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.85pt;">Derivados que califican para la contabilidad de coberturas</span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.85pt;">Cobertura del valor razonable </span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los cambios en el valor razonable de los derivados designados, que cumplen las condiciones para clasificarse como operaciones de cobertura del valor razonable, se reconocen en la Cuenta de pérdidas y ganancias, junto con cualquier cambio en el valor razonable de las partidas cubiertas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>b.</span><span style="padding-left:5.85pt;">Cobertura de flujos de efectivo </span></p><p class="paraStyle-5fc31052c721fcc32ed4008e8926740b"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La parte efectiva de cambios en el valor razonable de los derivados designados y calificados como coberturas de flujos de efectivo se reconoce en el patrimonio neto. La ganancia o pérdida correspondiente a la parte no efectiva se reconoce inmediatamente en la Cuenta de pérdidas y ganancias. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes acumulados en el patrimonio neto se traspasan a la Cuenta de pérdidas y ganancias en el ejercicio en que la partida cubierta afecta a la ganancia o a la pérdida.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>c.</span><span style="padding-left:6.41pt;">Cobertura de inversión neta en el extranjero</span></p><p class="paraStyle-5fc31052c721fcc32ed4008e8926740b"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se aplica contabilidad de cobertura del valor razonable a las diferencias originadas por el tipo de cambio de los préstamos en moneda extranjera para financiar inversiones en empresas del grupo, asociadas y multigrupo, realizadas en la misma moneda funcional.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a5c05a46ef2fb023a1569adce8902e29"><span>2.</span><span style="padding-left:5.85pt;">Derivados que no califican para la contabilidad de cobertura</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ciertos derivados no cumplen el criterio para poder aplicar contabilidad de cobertura. Los cambios en el valor razonable de cualquier derivado que no se califique para la contabilidad de cobertura se reconocen inmediatamente en la Cuenta de pérdidas y ganancias.&#160; &#160; &#160; &#160; </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span> </span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.&#160; Contratos de compra y venta de energía</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En el curso normal de sus negocios la Sociedad dispone de contratos de compra y venta de energía que en la mayoría de los casos incluyen cláusulas </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">take or pay</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">, en virtud de las cuales el comprador asume la obligación de pagar el valor de la cantidad de energía contratada con independencia de que la reciba o no. Estos contratos se celebran y se mantienen con el propósito de hacer frente a las necesidades de recepción o entrega física de energía previstas por la Sociedad de acuerdo con las estimaciones periódicas de compra y venta de energía, cuyo seguimiento se efectúa de manera sistemática y que se ajustan siempre mediante entrega física. En consecuencia, se trata de contratos para uso propio y, por lo tanto, se encuentran fuera de la norma de valoración de instrumentos financieros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">14</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-1549e9b5c4a89b0e160ac288a162c3cd" style="margin-top: 0;"><span>3.6</span><span style="padding-left:7.37pt;">Activos no corrientes mantenidos para la venta y actividades interrumpidas</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad clasifica como activos mantenidos para la venta los activos y los pasivos vinculados para los cuales se han iniciado gestiones activas para su venta, y se estima que la misma se llevará a cabo dentro de los doce meses siguientes. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, la Sociedad considera actividades interrumpidas los componentes (unidades generadoras de efectivo o grupos de unidades generadoras de efectivo) que representan una línea de negocio o un área geográfica de la explotación, que sea significativa y que pueda considerarse separada del resto, que se han vendido o se han dispuesto de ellas por otra vía o bien que reúnen las condiciones para ser clasificadas como mantenidas para la venta. Asimismo, se consideran actividades interrumpidas aquellas entidades adquiridas exclusivamente con la finalidad de revenderlas.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estos activos se presentan valorados al menor importe entre su valor contable y el valor razonable minorado por los costes necesarios para su enajenación y no están sujetos a amortización, desde el momento en que son clasificados como activos no corrientes mantenidos para la venta.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En caso de que se produzcan retrasos causados por hechos o circunstancias fuera del control de Naturgy y existan evidencias suficientes de que se mantiene el compromiso con el plan para vender los clasificados como mantenidos para la venta se mantiene la clasificación a pesar de que el periodo para completar la venta se alargue más allá de un año. </span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-a87dd421fee844a20846c6ea80e1c916"><span>3.7</span><span style="padding-left:7.37pt;">Capital social</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El capital social está representado por acciones ordinarias.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes de emisión de nuevas acciones u opciones, netos de impuestos, se deducen del patrimonio neto, como menores reservas o prima de emisión en el caso de emisiones de capital con prima.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los dividendos sobre acciones ordinarias se reconocen como menor valor del patrimonio cuando son aprobados.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las adquisiciones de acciones propias se registran por su valor de adquisición, minorando el patrimonio neto hasta el momento de su enajenación. Los beneficios y pérdidas obtenidos en la enajenación de acciones propias se registran en el epígrafe Reservas del Balance de situación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-6c79f1bd9b388d30991f02186810705e"><span>3.8</span><span style="padding-left:7.37pt;">Remuneraciones basadas en acciones</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las remuneraciones basadas en acciones y que se liquidan en acciones se valoran por referencia al valor razonable de los instrumentos de patrimonio concedidos en la fecha de su concesión. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El coste resultante se reconoce en el epígrafe de Gastos de personal de la Cuenta de pérdidas y ganancias a medida que sean prestados los servicios por los empleados durante el período necesario para la irrevocabilidad de la concesión del incentivo con contrapartida al epígrafe de Otros instrumentos de patrimonio neto del Balance de situación. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes reconocidos en el patrimonio neto no son objeto de una posterior reestimación por la evolución de las condiciones externas de mercado.</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-73c36989d27b4211835e8745660ce449"><span>3.9</span><span style="padding-left:7.37pt;">Deuda financiera e instrumentos de patrimonio</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La deuda financiera y los instrumentos de patrimonio emitidos por la Sociedad son clasificados de acuerdo con la naturaleza de la emisión efectuada.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad considera como instrumento de patrimonio cualquier contrato que ponga de manifiesto una participación residual de los activos netos de la entidad.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes de emisión de instrumentos de patrimonio se presentan como una deducción en el patrimonio neto.</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">15</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-150cedc5bba808b18709ead514780288" style="margin-top: 0;"><span>3.10</span><span style="padding-left:1.81pt;">Provisiones por obligaciones con el personal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">Obligaciones por pensiones y similares</span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Planes de aportación definida</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad, junto con otras empresas de Naturgy, es promotora de un plan de pensiones de promoción conjunta, de sistema de empleo, que es de aportación definida para la jubilación y de prestación definida para las denominadas contingencias de riesgo, las cuales se encuentran aseguradas.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, existe un plan de aportación definida para un colectivo de directivos, en el cual la Sociedad se compromete a realizar unas aportaciones a una póliza de seguros, garantizando a dicho colectivo una rentabilidad del 125% del IPC de las aportaciones realizadas al seguro. Todos los riesgos están transferidos a la compañía de seguros, ya que ésta incluso asegura la garantía indicada anteriormente.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las aportaciones realizadas han sido registradas en el epígrafe de Gastos de personal de la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Planes de prestación definida</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para determinados colectivos existen compromisos de prestación definida en relación con el pago de complementos por pensiones de jubilación, fallecimiento e invalidez, de acuerdo con las prestaciones acordadas por la entidad y que han sido exteriorizados mediante la formalización de contratos de seguro de primas únicas conforme al Real Decreto 1588/1999 de 15 de octubre por el que se aprueba el Reglamento sobre la instrumentación de los compromisos por pensiones de las empresas.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El pasivo reconocido respecto de los planes de prestaciones definidas es el valor actual de la obligación en la fecha del Balance de situación menos el valor razonable de los activos afectos al plan. La obligación por prestaciones definidas se calcula anualmente por actuarios independientes de acuerdo con el método de la unidad de crédito proyectada. El valor actual de la obligación se determina descontando los flujos de efectivo futuros estimados a tipos de interés de bonos denominados en la moneda en que se pagarán las prestaciones y con plazos de vencimiento similares a los de las correspondientes obligaciones.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las pérdidas y ganancias actuariales que surgen por cambios en las hipótesis actuariales o por diferencias entre las hipótesis y la realidad se reconocen íntegramente en el período en el que ocurren directamente en patrimonio en el epígrafe de Reservas. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes por servicios pasados se reconocen inmediatamente en la Cuenta de pérdidas y ganancias en el epígrafe de Gastos de personal.</span></p><p class="paraStyle-a6b9a3268caf6d1b9115eb301cfae302"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>b.</span><span style="padding-left:5.85pt;">Otras obligaciones posteriores a la jubilación</span></p><p class="paraStyle-5fc31052c721fcc32ed4008e8926740b"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad ofrece prestaciones posteriores a la jubilación a sus empleados. El derecho a este tipo de prestaciones normalmente está condicionado a la permanencia del empleado en la empresa hasta su jubilación y durante un mínimo determinado de años. Los costes esperados de estas prestaciones se devengan durante la vida laboral de los empleados de acuerdo con un método contable similar al de los planes de pensiones de prestaciones definidas. Las pérdidas y ganancias actuariales que surgen de cambios en las hipótesis actuariales se cargan o abonan en el epígrafe de Reservas.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>c.</span><span style="padding-left:6.41pt;">Indemnizaciones</span></p><p class="paraStyle-5fc31052c721fcc32ed4008e8926740b"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las indemnizaciones por cese se pagan a los empleados como consecuencia de la decisión de rescindir su contrato de trabajo antes de la edad normal de jubilación o cuando el empleado acepta voluntariamente a cambio de esas prestaciones. La Sociedad reconoce estas prestaciones cuando se ha comprometido de forma demostrable a cesar en su empleo a los trabajadores actuales, de acuerdo con un plan formal detallado sin posibilidad de retirada, o a proporcionar indemnizaciones por cese. En caso de que sea necesario el mutuo acuerdo, únicamente se registra la provisión en aquellas situaciones en que la Sociedad ha decidido que dará su consentimiento a la baja de los empleados, una vez solicitada por ellos.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">16</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-afab78513ecf0aec1f9fb302e549a5a6" style="margin-top: 0;"><span>3.11</span><span style="padding-left:1.81pt;">Provisiones</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se reconocen las provisiones cuando la Sociedad tiene una obligación presente, ya sea legal o implícita, como resultado de sucesos pasados; hay más probabilidades de que vaya a ser necesaria una salida de recursos para liquidar la obligación que de lo contrario; y el importe se ha estimado de forma fiable. No se reconocen provisiones para pérdidas de explotación futuras. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se valoran las provisiones al valor presente del importe necesario para liquidar la obligación a la fecha del Balance de situación, según la mejor estimación disponible. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando se espera que parte del desembolso necesario para liquidar la provisión sea reembolsado por un tercero, el reembolso se reconoce como un activo independiente, siempre que sea prácticamente segura su recepción.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En aquellos contratos en los que las obligaciones asumidas conllevan unos costes inevitables superiores a los beneficios económicos que se espera percibir de ellos, se reconoce el gasto y la provisión correspondiente por el importe del valor presente de la diferencia existente.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-8ff279c6a67eba246cdbcbdad68a2ab2"><span>3.12</span><span style="padding-left:1.81pt;">Arrendamientos</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">Arrendamientos financieros</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los arrendamientos en los que el arrendatario tiene sustancialmente todos los riesgos y las ventajas derivadas de la propiedad de los activos se clasifican como arrendamientos financieros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dichos arrendamientos se reconocen al inicio del contrato al menor entre el valor razonable del activo y el valor actual de los pagos por el arrendamiento incluida, en su caso, la opción de compra. Cada pago por arrendamiento se desglosa entre la reducción de la deuda y la carga financiera, de forma que se obtenga un tipo de interés constante sobre la deuda pendiente de amortizar. La obligación de pago derivada del arrendamiento, neta de la carga financiera, se reconoce en el pasivo del Balance de situación. La parte de interés de la carga financiera se imputa a la cuenta de pérdidas y ganancias durante el período de vigencia del arrendamiento al objeto de obtener un tipo de interés periódico constante sobre la deuda pendiente de amortizar a cada período. El inmovilizado material adquirido bajo contratos de arrendamiento financiero se amortiza durante la vida útil del activo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca"><span>b.</span><span style="padding-left:5.85pt;">Arrendamientos operativos</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los arrendamientos en los que el arrendador conserva una parte importante de los riesgos y ventajas derivados de la titularidad se clasifican como arrendamientos operativos. Los pagos en concepto de arrendamiento operativo se cargan en la Cuenta de pérdidas y ganancias sobre una base lineal durante el período de arrendamiento.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-77559112bdaad87c13cb12fd2fd1d0d2"><span>3.13</span><span style="padding-left:1.81pt;">Impuesto sobre beneficios</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El gasto devengado del Impuesto sobre beneficios incluye el gasto por el impuesto diferido y el gasto por el impuesto corriente entendido este como la cantidad a pagar (o recuperar) relativa al resultado fiscal del ejercicio.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los impuestos diferidos se registran por comparación de las diferencias temporarias que surgen entre las bases fiscales de los activos y pasivos y sus importes contables en las Cuentas anuales utilizando los tipos impositivos que se espera que estén en vigor cuando los activos y pasivos se realicen. Por los beneficios no distribuidos de las filiales no se reconocen impuestos diferidos cuando Naturgy puede controlar la reversión de las diferencias temporarias y sea probable que no vayan a revertir en un futuro previsible.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los impuestos diferidos originados por cargos o abonos directos en cuentas de patrimonio contabilizan también con cargo o abono a patrimonio.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos por impuestos diferidos y créditos fiscales se reconocen únicamente en la medida en que se considera probable que vaya a disponerse de beneficios fiscales futuros con los que poder compensar las diferencias temporarias y hacer efectivos los créditos fiscales.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">17</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando se produce un cambio en los tipos impositivos se procede a reestimar los importes de impuestos diferidos de activo y pasivo. Estos importes se cargan o abonan contra pérdidas y ganancias o contra Reservas en función de la cuenta a la que se cargó o abonó el importe original.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-69466addef870920a878c357fd9dc923"><span>3.14</span><span style="padding-left:1.81pt;">Reconocimiento de ingresos y gastos </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">General</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las ventas de bienes se reconocen cuando los productos han sido entregados al cliente y el cliente los ha aceptado, aunque no se hayan facturado, o, en caso aplicable, los servicios han sido prestados y la cobrabilidad de las correspondientes cuentas a cobrar está razonablemente asegurada. La cifra de ventas del ejercicio incluye la estimación de la energía suministrada que se encuentra pendiente de facturación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los gastos se reconocen atendiendo a su devengo, de forma inmediata en el supuesto de desembolsos que no vayan a generar beneficios económicos futuros o cuando no cumplen los requisitos necesarios para registrarlos contablemente como activo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las ventas se valoran netas de impuestos y descuentos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca"><span>b.</span><span style="padding-left:5.85pt;">Otros ingresos y gastos</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En la contabilización de los ingresos derivados de los contratos de prestación de servicios se utiliza el método del porcentaje de realización en el que, cuando los ingresos pueden ser estimados de forma fiable, éstos son registrados en función del grado de avance en la ejecución del contrato a la fecha de cierre, calculado como la proporción que representan los costes incurridos a la fecha sobre la estimación de los costes necesarios para la ejecución del contrato. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Si los ingresos del contrato no pueden ser estimados de forma fiable, los costes (y su ingreso correspondiente) se registran en el periodo en el que se incurren siempre que los primeros sean recuperables. No se registra el margen del contrato hasta el momento en que se tiene certeza del mismo, en base a la planificación de costes e ingresos.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de que los costes totales superen los ingresos del contrato, dicha pérdida se reconoce inmediatamente en la Cuenta de pérdidas y ganancias del ejercicio.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los ingresos y gastos por intereses se reconocen usando el método del tipo de interés efectivo. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los ingresos por dividendos se reconocen cuando se establece el derecho a recibir el cobro. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La tenencia de participaciones en sociedades del grupo y asociadas se considera como la actividad ordinaria más relevante de la Sociedad y por la que obtiene ingresos de carácter periódico. En aplicación del criterio manifestado por el Instituto de Contabilidad y Auditoría de Cuentas en relación con la determinación del importe neto de la cifra de negocios en sociedades holding (consulta número 2 del Boletín Oficial del Instituto de Contabilidad y Auditoría de Cuentas número 79), los dividendos de empresas del grupo y asociadas y los intereses percibidos por préstamos concedidos a empresas del grupo y asociadas se recogen como Importe neto de la cifra de negocios. Asimismo, se considera el epígrafe Deterioro y resultado por enajenaciones de instrumentos de patrimonio en empresas del grupo y asociadas dentro del Resultado de explotación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-7c19bdc9dc862b63f029d88cc9042ba9"><span>3.15</span><span style="padding-left:1.81pt;">Transacciones en moneda extranjera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las transacciones en moneda extranjera se convierten a euros utilizando los tipos de cambio vigentes en las fechas de las transacciones. Las pérdidas y ganancias que resultan de la liquidación de estas transacciones y de la conversión a los tipos de cambio de cierre de los activos y pasivos monetarios en moneda extranjera se reconocen en la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f856a2ec350e00a0d12f376defe58e05" style="margin-top: 0;"><span>3.16</span><span style="padding-left:1.81pt;">Transacciones entre partes vinculadas</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con carácter general, las operaciones entre empresas vinculadas se contabilizan en el momento inicial por su valor razonable. En su caso, si el precio acordado difiere de su valor razonable, la diferencia se registra atendiendo a la realidad económica de la operación. La valoración posterior se realiza conforme a lo previsto en las correspondientes normas. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No obstante lo anterior, en las operaciones de fusión, escisión, segregación o aportación no dineraria de un negocio los elementos constitutivos del negocio adquirido se valoran por el importe que corresponde a los mismos, una vez realizada la operación, en las Cuentas anuales consolidadas de Naturgy.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En estos casos la diferencia que se pudiera poner de manifiesto entre el valor neto de los activos y pasivos de la sociedad adquirida, ajustado por el saldo de las agrupaciones de subvenciones, donaciones y legados recibidos y ajustes por cambios de valor y cualquier importe del capital y prima de emisión, en su caso, emitido por la sociedad absorbente, se registra en el epígrafe Reservas del Balance de situación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-5757bd593a3413a3eb48215961dde090"><span>3.17</span><span style="padding-left:1.81pt;">Combinaciones de negocios</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las combinaciones de negocios se contabilizan aplicando el método de adquisición. El coste de una adquisición se calcula según el valor razonable de los activos entregados, los instrumentos patrimoniales emitidos y de los pasivos incurridos o asumidos en la fecha del intercambio más los costes directamente atribuibles a la adquisición. El proceso de valoración necesario para aplicar el método de adquisición se completa dentro del período de un año desde la fecha de la adquisición.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos identificables adquiridos y los pasivos o pasivos contingentes incurridos o asumidos como resultado de la transacción se valoran inicialmente a su valor razonable a la fecha de adquisición, siempre y cuando éste pueda ser medido con fiabilidad. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El exceso de coste de la adquisición respecto al valor razonable de la participación de la Sociedad en los activos netos identificables adquiridos se registra como fondo de comercio. Si el coste de adquisición es menor que el valor razonable de los activos netos adquiridos se reconoce como ingreso en la Cuenta de pérdidas y ganancias.</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-b49d366109cf7f85f40876ee8d8c9de5"><span>3.18</span><span style="padding-left:1.81pt;">Estado de flujos de efectivo</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El estado de flujos de efectivo ha sido elaborado utilizando el método indirecto, y en el mismo se utilizan las siguientes expresiones con el significado que a continuación se indica:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-e5d4f3edc5b853620a4c833458bd92ac"><span>a.</span><span style="padding-left:9.67pt;">Actividades de explotación: Actividades que constituyen los ingresos ordinarios de la Sociedad, así como otras actividades que no pueden ser calificadas como de inversión o financiación.</span></p><p class="paraStyle-c6aa1b5899e95040d001ec11a0df771d"><span>b.</span><span style="padding-left:9.67pt;">Actividades de inversión: Actividades de adquisición, enajenación o disposición por otros medios de activos no corrientes y otras inversiones no incluidas en el efectivo y sus equivalentes.</span></p><p class="paraStyle-c6aa1b5899e95040d001ec11a0df771d"><span>c.</span><span style="padding-left:10.23pt;">Actividades de financiación: Actividades que producen cambios en el tamaño y composición del patrimonio neto y de los pasivos que no forman parte de las actividades de explotación.</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-5c790690d6b453f22af4673263b6856c"><span>3.19</span><span style="padding-left:1.81pt;">Estimaciones e hipótesis contables significativas</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La preparación de las Cuentas anuales requiere la realización de estimaciones e hipótesis. Se relacionan a continuación las normas de valoración que requieren una mayor cantidad de estimaciones:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>a.</span><span style="padding-left:5.85pt;">Inmovilizado material (Nota 3.2)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La determinación de las vidas útiles del inmovilizado material requiere de estimaciones respecto al nivel de utilización de los activos, así como a la evolución tecnológica esperada. Las hipótesis respecto al nivel de utilización, marco tecnológico y su desarrollo futuro implican un grado significativo de juicio, en la medida en que el momento y la naturaleza de futuros eventos son difíciles de prever.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca" style="margin-top: 0;"><span>b.</span><span style="padding-left:5.85pt;">Deterioro del valor de los activos (Nota 3.3)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El valor recuperable estimado de las UGEs aplicado a las pruebas de deterioro ha sido determinado a partir de los flujos de efectivo descontados basados en las proyecciones de la Sociedad, que históricamente se han cumplido sustancialmente.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la Nota 4 se detallan las principales hipótesis utilizadas para determinar el valor recuperable.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca"><span>c.</span><span style="padding-left:6.41pt;">Derivados y otros instrumentos financieros (Nota 3.5)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El valor razonable de los instrumentos financieros que se comercializan en mercados activos se basa en los precios de mercado a la fecha del Balance de situación. El precio de cotización de mercado que se utiliza para los activos financieros es el precio corriente comprador.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El valor razonable de los instrumentos financieros que no cotizan en un mercado activo se determina usando técnicas de valoración. La Sociedad utiliza una variedad de métodos y realiza hipótesis que se basan en las condiciones del mercado existentes en cada una de las fechas del Balance de situación. Para determinar el valor razonable del resto de instrumentos financieros se utilizan otras técnicas, como flujos de efectivo descontados estimados. El valor razonable de las permutas de tipo de interés se calcula como el valor actual de los flujos futuros de efectivo estimados. El valor razonable de los contratos de tipo de cambio a plazo se determina usando los tipos de cambio a plazo cotizados en el mercado en la fecha del Balance de situación. El valor razonable de los derivados de precios commodities se determina usando las curvas futuras de precios cotizados en el mercado en la fecha de Balance de situación. El valor recuperable de las inversiones en el patrimonio de empresas del grupo, multigrupo y asociadas se determina como el mayor importe entre su valor razonable menos los costes de venta y el valor actual de los flujos de efectivo derivados de la inversión.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se asume que el importe en libros menos la provisión por deterioro de valor de las cuentas a cobrar y a pagar se aproxima a su valor razonable. El valor razonable de los pasivos financieros a efectos de la presentación de información financiera se estima descontando los flujos contractuales futuros de efectivo al tipo de interés corriente del mercado del que puede disponer la Sociedad para instrumentos financieros similares.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca"><span>d.</span><span style="padding-left:5.85pt;">Provisiones por obligaciones con el personal (Nota 3.10)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El cálculo del gasto por pensiones, otros gastos de prestaciones posteriores a la jubilación u otros pasivos posteriores a la jubilación, requiere la aplicación de varias hipótesis. La Sociedad estima al cierre de cada ejercicio la provisión necesaria para hacer frente a los compromisos por pensiones y obligaciones similares, de acuerdo con el asesoramiento de actuarios independientes. Los cambios que afectan a dichas hipótesis pueden dar como resultado diferentes importes de gastos y pasivos contabilizados. Las hipótesis más importantes para la valoración del pasivo por pensiones o prestaciones posteriores a la jubilación son el consumo de energía de los beneficiarios en su período de pasivos, la edad de jubilación, la inflación y la tasa de descuento utilizada. Además, las hipótesis de la cobertura de la seguridad social son esenciales para determinar otras prestaciones posteriores a la jubilación. Los cambios futuros en estas hipótesis tendrán un impacto sobre los gastos y pasivos futuros por pensiones. </span></p><p class="paraStyle-a6b9a3268caf6d1b9115eb301cfae302"><span><br/></span></p><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca"><span>e.</span><span style="padding-left:5.85pt;">Provisiones (Nota 3.11)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La Sociedad realiza una estimación de los importes a liquidar en el futuro, incluyendo los correspondientes a obligaciones contractuales, litigios pendientes u otros pasivos. Dichas estimaciones están sujetas a interpretaciones de los hechos y circunstancias actuales, proyecciones de acontecimientos futuros y estimaciones de los efectos financieros de dichos acontecimientos. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">20</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-90d46824c7ebfd8ce4562dd5b32314ca" style="margin-top: 0;"><span>f.</span><span style="padding-left:8.64pt;">Impuesto sobre beneficios (Nota 3.13)</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El cálculo del gasto por el impuesto sobre beneficios requiere la interpretación de normativa fiscal en las jurisdicciones en que opera la Sociedad. La determinación de si la autoridad tributaria aceptará un determinado tratamiento fiscal incierto y del desenlace esperado respecto a litigios pendientes, requiere la realización de estimaciones y juicios significativos. La Sociedad evalúa la recuperabilidad de los activos por impuestos diferidos en base a las estimaciones de resultados fiscales futuros y de la capacidad de generar resultados suficientes durante los períodos en los que sean deducibles dichos impuestos diferidos. Los pasivos por impuestos diferidos se registran de acuerdo con las estimaciones realizadas de los activos netos que en un futuro no serán fiscalmente deducibles.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-50db0ffb6e2a9f95db0ea8d292b449ad"><span>g.</span><span style="padding-left:5.85pt;">COVID-19</span></p><p class="paraStyle-056c293d210b2c5311d0fa137f4aa1f1"><span><br/></span></p><p class="Bodytext"><span>La expansión del COVID-19 ha planteado importantes desafíos a las actividades comerciales e introducido un alto grado de incertidumbre sobre la actividad económica y la demanda de energía a escala mundial. El confinamiento de gran parte de la población mundial ha conllevado una disminución de la actividad económica que ha provocado caídas generalizadas en los índices macroeconómicos, de la demanda energética y de los precios de las principales variables energéticas. Los efectos de la pandemia de COVID-19 aumentan la incertidumbre sobre la visión futura de las empresas individuales y de la economía en general, observándose a su vez, un deterioro sustancial de las perspectivas de recuperación en la segunda mitad del año 2020. En la realización de las estimaciones e hipótesis necesarias para la preparación de las Cuentas anuales se han considerado dichas perspectivas detallándose en las Notas correspondientes.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_37"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Nota 4. Pérdidas por deterioro del valor de los activos</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A 31 de diciembre de 2020, las Unidades Generadoras de Efectivo (UGEs) se agrupan y renombran conforme a la nueva organización de la estructura de negocios realizada por Naturgy en 2020. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Frente al ejercicio anterior, el cambio más significativo en la definición de las UGEs consiste en la escisión de la UGE de electricidad convencional en las UGEs de Generación térmica España y Generación de electricidad hidráulica (esta última dentro del segmento de Renovables y Nuevos Negocios). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Gestión de la Energía y Redes</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Redes Iberia:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Redes de gas España: Constituye una única UGE puesto que el desarrollo, operación y mantenimiento de la red de distribución de gas se gestiona de forma conjunta.</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Redes de electricidad España: Constituye una única UGE puesto que la red está formada por un conjunto de elementos de activo interrelacionados cuyo desarrollo, operación y mantenimiento se gestiona de forma conjunta.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Redes Latinoamérica: Se considera que existe una UGE para cada negocio y país en el que se opera, al tratarse de negocios sujetos a distintos marcos regulatorios. Incluye el negocio regulado de distribución de gas en Argentina, Brasil, Chile, México y Perú y el negocio regulado de distribución de electricidad en Argentina, Chile y Panamá.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Gestión de la Energía:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">GNL Internacional: Se considera que existe una única UGE ya que se gestiona a nivel global tanto la comercialización del gas natural licuado como la actividad de transporte marítimo.</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Mercados y aprovisionamientos: Se considera que existe una UGE puesto que gestiona el aprovisionamiento y resto infraestructuras de gas, así como la comercialización a grandes consumos intensivos en energía. Asimismo, incluye la UGE de Unión Fenosa Gas.</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed" style="margin-bottom: 0;"><span>"</span><span style="padding-left:14.50pt;">Gasoductos: Incluye la UGE que gestiona el gasoducto Magreb  Europa, así como la UGE del gasoducto de Medgaz.</span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed" style="margin-top: 0;"><span>"</span><span style="padding-left:14.50pt;">Generación térmica España: Se considera que existe una UGE única para la generación de electricidad térmica en España (nuclear, ciclos combinados y otros).</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Generación térmica Latinoamérica: Se considera que existe una UGE de generación de electricidad térmica en cada país en los que se opera (México, República Dominicana y Puerto Rico) al tratarse de negocios sujetos a distintos marcos regulatorios y gestionados de manera independiente.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">Renovables y Nuevos Negocios</span><span>:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">España: Se considera una UGE para generación de electricidad renovable (eólica, minihidráulica, solar y cogeneración) y otra UGE para la generación de electricidad hidráulica.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Latinoamérica: Se considera que existe una UGE de generación de electricidad renovable en cada país en el que se opera (Brasil, Costa Rica, México, Panamá y Chile) al tratarse de negocios sujetos a distintos marcos regulatorios y gestionados de manera independiente.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Australia: Se considera una UGE que engloba todos los proyectos en el país.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">Comercialización: </span><span>La gestión comercial de gas natural, electricidad y servicios se realiza de manera integral, maximizando el valor del porfolio a través de localizarse en el cliente y con alto potencial de crecimiento en servicios y soluciones, por lo que existe una única UGE.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span>Información sobre deterioros realizados</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha evaluado el valor recuperable de las participaciones en empresas del grupo y asociadas, en base a proyecciones que corresponden a la mejor información prospectiva disponible para los próximos cinco años, considerando los planes de inversión de sus diferentes negocios, así como las condiciones de los mercados en los que operan. También se han considerado diferentes escenarios futuros posibles al estimar los flujos de efectivo, en el caso que proporcione información más relevante para representar los posibles desarrollos económicos futuros. Asimismo, los flujos de efectivo estimados contemplan los efectos previsibles del COVID-19.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>Durante la primera parte del año, la mejor estimación de Naturgy y de la generalidad de opiniones emitidas por instituciones públicas y privadas era que los efectos del COVID-19 se mantendrían en el corto plazo, pero que la pandemia dejaría de tener un impacto relevante en el medio y largo plazo. Esta previsión se fundaba principalmente en las expectativas de recuperación de las economías en las que Naturgy está presente, una vez que empezaran a tener efecto las medidas dispuestas por los gobiernos y en la capacidad de respuesta y adaptación del resto de los agentes económicos afectados, incluyendo acciones acometidas por la propia compañía. Estas expectativas de senda de recuperación a medio plazo eran compartidas en aquel momento por múltiples instituciones y compañías, razón por la cual, en dicho momento no se estimó necesario actualizar los flujos de efectivo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>En la segunda parte del año 2020 se observó un deterioro sustancial de las perspectivas de recuperación, motivando la consideración del impacto del COVID-19 en la estimación de flujos de efectivo. Asimismo, a cierre de ejercicio 2020 se manifiestan, de manera significativa, los efectos de la pandemia sobre el escenario macro y energético del año, traduciéndose en menores demandas de gas y electricidad en España y Latinoamérica y una depreciación relevante de las monedas en las regiones clave de Latinoamérica.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>En España, la demanda de electricidad peninsular ha sido un 5,5% inferior a la registrada en 2019 mientras que la demanda de gas descendió un 9,6%. La caída de la demanda a lo largo del ejercicio se ha relacionado con los episodios de confinamiento más o menos restrictivos que se han dado. A medio plazo, se prevé que la demanda eléctrica y la demanda convencional de gas en red de distribución Naturgy vuelvan a niveles pre-COVID en 2022-2023.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En Latinoamérica, el impacto del COVID-19 sobre la demanda en las áreas de distribución de Naturgy en 2020 ha tenido impacto diverso, con las siguientes caídas respecto del 2019:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Gas Brasil: -14,0%</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Gas México: -10,5%</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Gas Chile: -4,7%</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Gas Argentina: -3,8%</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Electricidad Panamá: -7,5%</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Electricidad Argentina: +1,3%</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En términos generales, se prevé una recuperación de las mismas a niveles de 2019 en el ejercicio 2022.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Información sobre deterioros contabilizados (Nota 7)</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En los ejercicios 2020 y 2019, se han registrado deterioros de participaciones en empresas del grupo y asociadas por importe de</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> 1.088 mill</span><span>ones de euros (320 millones de euros en 2019) en el epígrafe Deterioro y pérdidas de participaciones en instrumentos de patrimonio en empresas del grupo y asociadas de la Cuenta de pérdidas y ganancias y que se detallan a continuación:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8"><span></span><span style="padding-left:8.62pt;">Un importe </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">de 1.005 millon</span><span>es de euros (272 millones de euros en 2019) por la participación en Naturgy Generación, S.L.U., que incluye las UGEs de Generación térmica España y de generación de electricidad hidráulica España.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las hipótesis y proyecciones que afectan a la UGE de Generación térmica España se han basado en la mejor información prospectiva existente a la fecha, considerando en general los posibles efectos en la generación de la transición prevista por el incremento de fuentes de energía renovables que recogen los elementos reguladores del primer PNIEC, en el Proyecto de Ley de Cambio Climático y Transición Energética. Las proyecciones mencionadas contemplan una bajada de producción y precios de acuerdo con el escenario vigente en el próximo quinquenio. Las prospectivas del PNIEC contemplan la necesidad de la totalidad de la potencia instalada de las unidades de generación de ciclos combinados en el horizonte del plan (2030). </span></p><p class="paraStyle-7495ba9649e894cbb46c47bb97bb2530"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Las principales hipótesis consideradas en el test de deterioro de la UGE de generación térmica España han sido las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 179.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2025</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Evolución PIB español</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Brackets-Percent" style="margin-bottom: 0; margin-top: 0; "><span>(12,5)%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5,7%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>4,3%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>3,5%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,4%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>1,5%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Precio pool ¬/MWh</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>33,8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>44,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>45,6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>47,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48,5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48,8</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Brent (USD/bbl)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>41,2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>46,1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>46,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>52,2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>57,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>63,2</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Gas Henry Hub (USD/MMBtu)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2,1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2,8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2,9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3,1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3,3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Carbón (API2 CIF ARA) (USD/t)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>49,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>56,1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>56,2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>59</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>61,8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>64,6</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>CO2 ¬/t</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24,4</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27,5</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27,7</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>28,3</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>30,2</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>33,8</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los aspectos más sensibles que se incluyen en la estimación del importe recuperable determinado de acuerdo al valor en uso y aplicando la metodología detallada en la Nota 3.3, son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Electricidad producida. La evolución de la demanda se ha estimado en base a proyecciones de la CNMC y analistas. La cuota de participación se ha estimado en función de la cuota de mercado de Naturgy en cada tecnología y de la evolución que se espera de la cuota de cada tecnología en el mercado total. La principal variación con respecto a las proyecciones pasadas corresponde a una disminución de producción térmica en consonancia con la evolución futura esperada del mix de generación, compensada por un mecanismo que retribuye la capacidad firme aportada que está previsto que se establezca para viabilizar las previsiones del PNIEC.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Precio de la electricidad. Los precios de la energía en el mercado empleados se han calculado con los modelos que cruzan la demanda esperada con las previsiones de la oferta, considerando la evolución previsible del parque de generación en España, en base a las previsiones sectoriales, a la evolución del escenario energético en base a las curvas de futuros y a previsiones de analistas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span> </span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">23</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f150afa61fb1a7a45b8316b0bbd05a10" style="margin-top: 0;"><span>"</span><span style="padding-left:14.50pt;">Coste de los combustibles. Estimado en base a los contratos a largo plazo de aprovisionamiento suscritos por Naturgy, a la evolución prevista de las curvas de precios y la experiencia en los mercados donde opera.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>&#160; </span></p><p class="paraStyle-f150afa61fb1a7a45b8316b0bbd05a10"><span>"</span><span style="padding-left:14.50pt;">Costes de operación y mantenimiento. Han sido estimados a partir de los costes históricos del parque gestionado.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-f150afa61fb1a7a45b8316b0bbd05a10"><span>"</span><span style="padding-left:14.50pt;">Los tributos establecidos por la Ley 15/2012.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> 2,1% y</span><span> una tasa de descuento antes de impuestos d</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">e 7,4%. La tasa d</span><span>e descuento se ha determinado en función de los riesgos asociados de manera consistente con los considerados en las estimaciones de flujos de caja futuros. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las hipótesis y proyecciones que afectan a la UGE de Generación hidráulica se han basado en la mejor información prospectiva existente a la fecha. Las hipótesis referentes a evolución del PIB y precio Pool coinciden con las consideradas en la UGE de Generación térmica España.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los aspectos más sensibles que se incluyen en el análisis de deterioro realizado son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Electricidad producida.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span> </span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">La evolución de la producción se ha realizado considerando un año hidráulico medio y además se ha considerado una compensación a través de un mecanismo que retribuye la capacidad firme aportada que está previsto que se establezca para viabilizar las previsiones del PNIEC.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span> </span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Precio de la electricidad. Los precios de la energía en el mercado empleados se han calculado con los modelos que cruzan la demanda esperada con las previsiones de la oferta, considerando la evolución previsible del parque de generación en España, en base a las previsiones sectoriales y a la evolución del escenario energético en base a las curvas de futuros y a previsiones de analistas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Han sido estimados a partir de los costes históricos del parque gestionado.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Los tributos establecidos por la Ley 15/2012.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> 2,1% y</span><span> una tasa de descuento antes de impuestos d</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">e 6,2%. La tasa d</span><span>e descuento se ha determinado en función de los riesgos asociados de manera consistente con los considerados en las estimaciones de flujos de caja futuros. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio 2019, la tasa de crecimiento a largo plazo fue del 1,9% y una tasa de descuento antes de impuestos de 6,6% para la UGE de Generación convencional.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El deterioro acumulado a 31 de diciembre de 2020 registrado por la participación en Naturgy Generación, S.L.U. asciende a 4.</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">678 millones de euros (3.673 millones de euros a 31 de diciembre de 2019). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El resultado del análisis de sensibilidad realizado para la participación en Naturgy Generación es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-0b61ada65fa6e715d081952ea511acc9"><span></span><span style="padding-left:15.70pt;">un aumento de la tasa de descuento de 50 puntos básicos incrementaría el deterioro en 116 millones de euros.</span></p><p class="paraStyle-d4e3f971f1be8a154513b55b30a510ad"><span></span><span style="padding-left:15.70pt;">una disminución de la tasa de crecimiento de 50 puntos básicos incrementaría el deterioro en 58 millones de euros.</span></p><p class="paraStyle-d4e3f971f1be8a154513b55b30a510ad"><span></span><span style="padding-left:15.70pt;">una disminución de la electricidad producida del 5% incrementaría el deterioro en 150 millones de euros.</span></p><p class="paraStyle-d4e3f971f1be8a154513b55b30a510ad"><span></span><span style="padding-left:15.70pt;">una disminución del precio de electricidad de 1¬/MWh unida a la variación del coste del gas relacionada, incrementaría el deterioro en 157 millones de euros. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8"><span></span><span style="padding-left:8.62pt;">Un importe de 47 millones de euros (32 millones de euros en 2019) correspondientes al deterioro de la participación del 50% en Unión Fenosa Gas (UFG).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">24</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span>Tal y como se describe en la Nota 27, Naturgy ha alcanzado un acuerdo sobre Unión Fenosa Gas (UFG) con ENI y la República de Egipto, que prevé su salida de los activos y contratos con Egipto cuya situación afectaba a las proyecciones de flujos de efectivo utilizadas en los test de deterioro de períodos anteriores. Ante esta situación se han mantenido los valores registrados en 2019, ajustando la provisión por los movimientos del presente ejercicio. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A 31 de diciembre de 2020 el valor en libros registrado se soporta en base a las referencias externas del valor de UFG para Naturgy, que comprende por una parte el acuerdo alcanzado por el que Naturgy recibirá, una vez que se cumplan las condiciones suspensivas, una serie de pagos en efectivo totalizando aproximadamente 489 millones de euros así como otros activos y por otra parte, en el caso de que el acuerdo alcanzado por las partes no se produjera, el derecho a reiniciar el curso de acción de sus reclamaciones entre las que se incluye el laudo a favor de UFG por 1.630 millones. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El deterioro acumulado a 31 de diciembre de 2020 registrado por la participación del 50% en Unión Fenosa Gas asciende a 2.179 millones de euros (2.132 millones de euros a 31 de diciembre de 2019). A 31 de diciembre de 2020, el importe recuperable calculado como el valor en uso de UFG, que equivale a su valor en libros asciende a 262 millones de euros (309 millones de euros a 31 de diciembre de 2019) (Nota 7).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los aspectos más sensibles que se incluyeron en el análisis de deterioro realizado en 2019 fueron los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b8489fd06f79173329fdc74c8958a3bb"><span>ª</span><span style="padding-left:14.46pt;">Volúmenes de gas a suministrar por cada fuente de aprovisionamiento. La disminución de los volúmenes de gas a suministrar de Egipto y a licuar en la planta durante el período del Plan Estratégico 2018-2022, como consecuencia de los retrasos en la materialización de un acuerdo con EGAS que permitiese reactivar la planta y reanudar los suministros impactó en el análisis de deterioro. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b8489fd06f79173329fdc74c8958a3bb"><span>ª</span><span style="padding-left:14.46pt;">Coste de los aprovisionamientos de gas. De acuerdo a los precios de los contratos a largo plazo suscritos por Unión Fenosa Gas y a la evolución prevista de los precios en los mercados spot en base a la variación de la composición de los volúmenes de gas afectados por la situación de Egipto.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-877ca07e644cb5b7d7e5a4565a50a94b"><span>ª</span><span style="padding-left:14.46pt;">Precio de venta del gas natural. Valorado con los modelos predictivos de acuerdo con la evolución prevista de las curvas de precios y la experiencia en los mercados en los que opera Unión Fenosa Gas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:8.62pt;">Un importe de 9 millones de euros correspondiente a la participación en Naturgy Informática, S.A. (3 millones de euros como menor deterioro en 2019). El deterioro registrado se calcula de acuerdo al patrimonio neto de la sociedad. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-dfca9d076b1689f7aec481697324a392"><span>El deterioro acumulado a 31 de diciembre de 2020 registrado por la participación en Naturgy Informática, S.A. asciende a 146 millones de euros (137 millones de euros a 31 de diciembre de 2019). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8"><span></span><span style="padding-left:8.62pt;">Un importe de</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> 3 millo</span><span>nes de euros en 2020 por el deterioro de la participación del 32,3% en la sociedad Petroleum Oil &#38; Gas España, S.A., por la falta de viabilidad de proyectos de esta sociedad. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-3e26952b1835626e5101629cc6127a6c"><span>El deterioro acumulado a 31 de diciembre de 2020 registrado por la participación en Petroleum Oil &#38; Gas España, S.A. asciende a 73 millones de euros (71 millones de euros en 2019). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Adicionalmente, se han registrado los siguientes deterioros: </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:8.62pt;">El deterioro de 8 millones de euros (2 millones de euros en 2019) de la participación en Unión Fenosa Minería, S.A.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-3e26952b1835626e5101629cc6127a6c"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">En el mes de octubre de 2020 se ha producido la liquidación de la sociedad Unión Fenosa Minería, S.A. El deterioro acumulado hasta la fecha registrado por la participación en Unión Fenosa Minería, S.A. ascendía a 252 millones de euros (244 millones de euros a 31 de diciembre de 2020).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">25</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-192d3179f60f70b4b7a37361171f7eb8" style="margin-top: 0;"><span></span><span style="padding-left:8.62pt;">Otros deterioros de participaciones en empresas de Naturgy </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">por 16 millones de euros (17 millones de euros en 2019) registrados de acuerdo a la evolución del patrimonio neto.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Información sobre el resto de test de deterioro realizados:</span></p><p class="paraStyle-99d105ea48812b2f421a64dd8bf30fa7"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En relación al resto de UGEs o grupos de UGEs que tienen asignado fondo de comercio o activos intangibles de vida útil indefinida o indicios de deterioro, en los ejercicios 2020 y 2019 los valores recuperables, calculados conforme a la metodología descrita en la Nota 3.3, han resultado superiores a los valores netos contables de las participaciones en empresas del grupo registrados en las presentes cuentas anuales. Los aspectos más sensibles que se incluyen en las proyecciones utilizadas son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-877422346409d7ebb0a6585acd2fccf2"><span> </span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149">Redes de Gas y Electricidad España:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Retribución. Importe y crecimiento de la retribución. En relación al marco regulatorio se han revisado los flujos de efectivo futuros de estos negocios considerando las publicaciones del regulador en los ejercicios 2019 y 2020 sobre la metodología de retribución de la actividad regulada de distribución de electricidad y gas a partir del 2020 y 2021 respectivamente. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Estimados a partir de los costes históricos de la red gestionada.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Inversiones. Considerando las inversiones necesarias para mantener el uso regular de la red y la calidad del suministro.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo entre el 0,5% y el 1,9% y una tasa de descuento antes de impuestos en el rango 5,2%-5,9% (tasa de crecimiento entre 0,5% y 1,5% y tasa de descuento antes de impuestos entre el 5,4% y el 5,8% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-1c19aa78884645d048f977e2e9ceb93f"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Redes Latinoamérica:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Para la</span><span>s UGEs de redes de gas en Brasil, Chile, Argentina y México y de redes de electricidad en Argentina y Panamá:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Evolución de las tarifas. Valoración de las tarifas en cada uno de los países, en función de las condiciones regulatorias existentes y las revisiones tarifarias teniendo en consideración la experiencia derivada de las anteriores revisiones tarifarias en cada país.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Coste de aprovisionamientos. Estimados conforme a los modelos predictivos desarrollados en base al conocimiento de los mercados energéticos de cada país.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Estimados a partir de los costes históricos de la red gestionada.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Inversiones. Considerando las inversiones necesarias para mantener el uso regular de la red y la calidad del suministro.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo entre el 2,5% y el 11,4% y una tasa de descuento antes de impuestos en el rango 9,6%-15,8% (tasa de crecimiento entre 0,6% y 11% y tasa de descuento antes de impuestos entre el 8,5% y el 13,9% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-cf737e6e37d0fbd93bbfd8c5a816c9ad"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Generación térmica Latinoamérica:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Para las UGEs de generación de electricidad térmica en México, República Dominicana y Puerto Rico: </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">26</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">La generación térmica en México se realiza durante la mayor parte de su vida útil al amparo de contratos de compraventa de energía que determinan modelos de negocio estables y no están sujetos a riesgos de fluctuación en función de variables de mercado. En República Dominicana y en México al término de los contratos, los precios de la energía se fijan en función del mercado y se estiman en base a la evolución del escenario energético del país incluyendo la evolución previsible del parque de generación, y considerando la demanda y oferta esperada, así como los costes de producción.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Las principales estimaciones consideradas en los flujos generados por la UGE de Generación térmica Puerto Rico corresponden al contrato con Puerto Rico Electric Power Authority (PREPA), que ha extendido su vigencia hasta finales de 2032.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Han sido estimados a partir de los costes históricos del parque gestionado.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del 1,8% y una tasa de descuento antes de impuestos en el rango 9%-13,2% (tasa de crecimiento del 1,9% y tasa de descuento antes de impuestos entre el 8,3% y el 15,8% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-cf737e6e37d0fbd93bbfd8c5a816c9ad"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Renovables España:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Las hipótesis y proyecciones que afectan a la UGE de la Generación renovable (eólica, minihidráulica, solar y cogeneración) se han basado en la mejor información prospectiva existente a la fecha.</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Las hipótesis referentes a evolución del PIB y precio Pool coinciden con las consideradas en la UGE de Generación térmica España.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Los aspectos más sensibles que se incluyen en el análisis de deterioro realizado son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Electricidad producida. </span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Se han utilizado previsiones de horas de funcionamiento de cada parque coherentes con sus producciones históricas y predicciones en base a históricos de parques similares en el caso de que no existieran datos históricos. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Precio de la electricidad. Los precios de la energía en el mercado empleados se han calculado con los modelos que cruzan la demanda esperada con las previsiones de la oferta, considerando la evolución previsible del parque de generación en España, en base a las previsiones sectoriales y a la evolución del escenario energético en base a las curvas de futuros y a previsiones de analistas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Retribución. Para las instalaciones con derecho a retribución específica de la UGE de generación renovable, la retribución se ha estimado en función de los parámetros retributivos para el período de ingresos regulados establecido, manteniendo estos valores para el siguiente período regulatorio.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Han sido estimados a partir de los costes históricos del parque gestionado.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Los tributos establecidos por la Ley 15/2012.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del 2,1% y una tasa de descuento antes de impuestos del 5,7% (tasa de crecimiento del 1,9% y tasa de descuento antes de impuestos del 5,9% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-cf737e6e37d0fbd93bbfd8c5a816c9ad"><span>Renovables Latinoamérica:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>Se incluyen las UGEs de generación de electricidad Brasil, Costa Rica, México, Panamá y Chile.</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">La generación de electricidad renovable en Latinoamérica se realiza al amparo de contratos de compraventa de energía que determinan modelos de negocio estables y no están sujetos a riesgos de fluctuación en función de variables de mercado.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Estimados a partir de los costes históricos y en base a las mejores previsiones cuando no existen datos históricos.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo entre el 1,9% y el 3,2% y una tasa de descuento antes de impuestos entre el 8,6% y el 15% (tasa de crecimiento entre el 1,9% y el 3,5% y tasa de descuento antes de impuestos del entre el 8,4% y el 16,6% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-cf737e6e37d0fbd93bbfd8c5a816c9ad"><span>Renovables Australia:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">La generación de electricidad en Australia se realiza durante la mayor parte de su vida útil en función de los contratos de compraventa de energía que determinan modelos de negocio estables y no están sujetos a riesgos de fluctuación en función de variables de mercado. Al término de los contratos, los precios de la energía se fijan en función del mercado y se estiman en base a la evolución del escenario energético del país incluyendo la evolución previsible del parque de generación y considerando la demanda y oferta esperada, así como los costes de producción.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Costes de operación y mantenimiento. Estimados a partir de los costes históricos y en base a las mejores previsiones cuando no existen datos históricos.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del 2,7% y una tasa de descuento antes de impuestos del 7,4% (tasa de crecimiento del 2,4% y tasa de descuento antes de impuestos del 7,1% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-1c19aa78884645d048f977e2e9ceb93f"><span>Comercialización:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Margen de comercialización. Se han utilizado previsiones de evolución del número de clientes y márgenes unitarios basados en los contratos suscritos y el conocimiento de los mercados en los que opera.</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Asimismo, se ha utilizado una tasa de crecimiento a largo plazo del 0,5% y una tasa de descuento antes de impuestos del 6,8% (tasa de crecimiento del 0,5% y tasa de descuento antes de impuestos del 6,7% en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para el resto de las UGES, en los ejercicios 2020 y 2019, Naturgy ha llevado a cabo un análisis de sensibilidad de las variaciones desfavorables que, en base a la experiencia histórica, razonablemente puedan sufrir los mencionados aspectos sensibles en los que se ha basado la determinación del importe recuperable. En concreto, los análisis de sensibilidad más relevantes realizados, han sido los siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 297.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>Aumento</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>Disminución</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tasa de descuento</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>50 puntos básicos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tasa de crecimiento</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>50 puntos básicos</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Electricidad producida</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Precio de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Costes combustibles y aprovisionamiento </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Evolución tarifa/retribución</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Costes operación y mantenimiento</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>5%</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Estos análisis de sensibilidad realizados para cada hipótesis básica de forma independiente no harían variar las conclusiones obtenidas respecto de que el importe recuperable es superior al valor neto contable de las participaciones en empresas del grupo registrado en estas cuentas anuales.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">28</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_40"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-top: 0;"><span>Nota 5. Inmovilizado intangible </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle y movimiento de las partidas incluidas en el inmovilizado intangible es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 164.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Patentes, licencias, marcas y similares</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Aplicaciones informáticas</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Subtotal</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Fondo de comercio</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>815</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>821</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(788)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(789)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 1.1.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dotación para amortización</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(27)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(29)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>815</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>821</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(815)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(818)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 1.1.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Inversión</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dotación para amortización</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>815</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>822</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(815)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(819)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-4d7239ccc1313bcf01a552ba3558593d" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ejercicio 2020 se han adquirido marcas por un importe de 1 millón de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El fondo de comercio surge por la operación de fusión por absorción de Unión Fenosa, S.A. realizada en el ejercicio 2009 y es atribuible a los beneficios y sinergias surgidos de la integración con Naturgy. En el ejercicio 2019 se amortizó en su totalidad.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A 31 de diciembre de 2020, el inmovilizado intangible incluye el fondo de comercio totalmente amortizado y otros elementos en uso, totalmente amortizados (0 millones de euros a 31 de diciembre de 2019). </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ejercicio 2020 no se han producido bajas de activos totalmente amortizados (0 millones de euros a 31 de diciembre de 2019). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_43"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Nota 6. Inmovilizado material</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes y las variaciones experimentadas durante los ejercicios 2020 y 2019 por las partidas que componen el inmovilizado material son las siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">29</span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83dff6728537900e48999cacd5807a9b" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 206.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 87.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 87.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 87.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 35.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Terrenos y construcciones </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Otro inmovilizado material</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>197</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>37</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>234</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(70)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(23)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(93)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 1.1.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>141</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversión</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversión</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotación para amortización</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(16)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(19)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>112</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>124</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>184</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>35</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>219</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(72)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(23)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(95)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 1.1.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>112</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>124</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversión</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversión</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotación para amortización</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(11)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(13)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.20</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>113</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coste </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>177</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Amortización acumulada </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(76)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(22)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(98)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable a 31.12.20</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>113</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-05bc8c64baee597ab6f4b02bcdc1faf2" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">En el ejercicio 2020 se han producido bajas de activos totalmente amortizados por un impo</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">rte de 2 </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">millones de euros (18 millones de euros a 31 de diciembre de 2019). </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">El inmovilizado material incluye elementos en uso totalmente amortizados, a 31 de diciembre de 2020, por importe</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> de 19 m</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">illones de euros (19 millones de euros en el ejercicio 2019). </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Es política de la Sociedad contratar todas las pólizas de seguros que se estimen necesarias para dar cobertura a los posibles riesgos que pudieran afectar a los elementos del inmovilizado material.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad no mantiene a 31 de diciembre de 2020 y 31 de diciembre de 2019 compromisos de inversión.</span></p><div id="i78264de57bf543b7bef050ccf886369a_46"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Nota 7. Inversiones en empresas del grupo y asociadas</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El desglose de las inversiones en empresas del grupo y asociadas es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos de patrimonio</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.417</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16.552</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Créditos</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.177</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16.202</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>No Corriente</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>30.594</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>32.754</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Créditos</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>628</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>527</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>139</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Corriente</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>743</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>666</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>TOTAL</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31.337</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>33.420</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las variaciones experimentadas durante el ejercicio de las partidas que componen las inversiones en empresas del grupo y asociadas no corrientes son las siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">30</span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 42.0000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Participaciones en empresas del Grupo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Créditos a empresas del Grupo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Participaciones en empresas asociadas</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 1.1.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.227</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.657</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>30.894</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aumentos </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.962</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.364</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7.326</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversiones</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2.321)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2.415)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(4.742)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reclasificación</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(403)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(403)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotación/reversión provisiones</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(320)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(320)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias de cambio</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>16.548</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>16.202</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>32.754</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aumentos </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>83</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>83</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversiones</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(130)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(131)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reclasificación</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.024)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.024)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotación/reversión provisiones</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.088)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.088)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.413</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.177</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>30.594</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Ejercicio 2020</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Aportación dineraria para compensación de pérdidas de la sociedad Gas Natural Comercializadora, S.A. por importe de 33 millones de euros. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Aportación dineraria para compensación de pérdidas de la sociedad Comercializadora Regulada Gas&#38;Power, S.A por importe de 28 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Se registra como disminución del valor contable de la participación en la sociedad del grupo Unión Fenosa Minería, S.A. la distribución de la prima de emisión por importe de 21 millones de euros. Posteriormente se produce la liquidación de la sociedad Unión Fenosa Minería, S.A sin impacto en resultados, con una desinversión de 43 millones de euros. Como consecuencia de esta liquidación la Sociedad recibe la participación de la sociedad Lignitos de Meirama, S.A., sociedad participada de Unión Fenosa Minería, S.A., por un valor neto contable de 17 millones de euros, compensándose a su vez las deudas que la Sociedad tenía con la sociedad liquidada por importe de 26 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Aportación dineraria para compensación de pérdidas de la sociedad Lean Grids Services, S.L por</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> importe de 2 millones de euros. Asimismo, en marzo de 2020 se produjeron las ventas de una participación del 25,0% en las sociedades Lean Corporate Services, S.L., Lean Customer Services, S.L. y Lean Grids Services, S.L., para dar entrada a los correspondientes socios estratégicos en la prestación de los diferentes servicios. Dichas operaciones no han supuesto la pérdida de control ni han tenido impacto significativo en los Estados Financieros de la Sociedad. Posteriormente, en el mes de noviembre se anunció la venta de un 60% de participación adicional, junto con la sociedad Naturgy IT, S.L. que está previsto que se complete en el primer trimestre de 2021.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Aportación dineraria para ampliación de capital de la sociedad Naturgy Nuevas Energías, S.L.U (antiguamente denominada Naturgy Gas&#38;Power, S.L.U) de 2 millones de euros.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Liquidación de la sociedad Clover Financial and Treasury Services, D.A.C. sin impacto en resultados.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Se registra como disminución del valor contable de la participación en la sociedad del grupo Global Power Generation, S.A., la distribución de un dividendo complementario del ejercicio 2019 por importe de 64 millones de euros. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Otros movimientos por 1 millón de euros.</span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">31</span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Se registra dotación de provisiones de participaciones en empresas del grupo por un importe de 1.088 millones de euros (Nota 4).</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:12.44pt;">En reclasificaciones se recoge el traspaso a créditos corrientes en empresas del grupo por importe de 1.024 millones de euros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-bf04ce04d1f7e5831d1624ebcacc8535"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ejercicio 2019</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Constitución de Holding Negocios de Electricidad, S.A., sociedad participada en un 100% por la Sociedad, que se convirtió en la cabecera de las actividades de distribución de electricidad en España, realizándose las siguientes operaciones:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-50930911366def65e35474b95888a0ba"><span></span><span style="padding-left:12.44pt;">En el mes de noviembre de 2019, Holding Negocios de Electricidad, S.A. realizó un aumento de capital social mediante la emisión de 10 nuevas acciones de 100 euros de valor nominal, con una prima de emisión de 393.612.443 euros por acción. Estas nuevas acciones fueron íntegramente suscritas y desembolsadas por la Sociedad por un importe total de 3.936 millones de euros. </span></p><p class="paraStyle-741614d032ce13093c3b5c59cdc3e072"><span><br/></span></p><p class="paraStyle-e9cb5bf769f6e91f694e601f773b67ca"><span></span><span style="padding-left:12.44pt;">Con la misma fecha, la Sociedad otorgó un préstamo intragrupo por importe de 3.362 millones de euros a Holding Negocios de Electricidad, S.A. Dicho préstamo tiene un vencimiento de 5 años y devenga un tipo de interés de mercado.</span></p><p class="paraStyle-741614d032ce13093c3b5c59cdc3e072"><span><br/></span></p><p class="paraStyle-e9cb5bf769f6e91f694e601f773b67ca"><span></span><span style="padding-left:12.44pt;">En fecha 27 de noviembre de 2019, con los fondos recibidos, Holding Negocios de Electricidad, S.A. adquirió a la Sociedad el 100% de las participaciones en UFD Distribución Electricidad, S.A. por un importe de 5.170 millones de euros, importe que fue determinado como valor razonable. De acuerdo con lo establecido en el apartado 1 de la Norma de Registro y Valoración 21ª del Plan General de Contabilidad, la transacción realizada se contabilizó por su valor razonable y supuso un beneficio de 3.539 millones de euros. </span></p><p class="paraStyle-758509f0b514512515028f3354bddc9d"><span><br/></span></p><p class="paraStyle-e9cb5bf769f6e91f694e601f773b67ca"><span></span><span style="padding-left:12.44pt;">Asimismo, la Sociedad canceló los créditos que tenía concedidos a la sociedad UFD Distribución Electricidad, S.A. por importe de 2.129 millones de euros, siendo la sociedad Holding Negocios de Electricidad, S.A. quien concedió dicha financiación por idéntico valor a la sociedad adquirida. </span></p><p class="paraStyle-a02ea829931866cf5b9edd84a5bf8496"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Aportación dineraria a la sociedad Naturgy LNG, S.L. por importe de 13 millones de euros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Aportación dineraria para la compensación de pérdidas a la sociedad Comercializadora Regulada, Gas &#38; Power, S.A. por 9 millones de euros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Se registró como disminución del valor contable de la participación en la sociedad del grupo Global Power Generation, S.A., la distribución de la prima de emisión por importe de 690 millones de euros. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Enajenación del 45% de la participación en el capital de Torremarenostrum, S.L. por un importe de 28 millones de euros, generando una plusvalía antes de impuestos de 20 millones de euros. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Liquidación de la sociedad P.H. La Perla, S.A. sin impacto en resultados por estar la participación totalmente deteriorada.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Constitución de nuevas sociedades y otros movimientos por 4 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Se registra dotación de provisiones de participaciones en empresas del grupo por un importe de 320 millones de euros (Nota 4).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:12.44pt;">En reclasificaciones se recoge el traspaso a créditos corrientes en empresas del grupo por importe de 403 millones de euros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec78c74f988cff499770d7bc31557f70" style="margin-bottom: 0;"><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">El importe acumulado de provisión por deterioro de participaciones de empresas del grupo y asociadas asciende a 7.369 </span><span class="charStyle-4787c84cbaf0ebd7532b3e93926d3819">millones de euros a 31 de diciembre de 2020 (6.505 millones a 31 de diciembre de 2019) y corresponde bá</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">sicamente a las siguientes sociedades (Nota 4): </span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-top: 0;"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 260.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>Variación</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Generación, S.L.U.</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.678</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.673</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.005</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Gas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.179</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.132</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>47</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Minería, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>244</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(244)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Exploración, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>213</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>213</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Informática, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>146</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>137</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Petroleum, Oil &#38; Gas España, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>73</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Lignitos de Meirama, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>31</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>31</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Participaciones, S.A.U</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy LNG, S.L</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>General de Edificios y Solares, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(9)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>7.369</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>6.505</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>864</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los ingresos financieros por dividendos percibidos de participaciones en instrumentos de patrimonio de empresas del grupo y asociadas, durante los ejercicios 2020 y 2019, corresponden a las siguientes sociedades: </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Holding Negocios Gas, S.A.</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>432</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>151</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Iberia, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>200</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>59</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Holding Negocios Electricidad, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>183</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sagane, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>175</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>375</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Distribución Latinoamérica S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>141</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>243</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Aprovisionamientos S.A</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>95</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Inversiones Internacionales, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>25</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>108</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Engineering, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Capital Markets, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>UFD Distribución Electricidad, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>308</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Global Power Generation, S.A.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>105</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Finance, B.V.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.271</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.361</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El detalle de las participaciones en empresas de Naturgy es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ac2bd6325743afadedfe366de2c0afff" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">33</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_49"></div></div><hr style="display: none; page-break-after: always; "></hr><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 780.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 164.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 132.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 41.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 33.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 38.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 33.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 33.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 33.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 54.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="7"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Datos a 31 de diciembre de 2020</span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-a47db4db54eb04cf693a238b0beefe6d" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="3"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>% participación</span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="4"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Patrimonio neto</span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f71282fae57ea9c9cafb647f79cb112c" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Domicilio</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Actividad</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable 2020</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Valor neto contable 2019</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Capital</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Reservas&#160; (1)</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Resultados</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo a cuenta</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>Otros&#160; &#160; &#160; &#160; &#160; &#160; &#160; (2)</span></p></td><td class="cellStyle-db404a2233cf2858c2fcd91d8c76b175" rowspan="1" colspan="1"><p class="paraStyle-b94df08747673812d6b054edcccf246d" style="margin-bottom: 0; margin-top: 0; "><span>PATRIMONIO</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Aprovisionamientos, S.A.</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>85</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>85</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>86</span></p></td><td class="cellStyle-e0f0989de303b099407447062dcc0fdf" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>-45</span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-457745681ccadc2517c949edc5806113" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-734755af44f5f8406dfb8e40d452eead" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>36</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy LNG, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(9)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sagane, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>42</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>42</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>95</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>22</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>224</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(100)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>238</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Gas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>262</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>309</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>50,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>50,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>33</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>525</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(39)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>517</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Comercializadora, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas y electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>154</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(98)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>46</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>52</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercializadora Regulada, Gas &#38; Power, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas y electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>93</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(24)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Commodities Trading, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas y electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Iberia, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización de gas y electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>107</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>107</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>159</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>205</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(100)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>22</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>289</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Holding Negocios Electricidad, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Distribución de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3.936</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3.936</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3.934</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>214</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(183)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3.965</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Holding de Negocios de Gas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Distribución de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5.115</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5.115</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>80,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>80,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>6.318</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>291</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>6.609</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Generación, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Generación de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2.719</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3.723</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1.052</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1.499</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(982)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(20)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1.549</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Renovables, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Generación de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>397</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>397</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>90</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(16)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>285</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Global Power Generation, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Generación de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>648</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>711</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>698</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>50</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(47)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>721</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Toledo PV A.I.E.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Generación de electricidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>33,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>33,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Almacenamientos Andalucía S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Infraestructuras de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Exploración, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Infraestructuras de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(15)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Petroleum, Oil &#38; Gas España, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Infraestructuras de gas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>32,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>67,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(10)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Liginitos de Meirama, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Minería</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Natural Re, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Luxemburgo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Seguros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>56</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>62</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>General de Edificios y Solares, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>45</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Lean Corporate Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Lean Customer Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Lean Grids Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Clover Financial and Treasury Services, D.A.C.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Irlanda</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Capital Markets, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Finance, B.V.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Holanda</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Participaciones, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>89</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>98</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>99</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(9)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>89</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Preferentes, S.A.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>110</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>111</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Informática, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios informáticos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(9)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy IT, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios informáticos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>75,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Engineering, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios ingeniería</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(15)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Ingenieria Nuclear, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Servicios ingeniería</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Distribución Latinoamérica, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad de cartera</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>558</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>558</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>402</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>238</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>623</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Nuevas Energías, S.L.U. </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad de cartera</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Infraestructuras EMEA, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad de cartera</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>89</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>89</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>205</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>199</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Inversiones Internacionales, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad de cartera</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>944</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>944</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>250</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>346</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>(275)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>391</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Minería, S.A.</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>España</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad de cartera</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>72</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span>100,0</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-e2a9a279a835543d16e989720a1c6b25" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span>TOTAL</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-7d0aebab44370848b48f87fd29987ded" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-9a9456e88d3c3a210cf637444e6d09e0" style="margin-bottom: 0; margin-top: 0; "><span>15.413</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-9a9456e88d3c3a210cf637444e6d09e0" style="margin-bottom: 0; margin-top: 0; "><span>16.548</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="5"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(1) Incluye la prima de emisión, reservas, resultados negativos de ejercicios anteriores, aportaciones y remanente.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="5"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(2) Incluye ajustes por cambio de valor, otros instrumentos de patrimonio y subvenciones, donaciones y legados.</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 42.5200000000000pt; left: 28.3500000000000pt; position: absolute; width: 785.1899999999999pt; "><div style="bottom: 0; position: absolute; width: 785.1899999999999pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-dc679cebdb492ad26b5d56c9f128e6cd" style="margin-top: 0;margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">34</span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_52"></div></div><hr 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span>Los créditos a empresas del grupo no corrientes ascienden a 31 de diciembre de 2020 a 15.177 millones de euros con vencimiento en el ejercicio 2022 (a 31 de diciembre de 2019, 16.202 millones de euros con vencimiento en el ejercicio 2021).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las variaciones experimentadas durante los ejercicios 2020 y 2019 de las partidas que componen los créditos y otros activos financieros corrientes son:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 226.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Créditos a empresas del Grupo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 1.1.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>740</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>57</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>797</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aumentos </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>342</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>135</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>477</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversiones</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(959)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(53)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1.012)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reclasificaciones/Traspasos</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>405</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>405</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias de cambio</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2019</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>527</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>139</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>666</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aumentos </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>180</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>111</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>291</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Desinversiones</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(483)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(135)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(618)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reclasificaciones/Traspasos</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>406</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>406</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias de cambio</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>628</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>743</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No existen diferencias significativas entre los valores contables y los valores razonables en Créditos a empresas del grupo y otras partidas a cobrar.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">El epígrafe Créditos a empresas del grupo incluyen los créditos con las empresas del grupo por un importe de</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> 349 millones</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> de euros (298 millones de euros en 2019) y los saldos de cash pooling con sus sociedades participadas, como gestora de la caja centralizada de Naturgy por un importe de 212 millones de euros (175 millones de euros en 2019). Asimismo, se incluyen intereses devengados pendientes de cobro po</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">r 67 mill</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">ones de euros (54 millones de euros en 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Los créditos a empresas del grupo y empresas asociadas han devengado a 31 de diciembre de 2020 un tipo de interés </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">del 2,20% (2,46% en 2019) para los no corrientes y un tipo de interés del 1% (1% en 2019) para los corrientes.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">A 31 de diciembre de 2020 los dividendos pendientes de cobro ascienden a</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> 110 millo</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">nes de euros, registrado en el epígrafe de Otros activos financieros corrientes (135 millones a 31 de diciembre de 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_55"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Nota 8. Inversiones financieras</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El desglose de inversiones financieras por categorías es:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 91.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 91.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 91.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Activos financieros disponibles para la venta </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Préstamos y partidas a cobrar</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos de patrimonio </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras no corrientes</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras corrientes</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>175</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>180</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 467.4300000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Activos financieros disponibles para la venta </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Préstamos y partidas a cobrar</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Derivados de cobertura</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos de patrimonio </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras no corrientes</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Derivados (Nota 14)</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos financieros</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones financieras corrientes</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>24</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>28</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Activos financieros disponibles para la venta </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La totalidad de los activos financieros disponibles para la venta corresponden a participaciones no cotizadas, a 31 de diciembre de 2020 y a 31 de diciembre de 2019.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Préstamos y partidas a cobrar</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La composición del epígrafe Préstamos y partidas a cobrar corresponde en su totalidad a Otros Activos financieros. Su detalle es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Depósitos y fianzas</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>No Corriente</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Depósitos y fianzas</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>51</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cartera de negociación</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>120</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Corriente</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>171</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>175</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>28</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">En el apartado Cartera de negociación se recoge la valoración de los depósitos constituidos a cierre del ejercicio como derechos de emisión de CO2 por importe de 120 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_58"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 9. Deudores comerciales y otras cuentas a cobrar</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La composición de este epígrafe es la siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Clientes</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>65</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>84</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Clientes empresas del grupo y asociadas</span></p></td><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>143</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>255</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deudores varios</span></p></td><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Provisión</span></p></td><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(28)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(30)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Derivados (Nota 14)</span></p></td><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>344</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activos por Impuesto corriente</span></p></td><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>183</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros créditos con las Administraciones Públicas</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>312</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>843</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con carácter general, las facturaciones pendientes de cobro no devengan intereses, estando establecido su vencimiento en un periodo medio inferior a 21 días.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El movimiento de la provisión por insolvencias es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(30)</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(29)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotación neta del ejercicio (Nota 21)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Saldo a 31 de diciembre </span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(28)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(30)</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_61"></div><p class="paraStyle-f2b0bc6922282e6a921a1bc0682d9671"><span>Nota 10. Efectivo y otros activos líquidos equivalentes</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Efectivo y otros activos líquidos equivalentes al efectivo incluyen:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tesorería</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.076</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>474</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros activos líquidos equivalentes</span></p></td><td class="cellStyle-3dfa876a233a34be5df8cd4a76646fda" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.542</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>700</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.618</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.174</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ffc93a76e8021aaf1e1a02ba290758ba" style="font-size: 10.0000000000000pt; "><span class="charStyle-3489095ad65ae70c5cce125ad250a3ab">Otros activos líquidos equivalentes corresponde principalmente a inversiones financieras temporales en depósitos asociados a derechos de emisión de </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">CO</span><span class="charStyle-a9acea5674f8a6546034cedd99a0e097">2</span><span class="charStyle-3489095ad65ae70c5cce125ad250a3ab"> con vencimiento inferior a tres meses y rentabilidad asegurada.</span></p><p class="paraStyle-c29653d8682c718167fca05f4e4b7fe7"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_64"></div><p class="paraStyle-4fda933fa8310c9f751eb009729f5ebc"><span>Nota 11. Patrimonio neto</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los principales componentes del Patrimonio neto se detallan a continuación:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Capital social y Prima de emisión </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las variaciones durante el ejercicio 2020 y 2019 del número de acciones y las cuentas de Capital social y Prima de emisión han sido las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 170.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 74.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 74.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 68.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones&#160; &#160; &#160; &#160; &#160; &#160; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Capital social</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Prima de emisión</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.000.689.341</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.001</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.809</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital: </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(16.567.195)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>984.122.146</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>984</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.792</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital: </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14.508.345)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>969.613.801</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>970</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.808</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.778</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Todas las acciones emitidas están totalmente desembolsadas y con los mismos derechos políticos y económicos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">El 10 de agosto de 2020 se lleva a cabo una reducción de capital mediante la amortización de 14.508.345 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente, del </span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">1,47% d</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">el capital social de la Sociedad en el momento de la adopción del acuerdo de ejecución (ver apartado de Acciones propias en la Nota 11). Tras la reducción de capital, el capital social queda establecido en 970 millones de euros y está integrado por 969.613.801 acciones de 1 euro de valor nominal cada una.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El 5 de agosto de 2019 se llevó a cabo otra reducción de capital mediante la amortización de 16.567.195 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente, del 1,65% del capital social de la Sociedad en el momento de la adopción del acuerdo de ejecución, quedando establecido el capital social en 984 millones de euros e integrado por 984.122.146 acciones de 1 euro de valor nominal cada una.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de la Sociedad, y durante un plazo máximo de cinco años a partir del 20 de abril de 2017, está facultado para aumentar el capital social en la cantidad de 500.344.670 euros, mediante desembolso dinerario, en una o varias veces, en la oportunidad y cuantía que el mismo decida, emitiendo acciones ordinarias, privilegiadas o rescatables, con voto o sin voto, con prima o sin prima, sin necesidad de nueva autorización de la Junta General, con la posibilidad de acordar en su caso la exclusión, total o parcial, del derecho de suscripción preferente hasta el límite del 20% del capital social en el momento de la presente autorización, así como para modificar los artículos de los Estatutos Sociales que sea preciso por el aumento o aumentos de capital que realice en virtud de la indicada autorización, con previsión de suscripción incompleta, todo ello de conformidad con lo establecido en el artículo 297.1.b) de la Ley de Sociedades de Capital.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Ley de Sociedades de Capital permite expresamente la utilización del saldo de la Prima de emisión para ampliar capital y no establece restricción específica alguna en cuanto a la disponibilidad de dicho saldo.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las participaciones más relevantes en el capital social de la Sociedad a 31 de diciembre de 2020 y a 31 de diciembre de 2019, de acuerdo a la información pública disponible o a la comunicación realizada a la propia Sociedad, son las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Participación en el capital social %</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2020</span><span class="Superscript">(4)</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2019</span><span class="Superscript">(4)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Fundación Bancaria Caixa d'Estalvis i Pensions de Barcelona, la Caixa</span><span class="Superscript"> (1) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24,8</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Global Infrastructure Partners III </span><span class="Superscript">(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,3</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners SICAV-FIS, S.A. </span><span class="Superscript">(3)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sonatrach </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4,1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4,1</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(1) Participación a través de Criteria Caixa S.A.U.</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(2) Global Infrastructure Partners III, cuyo gestor de inversión es Global Infrastructure Management LLC, ostenta indirectamente su participación a través de GIP III Canary 1, S.à.r.l.</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(3) A través de Rioja Acquisitions S.à.r.l. </span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(4) No se incluye Capital Research and Management Company que a 31 de diciembre de 2019 poseía un 3,0% del capital social puesto que se considera capital flotante ya que el límite del 3% se sobrepasa o se reduce de forma ocasional.</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La totalidad de las acciones de la Sociedad están admitidas a cotización en las cuatro Bolsas Oficiales españolas, cotizan en el mercado continuo y forman parte del Ibex35.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">La cotización a 31 de diciembre de 2020 de las acciones de la Sociedad se situó en</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> 18,96</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> euros (22,40 euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Reservas</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="font-size: 12.0000000000000pt; ">&#160; </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El epígrafe de Reservas incluye las siguientes reservas: </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reserva legal&#160; </span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>200</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>200</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reserva estatutaria </span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>100</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>100</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reserva por fondo de comercio </span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reserva voluntaria </span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.702</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.973</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reserva por capital amortizado</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>31</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras reservas </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>258</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>256</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>11.291</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>11.573</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reserva legal</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por lo dispuesto en la Ley de Sociedades de Capital debe destinarse una cifra igual al 10% de los beneficios a dicha reserva hasta que represente, como mínimo, el 20% del capital social. La reserva legal puede utilizarse para aumentar el capital en la parte que supere el 10% del capital ya aumentado.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Salvo para la finalidad mencionada, y siempre que no supere el 20% del capital social, la reserva legal únicamente puede utilizarse para compensar pérdidas y siempre que no existan otras reservas disponibles suficientes para este fin.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reserva estatutaria</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En virtud de los Estatutos Sociales de la Sociedad, debe destinarse una cifra igual al 2% del beneficio neto del ejercicio a la reserva estatutaria hasta que ésta alcance, al menos, el 10% del capital social.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reserva por fondo de comercio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">La Ley 22/2015, de Auditoría de Cuentas eliminó la obligación de dotar anualmente la reserva indisponible por lo menos por una cifra que represente el 5% del importe del fondo de comercio que aparezca en el activo del Balance de situación, estableciendo que en los ejercicios iniciados a partir del 1 de enero de 2016, la reserva por fondo de comercio se</span><span class="charStyle-37808e7eba0f62cebac1963bea8fad7a"> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">reclasificará a reservas voluntarias de la</span><span class="charStyle-37808e7eba0f62cebac1963bea8fad7a"> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">sociedad y será disponible en el importe que supere el fondo de comercio contabilizado en el activo del Balance.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Junta general ordinaria de accionistas de 26 de mayo de 2020 acordó el traspaso a la cuenta de reservas voluntarias de la cantidad de 27 millones de euros proveniente de la cuenta de reserva de fondo de comercio (82 millones de euros en 2019). A 31 de diciembre de 2020 ya se ha reclasificado en su totalidad la Reserva por fondo de comercio a reservas voluntarias.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reserva por capital amortizado</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tras la aprobación de la Junta general ordinaria de accionistas de 26 de mayo de 2020, en el ejercicio se ha realizado una reducción de capital por amortización de acciones propias con la disminución de 14 millones de euros de capital y 284 millones de reservas voluntarias (17 millones de euros de reducción de capital y 383 millones de reservas voluntarias en el ejercicio 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, en aplicación del artículo 335 c) de la Ley de Sociedades de capital, se constituye una Reserva por capital amortizado por un importe igual al valor nominal de las acciones amortizadas, con el carácter de indisponible. El total acumulado de la Reserva por capital amortizado asciende a 31 millones de euros (17 millones de euros en el ejercicio 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reserva voluntaria y otras reservas</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Corresponde básicamente a reservas voluntarias por beneficios no distribuidos, incluyendo asimismo los impactos por la valoración de las participaciones en empresas del grupo, consecuencia de operaciones entre empresas del grupo que se han valorado de acuerdo a los importes de las Cuentas anuales consolidadas de Naturgy.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Remuneraciones basadas en acciones</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el marco del Plan Estratégico 2018-2022 el Consejo de Administración aprobó el 31 de julio de 2018 un plan de incentivo variable a largo plazo (ILP) en el que participan el Presidente Ejecutivo y otros 25 directivos, y cuyas características fueron aprobadas por la Junta general de accionistas del 5 de marzo de 2019.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El incentivo abarca el periodo del Plan estratégico 2018-2022, venciendo ordinariamente en julio de 2023 y está directamente relacionado con la rentabilidad total obtenida por los accionistas de la Sociedad en el periodo de referencia.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se instrumenta mediante la adquisición de acciones de Naturgy Energy Group, S.A. por una sociedad participada que puede generar un excedente. Dicho excedente, si lo hubiera, es el incentivo que se entregará a los partícipes. Al final del plan esta sociedad obtendrá un resultado derivado del cobro de los dividendos atribuidos a sus acciones, variación de la cotización de las acciones y otros ingresos y gastos, principalmente financieros. En ese momento venderá las acciones necesarias para devolver todos los recursos recibidos para la adquisición de las acciones, y después de saldar sus obligaciones distribuirá entre sus partícipes, en forma de acciones, el excedente si lo hubiera.</span></p><p class="paraStyle-b93794ead7c9a620c24e2336ce664986"><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Solo se percibirá dicho excedente si se hubiese superado un umbral mínimo de rentabilidad que implica una cotización de 19,15 euros en el momento del vencimiento del ILP y asumiendo que se reparten todos los dividendos previstos en el Plan Estratégico 2018-2022.</span></p><p class="paraStyle-b93794ead7c9a620c24e2336ce664986"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En caso de abandonar la Sociedad los beneficiarios sólo tendrán, en determinados supuestos, derecho al incentivo que finalmente resulte en la parte proporcional de su permanencia respecto de la duración del plan.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El valor razonable de los instrumentos de patrimonio concedidos se ha determinado a la fecha de su concesión utilizando un modelo de valoración de simulaciones de Monte Carlo basado en el precio de la acción a la fecha de la concesión con las siguientes hipótesis:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 398.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Volatilidad esperada del precio de la acción </span><span class="Superscript">(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>17,73%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Vida del plan (años)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5,00%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos esperados </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>6,26%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de interés libre de riesgo </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>0,34%</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="2"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(1)&#160; La volatilidad esperada se ha determinado en base a la volatilidad histórica del precio diario de las acciones del último año.</span></p></td></tr></tbody></table><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">Como consecuencia de la periodificación de la estimación del valor razonable de los instrumentos de patrimonio concedidos durante el período de vigencia del plan, se ha registrado en la Cuenta de pérdidas y ganancias del ejercicio 2020 en el epígrafe de Gastos de Personal un impor</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">te de 2 millone</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">s de euros (3 millones de euros en 2019) con abono al epígrafe de Otros instrumentos de patrimonio neto del Balance de situación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Acciones propias</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los movimientos habidos durante los ejercicios 2020 y 2019 con acciones propias de la Sociedad han sido los siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 197.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe en millones de euros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>% Capital</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5.397.737</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Plan de adquisición de Acciones </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>332.382</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Entrega empleados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(310.812)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(7)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2018 </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.169.458</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>279</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1,1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(16.567.195)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(400)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1,6)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2019</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5.162.320</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5.183.890</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Plan de adquisición de Acciones </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>470.000</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Entrega empleados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(455.797)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2019</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.346.025</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>178</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,9</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14.508.345)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(298)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1,4)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>35.773</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En los ejercicios 2020 y 2019 no se han producido resultados en las transacciones con acciones propias de la Sociedad.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; margin-top: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">La Junta General de Accionistas </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">de 5 de marzo de 2019 </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">autorizó al Consejo de Administración para que, en un plazo no superior a los cinco años, pueda adquirir a título oneroso, en una o varias veces, acciones de la sociedad que estén totalmente desembolsadas, sin que nunca el valor nominal de las acciones adquiridas directa o indirectamente, sumándose al de las que ya posean la Sociedad y sus filiales supere el 10% del capital suscrito, o cualquier otro que legalmente se establezca. El precio o valor de contraprestación no podrá ser inferior al valor nominal de las acciones ni superar el valor de cotización en Bolsa.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El precio mínimo y máximo de adquisición será el de cotización en el Mercado Continuo de las Bolsas de Valores españolas con una oscilación en más o en menos de un 5%. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las operaciones con acciones propias de la Sociedad corresponden a:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Ejercicio 2020</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Plan de adquisiciones de acciones: En ejecución de los acuerdos adoptados por la Junta General de Accionistas de Naturgy Energy Group, S.A. celebrada el 5 de marzo de 2019, dentro del Plan de Adquisición de Acciones 2020-2023, se puso en marcha el correspondiente al del ejercicio 2020, dirigido a empleados de Naturgy en España, que voluntariamente decidan acogerse al mismo. El Plan permite a sus participantes recibir parte de su retribución en acciones de Naturgy Energy Group, S.A. con un límite máximo anual de 12.000 euros. Durante el ejercicio 2020 se han adquirid</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">o 470.000 acciones pr</span><span>opias por un importe de 8 millones de euros para su entrega a los participantes de dicho Plan y se han entregado 455.797 acciones, existiendo un sobrante de 14.203 acciones.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2019: el Consejo de Administración de Naturgy Energy Group, S.A. aprobó un programa de recompra de acciones propias, publicado el 24 de julio de 2019, con una inversión máxima de 400 millones de euros hasta el 30 de junio de 2020, representativas de aproximadamente el 2,1% del capital social, a la fecha de comunicación y que fue ratificado por la Junta General Ordinaria de Accionistas de 26 de mayo de 2020 para ser amortizadas. Al 30 de junio de 2020 se habían adquirido, en virtud de este programa, un total de 14.508.345 acciones propias a un precio medio de 20,6 euros por acción, lo que representa un coste total de 299 millones de euros (5.162.320 acciones propias a un precio medio de 23,3 euros por acción, con un coste total de 121 millones de euros a 31 de diciembre de 2019) y que han sido destinadas a reducir capital.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Reducción de capital: El Consejo de Administración de Naturgy Energy Group, S.A. celebrado el 21 de julio de 2020 acordó ejecutar el acuerdo de reducción de capital aprobado por la Junta General Ordinaria de la Sociedad celebrada con fecha 26 de mayo de 2020, en virtud de la cual se aprobó reducir el capital social de Naturgy Energy Group, S.A. hasta el máximo de 21.465.000 euros, correspondientes a:</span></p><p class="paraStyle-dfca9d076b1689f7aec481697324a392"><span><br/></span></p><p class="paraStyle-877422346409d7ebb0a6585acd2fccf2"><span>(a) las 465.000 acciones en autocartera que la Sociedad tenía a cierre de mercado del 24 de julio de 2019.</span></p><p class="paraStyle-6c170f8deaccfeb4c615a88d0c72c6a3"><span><br/></span></p><p class="paraStyle-877422346409d7ebb0a6585acd2fccf2"><span>(b) las 21.000.000 de acciones adicionales, de un euro de valor nominal cada una, que se habían adquirido y se podrían seguir adquiriendo para su amortización por la Sociedad en virtud del programa de recompra de acciones propias (el Programa de Recompra), aprobado por la Sociedad al amparo del Reglamento (UE) nº 596/2014 sobre abuso de mercado y publicado como hecho relevante el 24 de julio de 2019 (número de registro 280.517), cuya fecha límite de adquisición vencía el 30 de junio de 2020, inclusive.</span></p><p class="paraStyle-89c9f368f58d3ccf714282e56021b705" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-bb4c2627f2894cae591df36dbd964e98" style="margin-top: 0;"><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">En este sentido, en la medida en que Naturgy Energy Group, S.A. había adquirido a 30 de junio de 2020 un total de </span><span class="charStyle-aafb5d1f6d3887b2f3ec574db52c0490">14.043.345 </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">acciones en virtud del programa de recompra aprobado del apartado (b), el Consejo de Administración fijó la cifra de la reducción de capital en 14 millones de euros (la Reducción de Capital) y acordó proceder a dicha reducción. La Reducción de capital se llevó a cabo mediante la amortización de 14.508.345 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente del 1,47 % del capital social de la Sociedad al momento de la adopción del acuerdo de ejecución. Tras la Reducción de Capital el capital social quedó establecido en 970 millones de euros y está integrado por </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">969.613.801</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> acciones de 1 Euro de valor nominal cada una.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ejercicio 2019</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Plan de Adquisición de Acciones: En ejecución de los acuerdos adoptados por la Junta General de Accionistas de Naturgy Energy Group, S.A. celebrada el 20 de abril de 2017 se puso en marcha el Plan de Adquisición de Acciones 2017-2018-2019 correspondiente al ejercicio 2019, dirigido a empleados de Naturgy en España que voluntariamente decidan acogerse al mismo. El Plan permite a sus participantes recibir parte de su retribución correspondiente al ejercicio 2019 en acciones de la Sociedad, con un límite máximo anual de 12.000 euros. Durante el ejercicio 2019 se adquirieron 332.382 acciones propias por importe de 7 millones de euros y se entregaron 310.812, existiendo un sobrante de 21.570 acciones propias.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2018: En el marco del Plan Estratégico 2018-2022, el Consejo de Administración de Naturgy Energy Group, S.A. aprobó un programa de recompra de acciones propias, publicado el 6 de diciembre de 2018, con una inversión máxima de 400 millones de euros hasta el 30 de junio de 2019, representativas de aproximadamente el 1,8% del capital social y que podrán ser amortizadas si así lo decide la Junta General Ordinaria de Accionistas a celebrar durante el primer semestre de 2019. A 30 de junio de 2019 se habían adquirido en virtud de este programa, un total de 16.567.195 acciones propias a un precio medio de 24,13 euros por acción que representaban un coste total de 400 millones de euros y que han sido destinadas a reducir capital.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Reducción de capital: El Consejo de Administración de la Sociedad acordó en su reunión de 23 julio de 2019 ejecutar el acuerdo de reducción de capital aprobado por la Junta General Ordinaria de la Sociedad celebrada con fecha 5 de marzo de 2019, en virtud del cual se aprobó reducir el capital social de Naturgy Energy Group, S.A. en la cuantía resultante de la suma de:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>(a) 3 millones de euros, mediante la amortización de las 2.998.622 acciones propias, de un euro de valor nominal cada una, que, a cierre de mercado del 6 de diciembre de 2018, habían sido adquiridas.</span></p><p class="paraStyle-8f51ee438bb5b49e2c09cc3b798d3710"><span><br/></span></p><p class="paraStyle-cd86b485ef096fba62af858e821aa16e"><span>(b) el valor nominal agregado, hasta el máximo de 16 millones de euros, correspondiente a las 16.000.000 acciones adicionales, de un euro de valor nominal cada una, que, en su caso, sean adquiridas para su amortización por la Sociedad en virtud del programa de recompra de acciones propias, aprobado por la Sociedad al amparo del Reglamento (UE) nº 596/2014 sobre abuso de mercado y publicado como hecho relevante el 6 de diciembre de 2018.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>En este sentido, en la medida en que Naturgy Energy Group, S.A. había adquirido a 30 de junio de 2019 un total de 13.568.573 acciones en virtud del programa de recompra aprobado del apartado b, el Consejo de Administración fijó la cifra de la reducción de capital en 17 millones de euros (la Reducción de Capital) y acordó proceder a dicha reducción. La Reducción de Capital se llevó a cabo mediante la amortización de 16.567.195 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente, del 1,65% del capital social de la Sociedad al momento de la adopción del presente acuerdo de ejecución. Tras la Reducción de Capital el capital social quedó establecido en 984 millones de euros y está integrado por 984.122.146 acciones de 1 Euro de valor nominal cada una.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2019: A 31 de diciembre de 2019 se habían adquirido en virtud de este programa, un total de 5.162.320 acciones propias a un precio medio de 23,3 euros por acción que representaban un coste total de 121 millones de euros. </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dividendos</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A continuación, se detallan los pagos de dividendos efectuados durante los ejercicios 2020 y 2019:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 161.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 11.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 11.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>% sobre Nominal</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Euros por acción</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Importe </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>% sobre Nominal</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Euros por acción</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Importe </span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Acciones ordinarias</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd-Percent" style="margin-bottom: 0; margin-top: 0; "><span>141%</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1,41</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.370</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd-Percent" style="margin-bottom: 0; margin-top: 0; "><span>134%</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1,34</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.319</span></p></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Resto de acciones (sin voto, rescatables, etc.)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos totales pagados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>141%</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1,41</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.370</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>134%</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1,34</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.319</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>a) Dividendos con cargo a resultados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd-Percent" style="margin-bottom: 0; margin-top: 0; "><span>141%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1,41</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.370</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd-Percent" style="margin-bottom: 0; margin-top: 0; "><span>134%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1,34</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.319</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>b) Dividendos con cargo a reservas o prima de emisión</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>c) Dividendos en especie</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span>Ejercicio 2020</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de Naturgy Energy Group, S.A. en su reunión de 4 de febrero de 2020 acordó la propuesta de aplicación del resultado que figura en la Nota 11 de la memoria de las cuentas anuales correspondientes al ejercicio terminado el 31 de diciembre de 2019. A raíz de la declaración de estado de alarma y con el objetivo de preservar la seguridad y salud de todos los accionistas, empleados y colaboradores, la compañía decidió aplazar la Junta General de Accionistas prevista para el día 17 de marzo de 2020.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para evitar que dicho aplazamiento afectara negativamente a sus accionistas y en especial a los más de 70.000 accionistas minoritarios, el Consejo de Administración de Naturgy Energy Group, S.A. acordó, en su reunión del 16 de marzo de 2020, distribuir un tercer dividendo a cuenta con cargo a los resultados del 2019 de 0,593 euros por acción, para aquellas acciones que no tuvieran la condición de autocartera directa en la fecha en que se lleve a cabo el reparto, pagadero el 25 de marzo de 2020.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy Energy Group, S.A. contaba, a la fecha de aprobación del dividendo a cuenta, con la liquidez necesaria para proceder a su pago de acuerdo con lo establecido en la Ley de Sociedades de Capital. El estado contable de liquidez provisional formulado por los Administradores el 16 de marzo de 2020 fue el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado después de impuestos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reservas a dotar</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cantidad máxima distribuible</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.415</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo a cuenta resultado 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>754</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Previsión de pago máximo del dividendo a cuenta </span><span class="Superscript">(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>584</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez de tesorería</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.100</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Líneas de crédito no dispuestas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.807</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez total</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5.907</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>(1) Importe considerando el total de acciones emitidas</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Posteriormente, con fecha 15 de abril 2020, el Consejo de Administración aprobó una nueva propuesta que se elevó a la Junta General de Accionistas de distribución del beneficio neto de la Sociedad correspondiente al ejercicio 2019:</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-5e18ef2d954961b1409f6c61eca2bdfe"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">BASE DE REPARTO</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Base de reparto&............................................................ 4.415</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-5e18ef2d954961b1409f6c61eca2bdfe" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">DISTRIBUCION:</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A DIVIDENDO: Cantidad, cuyo importe bruto agregado será igual a la suma de las siguientes cantidades (el Dividendo):</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-e5d4f3edc5b853620a4c833458bd92ac"><span>a.</span><span style="padding-left:9.67pt;">1.330 millones de euros correspondientes a los tres dividendos a cuenta del ejercicio 2019 abonados por la Sociedad, equivalentes conjuntamente a 1,36 euros por acción por el número de acciones que no tenían la condición de autocartera directa en las correspondientes fechas; y</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-e5d4f3edc5b853620a4c833458bd92ac"><span>b.</span><span style="padding-left:9.67pt;">La cantidad que resulte de multiplicar 0,010 euros por acción por el número de acciones que no tengan la condición de autocartera directa en la fecha en que se determinen los titulares inscritos con derecho a percibir el dividendo complementario (el Dividendo complementario).</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A REMANENTE: Importe determinable que resultará de restar a la Base de reparto el importe destinado a Dividendo.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Total distribuido&............................................................ 4.415 </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Junta General de Accionistas celebrada el 26 de mayo de 2020 aprobó el dividendo complementario de 0,010 euros por acción, para aquellas acciones que no tengan la condición de autocartera directa en la fecha en que se lleve a cabo el reparto y que fue pagado íntegramente en efectivo el 3 de junio de 2020.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tras la liquidación del dividendo complementario, el importe destinado a Remanente ascendió a 3.076 millones de euros.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de la Sociedad aprobó, en su reunión del 21 de julio de 2020, distribuir un primer dividendo a cuenta con cargo a los resultados del ejercicio 2020 de 0,31 euros por acción, para aquellas acciones que no tengan la condición de autocartera directa en la fecha en que se lleve a cabo el reparto, pagadero el 29 de julio de 2020.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad cuenta, a la fecha de aprobación del dividendo a cuenta, con la liquidez necesaria para proceder a su pago de acuerdo con lo establecido en la Ley de Sociedades de Capital. El estado contable de liquidez provisional formulado por los Administradores el 21 de julio de 2020 es el siguiente:</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado después de impuestos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>535</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reservas a dotar</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cantidad máxima distribuible</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>535</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Previsión de pago máximo del dividendo a cuenta </span><span class="Superscript">(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>305</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez de tesorería</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.679</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Líneas de crédito no dispuestas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5.383</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez total</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8.062</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>(1) Importe considerando el total de acciones emitidas</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, el Consejo de Administración de la Sociedad aprobó, en su reunión del 27 de octubre de 2020, distribuir un segundo dividendo a cuenta con cargo a los resultados del ejercicio 2020 de 0,50 euros por acción, para aquellas acciones que no tengan la condición de autocartera directa en la fecha en que se lleve a cabo el reparto, pagadero el 11 de noviembre de 2020.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad cuenta, a la fecha de aprobación del dividendo a cuenta, con la liquidez necesaria para proceder a su pago de acuerdo con lo establecido en la Ley de Sociedades de Capital. El estado contable de liquidez provisional formulado por los Administradores el 27 de octubre de 2020 es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado después de impuestos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>915</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Reservas a dotar</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cantidad máxima distribuible</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>915</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo a cuenta resultado 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>301</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Previsión de pago máximo del dividendo a cuenta </span><span class="Superscript">(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>485</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez de tesorería</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.785</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Líneas de crédito no dispuestas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5.325</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Liquidez total</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8.110</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>(1) Importe considerando el total de acciones emitidas</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">La evolución del resultado de la Sociedad en el último trimestre del ejercicio, motivado básicamente por los deterioros de participaciones en empresas del grupo, hace que al cierre del ejercicio éste resulte insuficiente para poder realizar la aplicación del dividendo a cuenta, por lo que el Consejo de Administración propondrá a la Junta General de Accionistas su compensación con remanente de ejercicios anteriores.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con fecha 2 de febrero 2021, el Consejo de Administración aprueba la propuesta que elevará a la Junta General de Accionistas de distribución del beneficio neto de la Sociedad correspondiente al ejercicio 2020 y del remanente de ejercicios anteriores, que es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-f63e2778c75c2e4dc3a370d1df70f878"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">BASE DE REPARTO</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Resultado.....................................................................&.&#160; 98</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Remanente..............................................................&.&#160; 3.076</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Base de reparto </span><span class="charStyle-55c8e25c514f3c6e9524d45202b9ea2b"> </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">&....................................................... 3.174</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-f63e2778c75c2e4dc3a370d1df70f878"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">DISTRIBUCIÓN:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">A DIVIDENDO: cantidad, cuyo importe bruto agregado será igual a la suma de las siguientes cantidades </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">(el Dividendo):</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span>i. 785 millones euros (el Dividendo a Cuenta Total), correspondientes a los dos dividendos a cuenta del ejercicio 2020 abonados por Naturgy Energy Group,S.A., equivalentes conjuntamente a 0,810 euros por acción por el número de acciones que no tenían la condición de autocartera directa en las fechas correspondientes según fue aprobado por el&#160; Consejo de Administración conforme a los e</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">stados contables provisionales formulados y de acuerdo con los requisitos legales exigidos, que ponían de manifiesto la existencia de liquidez suficiente para la distribución de dichos dividendos a cuenta del resultado correspondientes al ejercicio 2020 y,</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span><br/></span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">ii. La cantidad que resulte de multiplicar 0,63 euros por acción por el número de acciones que no tengan la condición de autocartera directa en la fecha en que se determinen los titulares inscritos con derecho a percibir el dividendo complementario (el Dividendo complementario).</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span><br/></span></p><p class="paraStyle-b21041996895a5821ec17164641b8775" style="font-size: 10.0000000000000pt; "><span class="charStyle-aafb5d1f6d3887b2f3ec574db52c0490">La propuesta de dividendo complementario se hace en coherencia con los compr</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">omisos del anterior Plan Estratégico, reafirmados en las presentaciones al mercado durante el año en 2020. Si bien, la compañía al suspender el programa de recompra de acciones ha mostrado cautela ante las incertidumbres surgidas durante 2020.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span>El Grupo se encuentra en la actualidad en proceso de elaboración de un nuevo Plan Estratégico que tendrá en cuenta i) el deterioro de la previsión de la demanda consecuencia de la evolución de la pandemia; ii) el empeoramiento de la situación macroeconómica, y en especial la evolución prevista de los tipos de cambio en Latinoamérica en donde el grupo desarrolla una parte importante de su actividad, iii) la previsión de los principales indicadores energéticos que afectan a todos los negocios liberalizados de gas y iv) oportunidades de negocio en la transición energética (renovables, hidrógeno y otras).</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-top: 0;"><span>Este nuevo Plan tiene como objetivos principales i) reformular el que hasta ahora estaba en vigor; ii) dar mayor visibilidad para los próximos años; iii) definir una política de retribución al accionista sostenible a largo plazo.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">De dicho Dividendo, ya se ha abonado la cantidad de 785 millones euros los días 29 de julio y 11 de noviembre de 2020. El abono del Dividendo Complementario se efectuará en la cantidad por acción indicada más arriba a través de las entidades participantes en la Sociedad de Gestión de los Sistemas de Registro, Compensación y Liquidación de Valores, S.A.U. (Iberclear). El citado dividendo se hará efectivo a los accionistas a partir del próximo día 16 de marzo 2021. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span>Se faculta al efecto al Consejo de Administración, con expresa facultad de sustitución en el consejero o consejeros que estime pertinente, para que pueda realizar todas las actuaciones necesarias o convenientes para llevar a cabo el reparto y, en particular, con carácter indicativo y no limitativo, designar a la entidad que deba actuar como agente de pago.</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A REMANENTE: Importe determinable que resultará de restar a la Base de reparto el importe destinado a Dividendo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">TOTAL DISTRIBUIDO &......................................................... 3.174</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Esta propuesta de aplicación del resultado y del remanente de ejercicios anteriores formulada por el </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Consejo de Administración para su aprobación por la Junta General de Accionistas incluye el pago complementario de 0,63 euros por cada acción con derecho a percibirlo y que se encuentre en circulación en la fecha de propuesta de pago, el 16 de marzo de 2021. En este sentido, en caso de que en el momento de la distribución del tercer y último pago del dividendo 2020 propuesto (0,63 euros por acción) se mantuviera el mismo número de acciones propias que al cierre de 2020 (35.773 acciones, ver apartado Acciones propias), el importe aplicado a remanente sería de 1.778 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span>Ejercicio 2019</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Junta General de Accionistas celebrada el 5 de marzo de 2019 aprobó un dividendo complementario de 0,570 euros por acción, para aquellas acciones que no tuvieran la condición de autocartera directa en la fecha en que se llevara a cabo el reparto y que fue pagado íntegramente en efectivo el 20 de marzo de 2019.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de la Sociedad aprobó, en su reunión del 23 de julio de 2019, distribuir un dividendo a cuenta con cargo a los resultados del ejercicio 2019 de 0,294 euros por acción, pagado el 31 de julio de 2019 a las acciones en circulación en esta fecha por un importe de 289 millones de euros.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de la Sociedad acordó, en su reunión del 29 de octubre de 2019, distribuir un segundo dividendo a cuenta con cargo a los resultados del ejercicio 2019 de 0,473 euros por acción, pagado el 12 de noviembre de 2019 a los accionistas en circulación en esta fecha por un importe de 465 millones de euros.</span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094"><span><br/></span></p><p class="paraStyle-e565e1912cf7ebb55c4b122cdf95f80e"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_67"></div><p class="paraStyle-f2b0bc6922282e6a921a1bc0682d9671"><span>Nota 12. Provisiones</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de las provisiones a 31 de diciembre de 2020 y 2019 es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones por obligaciones con el personal</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>258</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>272</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras provisiones </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>187</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones no corrientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>373</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>459</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-f5ec78b110c2b0e7e3d1d0c5fb41ac1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Provisiones por obligaciones con el personal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A continuación, se incluye un desglose de las Provisiones relativas a las obligaciones con el personal:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 121.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 5.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 53.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Pensiones y otras obligaciones similares</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Otras obligaciones con el personal</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Pensiones y otras obligaciones similares</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Otras obligaciones con el personal</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>267</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>272</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>250</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>256</span></p></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dotaciones reversiones con cargo a resultados </span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pagos en el ejercicio </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(15)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(13)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(13)</span></p></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variaciones reconocidas directamente en patrimonio</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otras aplicaciones </span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(30)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(34)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>253</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>258</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>267</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>272</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Planes de pensiones y otras obligaciones similares</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La mayor parte de los compromisos post-empleo de la Sociedad consisten en la aportación de cantidades definidas a planes de pensiones del sistema de empleo. No obstante, a 31 de diciembre de 2020 y 31 de diciembre de 2019, la Sociedad tenía en vigor los siguientes compromisos de prestación definida para determinados colectivos:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Pensiones a pensionistas jubilados, personas discapacitadas, viudas y huérfanos pertenecientes a determinados colectivos.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Compromisos de pago de complementos de pensiones de prestación definida con el personal pasivo del antiguo Grupo Unión Fenosa jubilado con anterioridad a noviembre de 2002 y una parte residual del personal activo.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Cobertura de jubilación y fallecimiento a favor de determinados empleados.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Subsidio de gas para personal activo y pasivo.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Energía eléctrica para el personal activo y pasivo.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Compromisos con empleados jubilados anticipadamente hasta que alcancen la edad de jubilación y planes de jubilación anticipada.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Complementos salariales y cotizaciones a la seguridad social para un colectivo de prejubilados hasta el momento de acceso a la jubilación ordinaria. </span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Asistencia sanitaria y otras prestaciones.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de las provisiones para pensiones y obligaciones similares reconocidas en el Balance de situación, así como el movimiento del valor actual de las obligaciones y del valor razonable de los activos del plan es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor actual de las obligaciones</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>969</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>927</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coste del servicio del ejercicio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coste de intereses</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variaciones reconocidas directamente en patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>97</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Beneficios pagados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(63)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(61)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(11)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>917</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>969</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Valor razonable activos del plan</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>702</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>677</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Rendimiento esperado</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aportaciones</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Variaciones reconocidas directamente en patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>43</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Prestaciones pagadas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(52)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(49)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>664</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>702</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones para pensiones y obligaciones similares</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>253</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>267</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las cantidades reconocidas en la Cuenta de pérdidas y ganancias, para todos los planes de prestación definida mencionados anteriormente, son las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Coste de servicio del ejercicio</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Coste de intereses</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>Cargo total en Cuenta de pérdidas y ganancias</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las prestaciones a pagar, en función de la duración de los compromisos anteriores, son las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="margin-bottom: 2pt; margin-top: 2pt; padding-left: 0pt; padding-right: 0pt; "><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="margin-left: 0; margin-right: auto; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>De 1 a 5 años</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>De 5 a 10 años</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>26</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160;  Más de 10 años</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>227</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>243</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>&#160;  Provisiones para pensiones y obligaciones similares</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>253</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>267</span></p></td></tr></tbody></table></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos del plan, expresados en porcentaje sobre el valor razonable total de los activos son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="margin-bottom: 2pt; margin-top: 2pt; padding-left: 0pt; padding-right: 0pt; "><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="margin-left: 0; margin-right: auto; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-44f03f2e66a3716fabe4c30c36c537ee" style="margin-bottom: 0; margin-top: 0; "><span>% sobre total</span></p></td><td class="cellStyle-1bdafcaf9f024e79896da95cb440ea1f" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-1bdafcaf9f024e79896da95cb440ea1f" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Bonos</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>100%</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>100%</span></p></td></tr></tbody></table></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">El importe acumulado de las ganancias y pérdidas actuariales, netas de efecto impositivo, reconocidas directamente en patrimonio es negativo</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e"> en 20 millo</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">nes de euros a 31 de diciembre de 2020 (negativo en 22 millones de euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La variación reconocida en el patrimonio se corresponde con las pérdidas y ganancias actuariales que se deben, fundamentalmente, a variaciones en:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Hipótesis financieras</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>37</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Hipótesis demográficas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Experiencia</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(33)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de Diciembre</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>54</span></p></td></tr></tbody></table><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las hipótesis actuariales son las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de descuento (anual) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,0 a 0,78%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,0 a 1,33%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Rendimiento esperado de los activos de plan (anual)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,0 a 0,78%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,0 a 1,33%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Incrementos futuros en salario (anual)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Incrementos futuros en pensión (anual)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de inflación (anual)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>2,00%</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tabla de mortalidad</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>PERMF 2020</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>PERMF 2000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Esperanza de vida:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160; &#160;  Hombre</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Jubilado en el ejercicio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23,5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Jubilado dentro de 20 años</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>43,8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>43</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160; &#160;  Mujer</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Jubilado en el ejercicio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27,5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Jubilado dentro de 20 años</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48,3</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48,9</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Para la valoración a 31 de diciembre 2020 de las Pensiones y otras obligaciones similares en España se han utilizado las nuevas tablas PERMF2020 Colectivos de segundo orden, aprobadas el 28 de diciembre 2020 por la Dirección General de Seguros, para todos aquellos compromisos que aportan importe económico en el epígrafe de Provisiones con obligaciones con el personal del Balance de situación a 31 de diciembre 2020. Adicionalmente, para el resto de los compromisos que tienen un activo asociado, y por tanto están asegurados, se han seguido utilizando las tablas vigentes en 2019 (PERFMF2000) dado que el cambio de tablas no tiene impacto en el importe económico de la provisión, al registrarse neta de su activo correspondiente.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Estas hipótesis son aplicables a todos los compromisos de forma homogénea con independencia del origen de sus convenios colectivos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los tipos de interés para el descuento de las obligaciones post empleo son aplicados en función de los plazos de cada compromiso y la curva de referencia es calculada a partir de los tipos observables de bonos corporativos de alta calidad crediticia (AA), emitidos en la zona euro.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes de asistencia sanitaria se han valorado en función de los costes esperados de las primas de las distintas pólizas de asistencia médica contratadas. Una variación porcentual de un 1% en el incremento del coste de dichas primas, no tendría un impacto significativo sobre el pasivo contabilizado a 31 de diciembre de 2020 y a 31 de diciembre de 2019 ni provocaría una variación relevante en el coste normal y financiero de ejercicios futuros respecto del contabilizado en 2020 y 2019.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Otras obligaciones con el personal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En el marco del Plan Estratégico 2018-2022, se implementó un nuevo plan de incentivos a largo plazo para los directivos de Naturgy no incluidos en el plan mencionado en la Nota 11, cuya finalidad es la de alinear los intereses de los accionistas, la materialización del Plan Estratégico y la retribución variable plurianual de los directivos. Este programa sustituye al sistema anterior, denominado PREMP y está vinculado a la rentabilidad total ganada por el accionariado durante el periodo de vigencia del Plan Estratégico, generando su derecho de cobro una vez aprobadas las Cuentas anuales del ejercicio 2022 por la Junta General y que será cobrado en efectivo. A 31 de diciembre de 2020, la provisión por este compromiso asciend</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">e a 5 mill</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">ones de euros (5 millones de euros en 2019).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">A 31 de diciembre de 2019 se incluía una provisión correspondiente al programa de retribución 2017 - 2019 por</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e"> 2 mi</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">llones de euros, clasificado en su totalidad como corriente.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Otras provisiones no corrientes</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El movimiento de las otras provisiones no corrientes es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>187</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>222</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Dotaciones</span><span class="Superscript"> (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Reversiones</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(27)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(46)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(56)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>187</span></p></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-3e17a2f9372b39e65e86d1b2852d019d" style="margin-bottom: 0; margin-top: 0; "><span>(1) Incluye 1 millón de euros y 3 millones de euros en 2020 y 2019 respectivamente, correspondientes a la actualización financiera de provisiones. </span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el epígrafe Provisiones no corrientes se incluyen principalmente las provisiones constituidas para hacer frente a obligaciones derivadas principalmente de reclamaciones fiscales (Nota 17), litigios y arbitrajes y otras responsabilidades. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A 31 de diciembre de 2020 y 2019 no se ha considerado necesario dotar ninguna provisión por contratos onerosos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">La estimación de las fechas de pago de estas obligaciones a 31 de diciembre de 2020</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e"> es 109 millones de euros entre uno y cinco años, 6 millones euros de entre cinco y diez años y 0 millones de euros a más de diez años (en 2019, 11 millones de euros entre uno y cinco años, 161 millones de euros entre cin</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">co y diez años y 15 millones de euros a más de diez años). </span></p><div id="i78264de57bf543b7bef050ccf886369a_70"></div><p class="paraStyle-71284f9889155b595c2f5363a10ed5ac"><span><br/></span></p><p class="paraStyle-71284f9889155b595c2f5363a10ed5ac"><span><br/></span></p><p class="paraStyle-71284f9889155b595c2f5363a10ed5ac"><span>Nota 13. Deuda financiera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La composición de la deuda financiera a 31 de diciembre de 2020 y 2019 es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Deuda financiera con entidades de crédito </span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.720</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.744</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Derivados (Nota 14)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>108</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>90</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros pasivos financieros</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera no corriente</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.829</span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.835</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Deuda financiera con entidades de crédito </span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>257</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>253</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span> Derivados (Nota 14)</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros pasivos financieros</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-4cf28b97296d11552b9609c9ff767a43" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ef99b54be625c3c73f13bf57949e88a9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera corriente</span></p></td><td class="cellStyle-ef99b54be625c3c73f13bf57949e88a9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>399</span></p></td><td class="cellStyle-ef99b54be625c3c73f13bf57949e88a9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>271</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-02b8069be9741ab20fc4b6b92050dcff" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-90d2b5509eeaeba25c9617e994ac7afa" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td><td class="cellStyle-90d2b5509eeaeba25c9617e994ac7afa" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El valor contable y el valor razonable de la deuda financiera no corriente es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 218.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 24.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>  </span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Valor contable</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Valor razonable</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-f6f63023842a0efc119c5f47e9ce5b54" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-4d0191a824e1f0a305189636cf7fae56" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera con entidades de crédito, derivados y otros pasivos financieros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.829</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.835</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.831</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.835</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El valor razonable de deudas con tipos de interés fijos se estima sobre la base de los flujos de caja descontados sobre los plazos restantes de dicha deuda. Los tipos de descuento se determinaron sobre los tipos de mercado disponibles a 31 de diciembre de 2020 y a 31 de diciembre de 2019 sobre deuda financiera con características de vencimiento y crédito similares.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El movimiento de la deuda financiera es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de Enero</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.286</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aumentos</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.372</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>49</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Disminuciones</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(250)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(229)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de Diciembre</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las siguientes tablas describen la deuda financiera a 31 de diciembre de 2020 y a 31 de diciembre de 2019 y su calendario de vencimientos, considerando el impacto de la cobertura de los derivados.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2025</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2026 y siguientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020:</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Fija</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>237</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>167</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>291</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>191</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>961</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.938</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Variable</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>162</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>785</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>287</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>40</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.290</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>399</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>952</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>578</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>231</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>962</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2025 y siguientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019:</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Fija</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>158</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>125</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.052</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.632</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Variable</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>156</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>181</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>69</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>36</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>474</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>271</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>339</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>194</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.069</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td><td class="cellStyle-e70cd8ce9c35b017380f4356d7c2c0b9" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">En el caso de no considerar el impacto de los derivados en la deuda financiera, la deuda a tipo fijo sería </span><span class="charStyle-aafb5d1f6d3887b2f3ec574db52c0490">de 321 </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">millones de euros del total de la deuda a 31 de diciembre de 2020 (0 millones de euros a 31 de diciembre de 2019) y a tipo variable</span><span class="charStyle-aafb5d1f6d3887b2f3ec574db52c0490"> 2.778 mi</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">llones a 31 de diciembre de 2020 (2.000 millones de euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las siguientes tablas describen la deuda financiera bruta denominada por monedas a 31 de diciembre de 2020 y a 31 de diciembre de 2019 y su perfil de vencimiento, considerando el impacto de la cobertura de los derivados:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2025</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2026 y siguientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020:</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deuda denominada en euros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>399</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>952</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>578</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>231</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>962</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>399</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>952</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>578</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>231</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>962</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2025 y siguientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019:</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deuda denominada en euros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>271</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>339</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>194</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.069</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>271</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>339</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>194</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>106</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1.069</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">La deuda financiera ha soportado en el ejercicio 2020 un tipo de interés efectivo medio del </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">1,03%</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> (0,82% en el ejercicio 2019) incluyendo los instrumentos derivados asignados a cada transacción.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">A 31 de diciembre de 2020 se incluye en deudas con entidades de crédito un importe de </span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">9 m</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">illones de euros de intereses pendientes de pago (6 millones de euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">La mayor parte de la deuda financiera viva incluye una cláusula relativa al cambio de control, ya sea por adquisición de más del 50% de las acciones con voto o por obtener el derecho a nombrar la mayoría de miembros del Consejo de Naturgy Energy Group, S.A. Dichas cláusulas están sujetas a condiciones adicionales, de modo que su activación depende de la simultaneidad de algunos de los siguientes eventos:&#160; la reducción importante de la calificación crediticia o rating provocada por el cambio de control, o la pérdida del grado de inversión por las agencias calificadoras; la incapacidad de cumplir las obligaciones financieras del contrato; un perjuicio material para el acreedor, o un cambio material adverso en la solvencia. Estas cláusulas suponen el reembolso de la deuda dispuesta si bien suelen contar con un plazo mayor al concedido en los supuestos de resolución anticipada. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A la fecha de formulación de estas Cuentas anuales, la Sociedad no se encuentra en situación de incumplimiento de sus obligaciones financieras o de cualquier tipo de obligación que pudiera dar lugar a una situación de vencimiento anticipado de sus compromisos financieros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A continuación, se describen los instrumentos de financiación más relevantes:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Otras deudas con entidades de crédito</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El grupo continúa trabajando en reforzar su perfil financiero; en esta línea, las operaciones de financiación con entidades de crédito más relevantes cerradas durante el 2020 han sido las siguientes: </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-e5d4f3edc5b853620a4c833458bd92ac"><span>a.</span><span style="padding-left:9.67pt;">Nuevos préstamos y líneas de crédito en España por importe de 1.225 millones de euros y 400 millones de euros respectivamente. </span></p><p class="paraStyle-c6aa1b5899e95040d001ec11a0df771d"><span>b.</span><span style="padding-left:9.67pt;">Refinanciación de líneas de crédito en España por 2.388 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Naturgy tiene además un perfil de vencimiento de la deuda y una posición de balance cómodo, así como flexibilidad en capex y opex para transitar por el escenario económico actual.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Financiación Institucional</span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La Sociedad mantiene un préstamo con el Instituto de Crédito Oficial (ICO) formalizadas en distintos instrument</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">os con vencimiento máximo en 2029 por importe total de 180 millones de euros (200 millones de euros en el </span><span>ejercicio 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Asimismo, el Banco Europeo de Inversiones (BEI) mantiene otorgada financiación a Naturgy que a 31 de diciembre de 2020 se encuentra totalmente dispuesta, por </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">importe de 1.564 millones de euros con vencimientos entre el 2020 y el 2037 (1.791 millones de euros dispuestos a 31 de diciembre de 2019). Dicho préstamo podría ser objeto de reembolso anticipado, en caso de cambio de control, requiriéndose además una reducción del rating y cuentan con plazos especiales de reembolso de deuda más extensos a los de los supuestos de resolución anticipada. Adicionalmente 1.359 millones de euros (1.459 millones de euros a 31 de diciembre de 2019) están sujetos al cumplimiento de determinadas ratios financieras.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_73"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 14. Gestión del riesgo e instrumentos financieros derivados</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La gestión del riesgo</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy cuenta con una serie de normas, procedimientos y sistemas orientados a la identificación, medición y gestión de las diferentes categorías de riesgo que definen los siguientes principios básicos de actuación:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Garantizar que los riesgos más relevantes sean correctamente identificados, evaluados y gestionados.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Segregación a nivel operativo de las funciones de gestión del riesgo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Asegurar que el nivel de exposición al riesgo asumido por Naturgy en el desarrollo de sus negocios sea congruente con el perfil global de riesgo.</span></p><p class="paraStyle-741614d032ce13093c3b5c59cdc3e072" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Asegurar la adecuada determinación y revisión del perfil de riesgo por parte del Comité de Riesgos, proponiendo límites globales por categoría de riesgo, y su asignación entre las Unidades de Negocio.</span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de tipo de interés</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las variaciones de los tipos de interés modifican el valor razonable de aquellos activos y pasivos financieros que devengan un tipo de interés fijo, así como los flujos de efectivo de los activos y pasivos financieros referenciados a un tipo de interés variable, por lo que afectan tanto al patrimonio como al resultado respectivamente.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El objetivo de la gestión del riesgo de tipos de interés es mantener un equilibrio entre la deuda variable y fija que permita reducir los costes de la deuda financiera dentro de los parámetros de riesgo establecidos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad utiliza permutas financieras para gestionar su exposición a fluctuaciones en los tipos de interés cambiando deuda a interés variable por deuda a tipo fijo.&#160; </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La estructura de deuda a 31 de diciembre de 2020 y 2019 (Nota 13), una vez consideradas las coberturas a través de los derivados contratados, es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de interés fijo</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.938</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.632</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de interés variable</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.290</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>474</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.228</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.106</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La tasa de interés variable está sujeta principalmente a las oscilaciones del Euribor y el Libor.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La sensibilidad del resultado y del patrimonio (Ajustes por cambios de valor) a la variación de los tipos de interés es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 100.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 39.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>Incremento/descenso en el tipo de interés (puntos básicos)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>Efecto en el resultado antes de impuestos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>Efecto en el patrimonio antes de impuestos</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>50</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>(6)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>(41)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>-50</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>41</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>50</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>50</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>-50</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>(50)</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Riesgo de tipo de cambio</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las variaciones de los tipos de cambio pueden afectar al valor razonable de:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Contravalor de los flujos de efectivo asociados a compraventa de gas y otras materias primas denominados en moneda distinta a la moneda local o funcional.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Deuda denominada en monedas distintas a la moneda local o funcional.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Operaciones e inversiones en monedas diferentes del euro, por lo que respecta al contravalor del patrimonio neto aportado y resultados.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para mitigar estos riesgos la Sociedad financia, en la medida de lo posible, sus inversiones en moneda local. Asimismo, intenta hacer coincidir, siempre que sea posible, los costes e ingresos referenciados en una misma divisa, así como los importes y vencimiento de activos y pasivos que se derivan de las operaciones denominadas en divisas diferentes del euro.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para las posiciones abiertas, los riesgos en monedas que no sean la moneda funcional son gestionados, de considerarse necesario, mediante la contratación de permutas financieras y seguros de cambio dentro de los límites aprobados de instrumentos de cobertura.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La divisa diferente del euro en que más opera la Sociedad es el dólar estadounidense. La sensibilidad del resultado y del patrimonio (Ajustes por cambios de valor) de la Sociedad a una variación del 5% (incremento y decremento) del tipo de cambio del dólar frente al euro es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 287.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efecto en el resultado antes de impuestos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>+5%</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>-5%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Efecto en el patrimonio antes de impuestos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>+5%</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>-5%</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Riesgo de precio de commodities </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad realiza compras de gas para su suministro a otras compañías de Naturgy. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una parte importante de los gastos de explotación de Naturgy están vinculados a la compra de gas para su suministro a clientes o para la generación de energía eléctrica en las centrales de ciclo combinado. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Estos contratos de aprovisionamiento de gas se firman típicamente a largo plazo con unos precios de compra en base a una combinación de distintos precios de commodities, básicamente precios del crudo y sus derivados, y a los hubs de gas natural. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Sin embargo, los precios de venta a los clientes finales se firman por lo general a corto/medio plazo y los precios de venta vienen condicionados por el equilibrio oferta demanda que existe en cada momento en el mercado de gas. Esto puede implicar un desacople con los precios de aprovisionamiento de gas, por ejemplo, en periodos de sobreoferta de gas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Por tanto, Naturgy se encuentra expuesto al riesgo de variación del precio de gas con respecto al precio de venta de los clientes finales. La exposición a estos riesgos se gestiona y mitiga por cobertura natural a través del seguimiento de la posición respecto a dichos commodities, tratando de equilibrar los precios de las obligaciones de compra y suministro y los precios de venta. Adicionalmente algunos contratos de suministro permiten gestionar esta exposición mediante mecanismos de flexibilidad de volúmenes y de revisión de precios.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Cuando no es posible lograr una cobertura natural se gestiona la posición, dentro de parámetros de riesgo razonables, contratando derivados para reducir la exposición al riesgo de desacoplamiento precio, designándose generalmente como instrumentos de cobertura.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En las operaciones de trading de electricidad y de derechos de emisión de CO</span><span class="charStyle-96410a91bcb8b1a54d8a6323d02e90ff">2</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> realizadas por la Sociedad, el riesgo es poco significativo debido al reducido volumen de dichas operaciones y a los límites establecidos, tanto en importe como en vencimiento temporal.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No se producen impactos por la variación del valor razonable de los derivados contratados para cubrir el precio de commodities como de los derivados destinados a operaciones de trading.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ffc93a76e8021aaf1e1a02ba290758ba" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Por otro lado, se han contratado derechos de emisión de CO</span><span class="charStyle-a9acea5674f8a6546034cedd99a0e097">2</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> y derivados para su cobertura, con el fin de rentabilizar excedentes de tesorería a corto plazo, cuya variación de valor razonable se compensa entre s</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce" style="font-size: 11.0000000000000pt; ">í.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, Naturgy no mantiene inversiones relevantes en negocios de upstream o producción de materias primas.&#160;  </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La sensibilidad de los distintos segmentos a los precios del petróleo, gas, carbón y electricidad es la siguiente:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Distribución de gas y electricidad. Es una actividad regulada cuyos ingresos y márgenes están vinculados a los servicios prestados gestionando infraestructuras de distribución, con independencia de los precios de las commodities distribuidas. En todo caso, un descenso del precio del gas podría incrementar su consumo, impactando favorablemente en dicha retribución, contribuyendo así a la estabilidad de los resultados de Naturgy.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Gas y electricidad. Los márgenes de las actividades de comercialización de gas y electricidad están directamente afectados por los precios de las materias primas. En este sentido, Naturgy cuenta con una política de riesgos que determina, entre otras, el rango de tolerancia de la compañía, definido mediante los límites de riesgo en vigor. Entre las medidas empleadas para mantener el riesgo dentro de los límites establecidos, destaca una política de gestión activa de aprovisionamientos, balance entre las fórmulas de adquisición y venta y cobertura puntual de operaciones, con el fin de maximizar el binomio riesgo-beneficio. Complementariamente a la política antes mencionada Naturgy cuenta en gran parte de la cartera de sus aprovisionamientos con mecanismos a través de cláusulas de revisión de precios de carácter ordinario y extraordinario. Dichas cláusulas permiten a medio plazo la modulación de impactos ante eventuales desacoples entre los precios de venta de Naturgy en sus mercados y la evolución de los precios de su cartera de aprovisionamientos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de crédito</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El riesgo de crédito se define como la pérdida potencial, consecuencia del posible incumplimiento de las obligaciones contractuales de las contrapartes con las que se relaciona Naturgy.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy realiza análisis de solvencia en base a los cuales se asignan los correspondientes límites de crédito y determinan las coberturas a aplicar. A partir de dichos modelos, puede medirse la probabilidad de impago de un cliente, y puede controlarse la pérdida esperada de la cartera comercial. Asimismo, se hace seguimiento recurrente de la calidad crediticia y exposición de la cartera, para garantizar que las pérdidas potenciales se encuentran bajo los límites de la normativa interna. Esto permite tener capacidad de anticipación en cuanto a su gestión.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En lo referente al riesgo de crédito correspondiente a las deudas comerciales se reflejan en el Balance de situación netos de provisiones de insolvencias (Nota 9), estimadas por la Sociedad en función de la antigüedad de la deuda y la experiencia de ejercicios anteriores conforme a la previa segregación de carteras de clientes y del entorno económico actual.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El riesgo de crédito correspondiente a las cuentas a cobrar por su actividad comercial e históricamente limitado dado el corto plazo de cobro a los clientes que no acumulan individualmente importes muy significativos antes de que pueda producirse la suspensión del suministro por impago, de acuerdo con la regulación correspondiente.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En cuanto a otras exposiciones con contrapartes en las operaciones con derivados financieros y colocación de excedentes de tesorería, para mitigar el riesgo de crédito, se realizan en bancos e instituciones financieras de alta solvencia acorde con los criterios internamente. En los ejercicios 2020 y 2019 no se han producido impagos o quebrantos significativos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Del análisis de antigüedad de los activos financieros se concluye que no existen activos financieros en mora no deteriorados a 31 de diciembre de 2020 y 2019.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los activos financieros deteriorados están desglosados en la Nota 9.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Respecto al riesgo de crédito de proveedores, la solvencia de cada uno de los suministradores de productos y servicios se garantiza a través de la revisión recurrente de su información financiera, especialmente antes de una nueva contratación. Para ello en función de la criticidad del proveedor en cuanto a su servicio o concentración, se aplican los criterios de valoración correspondientes. Dicho procedimiento está soportado por los mecanismos y sistemas de control y gestión de proveedores.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A 31 de diciembre de 2020 y 2019, la Sociedad no tenía concentraciones significativas de riesgo de crédito. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de liquidez</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad mantiene unas políticas de liquidez que aseguran el cumplimiento de los compromisos de pago adquiridos, diversificando la cobertura de las necesidades de financiación y los vencimientos de la deuda. Una gestión prudente del riesgo de liquidez incorpora el mantenimiento de suficiente efectivo y activos realizables y la disponibilidad de fondos de importe adecuado para cubrir las obligaciones de crédito.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">A 31 de diciembre de 2020, las disponibilidades de liquidez alcanzan los 7.</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">930 millones de</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> euros (6.132 millones de euros en 2019), considerando el efectivo y otros activos líquidos equivalentes por importe de 2.61</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">8 millone</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">s de euros (1.174 millones de euros en 2019), junto con la financiación bancaria y líneas de crédito no dispuestas por importe de 5.312 millones de euros (4.958 millones de euros en 2019). </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión del capital</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El principal objetivo de la gestión del capital de la Sociedad es asegurar una estructura financiera que optimice el coste de capital manteniendo una sólida posición financiera, para compatibilizar la creación de valor para el accionista con el acceso a los mercados financieros a un coste competitivo para cubrir las necesidades de financiación.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy considera como indicadores de los objetivos fijados para la gestión del capital mantener en el largo plazo un nivel de apalancamiento de alrededor del 50%. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La clasificación crediticia de la deuda de la Sociedad a largo plazo es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Standard &#38; Poors</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>BBB</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>BBB</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Fitch</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>BBB</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>BBB</span></p></td></tr></tbody></table><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Otras consideraciones </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy no ha recibido ayudas estatales para paliar los efectos del COVID-19 ni ventajas de carácter fiscal. Asimismo, no ha renegociado contratos de arrendamiento que tengan impactos sobre los activos por derecho de uso y los pasivos asociados registrados.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Por otro lado, Naturgy no ha llevado a cabo expedientes de regulación de empleo consecuencia del COVID-19.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Desde que se inició la crisis del COVID-19 Naturgy ha priorizado su compromiso con las personas y con la sociedad y ha desarrollado diversas medidas para mitigar el impacto económico de la pandemia, tales como el aplazamiento del pago de las facturas de luz, gas y servicios para pymes, particulares y autónomos, el suministro gratuito a los hospitales de campaña (IFEMA y Fira de Barcelona) y a los hoteles medicalizados, y otras dirigidas a sus proveedores pymes y autónomos pudiendo acogerse al programa de pago al contado de las facturas correspondientes al segundo trimestre de este año. Todas estas medidas ayudan a paliar el impacto de la disminución de ingresos y reforzar la liquidez de los afectados. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Adicionalmente para agradecer y reconocer la dedicación del personal sanitario, Cuerpos y Fuerzas de Seguridad, miembros del Ejército y Bomberos, se les ha ofrecido un año de servicio gratuito para las averías eléctricas y de gas, así como para las reparaciones de electrodomésticos y aparatos de gas, ya sean o no clientes de Naturgy. Por otro lado, Naturgy ha facilitado a todos sus clientes durante estos meses y de forma gratuita, atención médica mediante videollamada.</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El 23 de junio de 2016, los votantes de Reino Unido apoyaron la salida de su país de la Unión Europea (UE) en un referéndum nacional (Brexit). El 31 de enero de 2020 el Reino Unido abandonó la Unión Europea y se inició un período transitorio hasta 31 de diciembre de ese mismo año que tenía por objeto conceder más tiempo a los ciudadanos y las empresas para adaptarse a la situación y negociar los acuerdos que establecieran un nuevo marco de relación entre la Unión y el Reino Unido. Durante el período transitorio, el Reino Unido ha seguido aplicando la legislación de la Unión, pero sin estar representado en las instituciones de la UE. El 30 de diciembre de 2020 la Unión Europea y el Reino Unido firmaron un Acuerdo de Comercio y Cooperación con entrada en vigor provisional el 1 de enero de 2021. El Acuerdo cuenta con cuatro grandes pilares: un Acuerdo de Libre Comercio; un marco de cooperación económica, social, medioambiental y en materia de pesca; una asociación en materia de seguridad interior; y un marco de gobernanza común para el conjunto del Acuerdo. Aunque no igualará en modo alguno el nivel de integración económica que existía mientras el Reino Unido era un Estado miembro de la UE, el Acuerdo de Comercio y Cooperación va más allá de los acuerdos de libre comercio tradicionales y proporciona una base sólida para mantener la antigua cooperación y amistad. El proceso del Brexit ha tenido y es posible que siga teniendo efectos adversos sobre la situación económica y política de la UE y la estabilidad de los mercados financieros internacionales. Sin considerar el mencionado impacto a nivel internacional, la exposición de Naturgy al riesgo derivado del Brexit no se considera significativa.</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Instrumentos financieros derivados</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de los instrumentos financieros derivados por categorías y vencimientos es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 227.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Activo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Pasivo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Activo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Pasivo</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos financieros derivados de cobertura</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>108</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>90</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>&#160;  Cobertura flujos de efectivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ee44c72e0ad4bcd0df86300bf95466bf" style="margin-bottom: 0; margin-top: 0; "><span>- Tipo de interés</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>81</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>64</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ee44c72e0ad4bcd0df86300bf95466bf" style="margin-bottom: 0; margin-top: 0; "><span>- Tipo de interés y tipo de cambio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>26</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Otros instrumentos financieros </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160; &#160;  - Precio de commodities </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos financieros derivados no corrientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>136</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>244</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>189</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>279</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos financieros derivados de cobertura</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>142</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>&#160;  Cobertura flujos de efectivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ee44c72e0ad4bcd0df86300bf95466bf" style="margin-bottom: 0; margin-top: 0; "><span>- Tipo de interés</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ee44c72e0ad4bcd0df86300bf95466bf" style="margin-bottom: 0; margin-top: 0; "><span>- Tipo de cambio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ee44c72e0ad4bcd0df86300bf95466bf" style="margin-bottom: 0; margin-top: 0; "><span>- Precio de commodities</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Otros instrumentos financieros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>344</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>345</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160; &#160;  - Precio de commodities </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>344</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>344</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>&#160; &#160;  - Tipo de cambio </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Instrumentos financieros derivados corrientes</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>265</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>345</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>360</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>259</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>509</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>534</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>639</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se incluyen en Otros instrumentos financieros los derivados no designados contablemente de cobertura.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El impacto en la Cuenta de pérdidas y ganancias de los instrumentos financieros derivados es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Resultado explotación</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Resultado financiero</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Resultado explotación</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Resultado financiero</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cobertura flujos de efectivo</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros instrumentos financieros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(18)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de los instrumentos financieros derivados a 31 de diciembre de 2020 y 2019, su valor razonable y el desglose por vencimientos de los valores nocionales es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 178.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 27.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 35.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 32.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 32.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 27.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 49.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 35.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="7"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Valor Razonable</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="7"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Valor Nocional</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2025</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Posteriores</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE INTERÉS:</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-f78bbb341deb498a3b94fdef841d3fb2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Permutas financieras (EUR) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(102)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>63</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>191</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>498</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>576</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.489</span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE INTERÉS Y TIPO DE CAMBIO:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Permutas financieras (NOK) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(27)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE CAMBIO:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>33</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>33</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de valor razonable:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE PRECIO DE COMMODITIES</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Derivados precios de commodities (EUR)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(121)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.228</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.228</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>OTROS:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(250)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.324</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>292</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>498</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>576</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2.851</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 178.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 27.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 35.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 32.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 32.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 27.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 49.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 35.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="2"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Valor Razonable</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="7"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Valor Nocional</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Posteriores</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE INTERÉS:</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Permutas financieras (EUR) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(79)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>844</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>63</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.074</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>2.233</span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE INTERÉS Y TIPO DE CAMBIO:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Permutas financieras (NOK) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(26)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>101</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>COBERTURA DE TIPO DE CAMBIO:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Cobertura de flujos de efectivo: </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>119</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>119</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span> Cobertura de valor razonable:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>OTROS:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Seguros de cambio (USD)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(105)</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>986</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>63</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>192</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>70</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1.074</span></p></td><td class="cellStyle-402ec9e31e916020bc14f680dd385bb9" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2.476</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_76"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 15. Deudas con empresas del grupo y asociadas</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle por vencimientos de las deudas con empresas del grupo es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Vencimiento</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.168</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.560</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>828</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2022</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.451</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.451</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2023</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>625</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>627</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.604</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.590</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2025</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.196</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.195</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>2026</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.589</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>597</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Posteriores</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.065</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.909</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12.090</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>12.365</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las deudas con empresas del grupo corresponden, principalmente, a las emisiones realizadas por Naturgy Capital Markets, S.A. y Naturgy Finance, B.V del programa European Medium Term Notes (EMTN) a medio plazo. También recoge la deuda con Naturgy Finance, B.V por las obligaciones perpetuas subordinadas por importe de 1.500 millones de euros (1.500 millones de euros en 2019) y la deuda con Unión Fenosa Preferentes, S.A. por la deuda de las participaciones preferentes por importe de 110 millones de euros (110 millones de euros en 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se incluyen además los intereses devengados pendientes de vencimiento por 145 millones de euros (179 millones de euros en 2019) y los saldos con empresas del grupo correspondiente a los saldos de cash pooling por importe de 1.268 millones de euros (1.637 millones de euros en 2019).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de las Deudas con empresas del grupo por las emisiones de bonos de Naturgy Finance, B.V. y Naturgy Capital Markets, S.A., es el siguiente:</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 131.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 46.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa/Sociedad</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>País</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Año formalización</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Moneda </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Límite Programa </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Nominal Dispuesto </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Disponible </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Emisiones año</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa Euro Commercial Paper (ECP)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Finance B.V.</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Holanda</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>2010</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Euros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>900</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa European Medium Term Notes (EMTN)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Capital Markets, S.A. y Naturgy Finance B.V.</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Holanda/España</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>1999</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Euros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>12.000</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>8.941</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>3.059</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.150</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 134.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 42.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 44.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 48.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa/Sociedad</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>País</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Año formalización</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Moneda </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Límite Programa </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Nominal Dispuesto </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Disponible </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Emisiones año</span></p></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa Euro Commercial Paper (ECP)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Finance B.V.</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Holanda</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>2010</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Euros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4.444</span></p></td></tr><tr style="height: 21.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Programa European Medium Term Notes (EMTN)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Capital Markets, S.A. y Naturgy Finance B.V.</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Holanda/España</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>1999</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-9d22468f8ee29778eff9eaf74e4f5922" style="margin-bottom: 0; margin-top: 0; "><span>Euros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>8.725</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>8.725</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>750</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los bonos emitidos, en volumen de 8.941 millones de euros (8.725 millones de euros a 31 de diciembre de 2019), como es habitual en el euromercado, serían susceptibles de vencimiento anticipado siempre que ese cambio de control provocara una caída superior a dos escalones o dos full notches en al menos dos de las tres calificaciones que tuviera y todas las calificaciones cayesen por debajo de investment grade y siempre que la Agencia Calificadora expresase que la reducción de la calificación crediticia viene motivada por el cambio de control. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los principales movimientos de los ejercicios 2020 y 2019 son:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-8cf023955ca03c16e06115bd05268c45" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28" style="margin-top: 0;"><span>2020</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las emisiones realizadas durante el 2020 bajo dicho programa han sido las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 260.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-44f03f2e66a3716fabe4c30c36c537ee" style="margin-bottom: 0; margin-top: 0; "><span>Emisión</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>Valor Nominal</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>Vencimiento</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>Cupón (%)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Abril 2020</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>1.000</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>2026</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>1,250</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Mayo 2020(*)</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>150</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>2029</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>0,750</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="4"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span>(*) Ampliación emisión noviembre 2019</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Asimismo, durante el 2020 han llegado a vencimiento dos bonos por importe total de 934 millones de euros y cupón medio de 5,07%.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Durante el 2020, se realizaron emisiones bajo el programa de Euro Commercial Paper (ECP) por un importe total de 900 millones de euros (4.444 millones de euros a 31 de diciembre de 2019). A 31 de diciembre de 2020 no había emisiones vivas dentro del programa ECP, al igual que a 31 de diciembre de 2019.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span>2</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">019 </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En noviembre de 2019 Naturgy realizó una emisión de bonos bajo su programa Euro Medium Term Notes (EMTN) por valor de 750 millones de euros con vencimiento a 10 años y un cupón de 0,75% cuyos recursos se destinaron a una oferta de recompra de bonos por un importe de 653 millones de euros de obligaciones con vencimientos entre 2021 y 2025. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, en diciembre de 2019, se procedió a la recompra de un bono por importe de 300 millones de euros con vencimiento en el 2021 y un cupón del 0,515%. Estas dos operaciones han supuesto un desembolso neto de 203 millones de euros y han tenido un impacto negativo en el Resultado financiero de la Cuenta de pérdidas y ganancias de 84 millones de euros (Nota 23).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, durante el ejercicio 2019 llegaron a su vencimiento bonos por importe total de 780 millones y cupón medio de 5,28%</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-b2d6e3b1751ffe7c510a63f693f07dbb"><span class="charStyle-ea1f910af2d584699e7052817a471270">Las deudas con empresas del grupo y asociadas devengaron en el ejercicio 2020 un tipo de interés medio d</span><span class="charStyle-f153caff5e6cbf7f0a62e1a29dcf795d">el 2,20%</span><span class="charStyle-ea1f910af2d584699e7052817a471270"> (2,46% en 2019).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No existen diferencias significativas entre los valores contables y los valores razonables de las Deudas con empresas del grupo y asociadas. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_79"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 16. Acreedores comerciales y otras cuentas a pagar</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle a 31 de diciembre de 2020 y 2019 es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Proveedores</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>141</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>237</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Proveedores, empresas del grupo y asociadas</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>59</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>131</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Derivados (Nota 14)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>344</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Otros acreedores</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Personal (remuneraciones pendientes de pago)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>36</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Administraciones públicas</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Pasivos por impuesto corriente (Nota 17)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>93</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>Total </span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>461</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>780</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La mayoría de las cuentas a pagar no devengan intereses y tienen establecido un vencimiento contractual inferior a 30 días en el caso de proveedores por compras de gas y para el resto de proveedores, dentro de los límites legales.</span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-top: 0;"><span>Información sobre el periodo medio de pago a proveedores. D.A 3ª Deber de información de la Ley 15/2010, de 5 de julio </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El período medio de pago se ha elaborado de acuerdo a la Ley 15/2010, por la que se establecen medidas de lucha contra la morosidad de las operaciones comerciales.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo a la Resolución del 29 de enero de 2016 del Instituto de Contabilidad y Auditoría de Cuentas, sobre la información a incorporar en la memoria de las cuentas anuales en relación con el período medio de pago a proveedores en operaciones comerciales, la información es:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-7ed7637cd504d4e73e06cfddd0532e5b" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-648ce216ab050375af6c70c1f3bedda8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>Importe</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>Importe</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Total pagos (miles de euros)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>458.021</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.947.320</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Total pagos pendientes (miles de euros)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18.284</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18.540</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Periodo medio de pago a proveedores (días)</span><span class="Superscript"> (1)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ratio de operaciones pagadas (días) </span><span class="Superscript">(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ratio de operaciones pendientes de pago (días)</span><span class="Superscript"> (3)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>30</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(1) Calculado considerando los importes pagados y los pendientes de pago.</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(2) Periodo medio de pago en las operaciones pagadas en el ejercicio. </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(3) Antigüedad media saldo proveedores pendientes de pago.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En las ratios adjuntas no se incluyen las situaciones que pudieran distorsionar dichos cálculos, como son los proveedores empresas del grupo y asociadas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_82"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 17. Situación fiscal</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad es la sociedad dominante del grupo fiscal 59/93, en el que se integran todas aquellas sociedades residentes en España, participadas, directa o indirectamente, en al menos un 75% por la sociedad dominante y que cumplan determinados requisitos, lo que implica la determinación de forma conjunta del resultado fiscal de grupo y las deducciones y bonificaciones a la cuota. El grupo fiscal para el ejercicio 2020 se indica en el Anexo I. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Impuesto sobre Sociedades se calcula a partir del resultado económico o contable, obtenido por la aplicación de principios de contabilidad generalmente aceptados, que no necesariamente ha de coincidir con el resultado fiscal, entendido éste como la base imponible del impuesto.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La conciliación del resultado contable de los ejercicios 2020 y 2019 con la base imponible del Impuesto sobre Sociedades es la siguiente: </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Resultado contable del ejercicio antes de impuestos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>60</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>4.347</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias permanentes</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(184)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(4.616)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias temporarias:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Con origen en el ejercicio actual</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>51</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>40</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Con origen en ejercicios anteriores</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(139)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(23)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span> Base imponible</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(212)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(252)</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; margin-top: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Las diferencias permanentes, corresponden básicamente, a la aplicación del Régimen de Declaración Consolidada y a la exención para evitar la doble imposición sobre dividendos y rentas derivadas de la transmisión de participaciones del artículo 21 de la Ley 27/2014, del Impuesto sobre Sociedades, que implica diferencias permanentes negativas por 1.271 millones de euros consecuencia principalmente de los ajustes negativos por dividendos devengados en el ejercicio (1.361 millones de euros en el ejercicio 2019), a los deterioros de las participaciones de empresas del grupo y asociadas por un importe de 1.080 millones de euros (320 millones de euros en el ejercicio 2019) y a las ventas de las participaciones de empresas del grupo y asociadas por un importe negativo d</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">e 1 millón </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">de euros (3.560 millones de euros en el ejercicio 2019). </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">La base imponible negativa generada en el ejercicio 2020 por la Sociedad asciende </span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f">a 212 mil</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">lones de euros (252 millones de euros en 2019), que son recuperados de las Sociedades del grupo fiscal por sus bases imponibles positivas generadas durante el ejercicio.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El gasto por el impuesto sobre las ganancias es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Impuesto corriente</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>60</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>64</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Impuesto diferido</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(22)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>68</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4d665e89194ee378273cfde731d8cf03" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">El Impuesto sobre Sociedades corriente resulta de aplicar un tipo impositivo del 25% sobre la base imponible. Dentro del grupo fiscal, las deducciones a la cuota aplicadas en el ejercicio 2020 han ascendido a</span><span class="charStyle-e51ea2543e6699d5daa7177f11844e9f"> 4 millone</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">s de euros (4 millones de euros en 2019), y no hay compensación de bases imponibles negativas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio 2020 se han producido ajustes negativos por diferencias impositivas del ejercicio anterior por importe de 4 millones de euros de mayor gasto (0 millones de euros en 2019). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Asimismo, se recoge como mayor gasto por impuesto corriente otros ajustes por provisiones de riesgos futuros, impuesto sobre beneficios en el extranjero y reversión por Actas de inspección en firme por un total de 7 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El 3 de diciembre de 2016 fue publicado el Real Decreto Ley 3/2016 por el que se adoptan medidas tributarias para la consolidación de las finanzas públicas que introdujo modificaciones relevantes en el ámbito del Impuesto sobre Sociedades. Entre otras, se establece, con efectos desde el 1 de enero de 2016, la obligación de revertir en un plazo máximo de 5 años las provisiones por deterioro de valor de las participaciones que hubieran resultado deducibles antes de 2013, se limita la compensación de bases imponibles negativas para las grandes empresas al 25% de la base imponible previa y se limita la aplicación de la deducción por doble imposición interna o internacional generada o pendiente de aplicación al 50% de la cuota íntegra previa. Adicionalmente, con efectos desde el 1 de enero de 2017 las pérdidas en la transmisión de participaciones no serán deducibles. En los ejercicios 2020 y 2019 estas medidas no han tenido impacto significativo en los estados financieros de la Sociedad.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las rentas acogidas a la deducción por reinversión de beneficios extraordinarios prevista en el artículo 42 del Texto Refundido de la Ley del Impuesto sobre Sociedades, Real decreto legislativo 4/2004 de 5 de marzo (TRLIS) y las inversiones en que se materializaron en ejercicios pasados se detallan en las Cuentas anuales de los correspondientes ejercicios. El detalle es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 93.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 93.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 93.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 93.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 93.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Año venta</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe obtenido en la venta</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe reinvertido</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Renta acogida a la deducción</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio reinversión</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2011</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2011</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2014</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>412</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>412</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>209</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2014</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>414</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>414</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>210</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La reinversión se realizó en elementos patrimoniales de inmovilizado afectos a actividades económicas, habiendo sido efectuada tanto por la propia Sociedad como por el resto de empresas del grupo fiscal en virtud de lo dispuesto en el artículo 75 del TRLIS.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De otra parte, las rentas acogidas al régimen fiscal de las transmisiones de activos realizadas en cumplimiento de normativa de defensa de la competencia, Disposición Adicional 4ª del TRLIS, se detallan en el cuadro siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 77.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 77.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 77.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 77.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 96.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 53.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Año venta</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe obtenido de la venta</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe reinvertido</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe plusvalía&#160; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe plusvalía incorporada en base imponible&#160; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe plusvalía pendiente&#160; incorporación en base imponible </span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2002</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>917</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>917</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>462</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>443</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2003</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>39</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>39</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2004</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>292</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>292</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>177</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>168</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2005</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>432</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>432</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>300</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>298</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2006</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>309</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>309</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>226</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>226</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2009</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>161</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>161</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>87</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>87</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2010</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>752</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>752</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>551</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>551</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2011</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>450</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>450</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>394</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>393</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2012</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.390</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.390</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.249</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>31</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.218</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La reinversión se ha realizado en elementos patrimoniales de inmovilizado afectos a actividades económicas, habiendo sido efectuada tanto por la propia Sociedad como por el resto de empresas del grupo fiscal en virtud de lo dispuesto en el artículo 75 del TRLIS.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle del efecto impositivo correspondiente a cada componente del Estado de ingresos y gastos reconocidos es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 41.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 74.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 41.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 41.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 65.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 41.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.20</span></p></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.19</span></p></td><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Bruto</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Efecto impositivo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Neto</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Bruto</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Efecto impositivo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Neto</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Coberturas de flujo efectivo</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>46</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(12)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ganancias y pérdidas actuariales y otros ajustes</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>53</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(13)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>40</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>99</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(25)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>74</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de los impuestos diferidos es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 6.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="2" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="2" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span> A 31.12.20</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="2" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span> A 31.12.19</span></p></td></tr><tr style="height: 6.7500000000000pt; "><td style="display: none; " rowspan="1" colspan="3"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Activos por impuestos diferidos:</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>193</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>177</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>- No Corrientes</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>180</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>162</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>- Corrientes</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>13</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pasivos por impuestos diferidos:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(211)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(211)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>- No Corrientes</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(211)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(211)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Impuestos diferidos netos </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(18)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(34)</span></p></td></tr></tbody></table><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El movimiento y la composición de los epígrafes de impuestos diferidos son los siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 129.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 65.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 56.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 39.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Activos por impuestos diferidos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Provisiones</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Créditos fiscales</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Valoración activos e&#160; instrumentos financieros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Fondo de comercio</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Otros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 1.1.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>109</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>152</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Creación (reversión) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Movimientos asociados a ajustes patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>13</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>25</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>21</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>177</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Creación (reversión) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(4)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(17)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(22)</span></p></td></tr><tr style="height: 18.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Movimientos asociados a ajustes patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>34</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>116</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>26</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>193</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 188.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Pasivos por impuestos diferidos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias Amortización</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Plusvalías diferidas</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Otros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 1.1.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>207</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>212</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Creación (reversión) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Movimientos asociados a ajustes patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>207</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Creación (reversión) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Movimientos asociados a ajustes patrimonio</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Traspasos y otros </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>A 31.12.2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>207</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>211</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ejercicio 2015 tuvo lugar la operación de segregación de la Sociedad a favor de Naturgy Generación, S.L.U, por el negocio de generación nuclear de electricidad. De acuerdo al artículo 76.3 de la Ley 27/2014 del Impuesto sobre Sociedades vigente en 2015, esta operación se definió como aportación no dineraria de rama de actividad por lo que se acogió al régimen especial previsto en el Capítulo VIII del Título VII de la citada Ley. Los requisitos de información establecidos por la citada norma figuran en la Memoria que forma parte de las Cuentas anuales de la Sociedad del ejercicio 2015.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ejercicio 2014 tuvo lugar la operación de segregación de la Sociedad a favor de Naturgy Generación, S.L.U. por el negocio de generación térmica e hidráulica. De acuerdo al artículo 83.3 del RDL 4/2004 por el que se aprueba el TRLIS, esta operación se define como aportación no dineraria de rama de actividad por lo que está acogida al régimen especial previsto en el Capítulo VIII del Título VII del TRLIS. Los requisitos de información establecidos por la citada norma figuran en la Memoria que forma parte de las Cuentas anuales de la Sociedad del ejercicio 2014.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ejercicio 2009 tuvo lugar la operación de fusión por absorción de Unión Fenosa, S.A. y Unión Fenosa Generación S.A. por la Sociedad Dicha operación se acogió al régimen fiscal especial de las fusiones, escisiones, aportaciones de activos, canje de valores y cambio de domicilio social de una sociedad europea o de una sociedad cooperativa europea de un estado miembro a otro de la Unión Europea regulado en el Capítulo VIII del Título VII del TRLIS. Los requisitos de información establecidos por la citada norma figuran en la Memoria que forma parte de las Cuentas anuales de la Sociedad del ejercicio 2009.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">A finales de este ejercicio 2020 han concluido las actuaciones inspectoras iniciadas en julio de 2018 ante la Sociedad como sociedad dominante del Grupo 59/93 en lo que afecta al Impuesto sobre Sociedades y como dominante del Grupo de entidades 273/08 en lo que se refiere al IVA. Los ejercicios comprobados en cuanto al Impuesto Sobre Sociedades (régimen de consolidación fiscal) han sido el 2011 al 2015, y en el IVA (régimen de grupo de entidades) los que comprenden junio de 2014 a diciembre de 2015.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Las Actas incoadas a la conclusión del procedimiento no han supuesto impactos significativos para las sociedades de Naturgy al estar ya debidamente provisionada la deuda resultante.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Como consecuencia de las Actas firmadas en conformidad y en acuerdo se ha contabilizado un pasivo por impuesto corriente, recogido en el epígrafe Acreedores y otras cuentas a pagar (Nota 16), pues la fecha en que finaliza el periodo voluntario de pago de las liquidaciones es durante 2021. </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">El importe de las Actas referente a la regularización de la deducción por doble imposición internacional se ha firmado en disconformidad, al considerar la sociedad que su criterio tiene respaldo en la doctrina y jurisprudencia dictada sobre esta cuestión. Se ha contabilizado dicho importe en el epígrafe Provisiones (Nota 12).</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo con la normativa tributaria española, a la fecha de formulación de estas cuentas anuales, la Sociedad tiene abiertos a inspección por las autoridades fiscales los cuatro últimos ejercicios de los impuestos principales que le son de aplicación no afectados por el procedimiento de inspección indicado en el párrafo anterior.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En lo referente a recursos en materia fiscal, en fecha 30 de septiembre de 2020 se recibió sentencia de la Audiencia Nacional relativa al recurso interpuesto contra las liquidaciones derivadas de las Actas de inspección por comprobaciones efectuadas en concepto de Impuesto sobre Sociedades de los ejercicios 2006-2008, firmadas en disconformidad y que regularizaban principalmente la deducción por actividades exportadoras. Dicha resolución está pendiente de ejecución y la deuda que resulte está provisionada en el epígrafe Provisiones (Nota 12).</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="font-size: 10.0000000000000pt; "><span class="charStyle-da557e635df75b99a12c7d0bb2d24aa5">En fecha 3 de julio de 2019 se recibió resolución del TEAC de 14 de mayo de 2019 relativa a la reclamación económica administrativa interpuesta contra las liquidaciones derivadas de las Actas de Inspección por comprobaciones efectuadas en el Impuesto sobre Sociedades del Naturgy de los ejercicios 2009-2010, firmadas en disconformidad y que regularizaban la deducción por actividades exportadoras y la exención por doble imposición internacional aplicada. En dicha Resolución se estimó parcialmente la reclamación interpuesta y su ejecución dio lugar a una devolución a favor de Naturgy de 5 millones de euros</span><span class="charStyle-56e41e6f284fbb75c146ef5aee50e01b" style="font-size: 12.0000000000000pt; ">.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como consecuencia, entre otras, de las diferentes posibles interpretaciones de la legislación fiscal vigente, podrían surgir pasivos adicionales como consecuencia de una inspección. En todo caso, la Sociedad considera que dichos pasivos, en caso de producirse, no afectarían significativamente a las Cuentas anuales.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy tiene constituidas provisiones para hacer frente a obligaciones derivadas de diversas reclamaciones fiscales sin que existan litigios o tratamientos fiscales inciertos que sean individualmente significativos (Nota 12). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El pasado 31 de Diciembre de 2020, el Boletín Oficial del Estado publicó la Ley 11/2020 de Presupuestos Generales del Estado para 2021 en la que, entre otras medidas, se producía la modificación de determinados artículos de la Ley 27/2014 del Impuesto sobre Sociedades. Las modificaciones más relevantes tienen que ver con la limitación de la exención de dividendos y plusvalías de forma que, con efectos para los ejercicios iniciados a partir de 1 de Enero de 2021 sólo quedarán exentos al 95% los derivados de participaciones superiores al 5% en el capital social, eliminándose, en consecuencia, los correspondientes a participaciones cuyo coste de adquisición fuera superior a los 20 millones de euros (aunque para éstas se establece un régimen transitorio). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En paralelo se modifica el régimen de consolidación fiscal al establecer la no eliminación de los dividendos repartidos entre sociedades del mismo&#160; Grupo Consolidado Fiscal, lo que supone la tributación efectiva del 1,25% de los dividendos recibidos o plusvalías generadas en las sociedades españolas receptoras de dividendos de sociedades en las que se participa en un porcentaje igual o superior al 5%, sin perjuicio de que la sociedad que distribuye y la receptora pertenezcan al mismo Grupo de Consolidación Fiscal. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span>Relacionado con esta medida, y a los efectos del cálculo de la limitación a la deducibilidad de los gastos financieros para el caso de entidades holding en las que los dividendos forman parte del beneficio operativo, sólo se considerarán los dividendos procedentes de aquellas entidades en las que la participación sea igual o superior al 5%, eliminándose del cómputo aquellos dividendos procedentes de participaciones en las que el valor de adquisición de la participación fue superior a 20 millones de euros.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_85"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 18. Importe neto de la cifra de negocios</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El desglose del importe neto de la cifra de negocio es el siguiente:</span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ventas de electricidad</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>655</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ventas de gas natural y otros</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>667</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.085</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otras ventas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Prestaciones de servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de participaciones en instrumentos de patrimonio en empresas del grupo y asociadas (Nota 7)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.271</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.361</span></p></td></tr><tr style="height: 20.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de valores negociables y otros instrumentos financieros de empresas del grupo y asociadas </span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>353</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>390</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.292</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.496</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-410981c98e18dad119e83aa2d9da95ec" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Mercado interior</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.770</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.974</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Exportación:</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>522</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>522</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-485d70f77315cb6ad9b3631909be1bb8" style="margin-bottom: 0; margin-top: 0; "><span>-          Unión Europea</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>521</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>510</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-485d70f77315cb6ad9b3631909be1bb8" style="margin-bottom: 0; margin-top: 0; "><span>-          Resto de países</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2.292</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3.496</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La actividad de ventas de gas y de electricidad (en el ejercicio 2019) se realiza básicamente en el mercado nacional y corresponde a la actividad de venta de gas y electricidad a otras compañías de Naturgy.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad dispone de contratos de aprovisionamiento de gas destinados a otras compañías de Naturgy y en el ámbito eléctrico, hasta el 1 de junio de 2019, actuó como representante ante el Mercado Eléctrico de las sociedades generadoras y comercializadoras de Naturgy.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_88"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 19. Aprovisionamientos</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>Incluye las compras de gas relacionadas con la actividad de ventas de gas a otras compañías de Naturgy. Para el ejercicio anterior, incluía también las ventas de electricidad hasta el 1 de junio de 2019. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_91"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 20. Gastos de personal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de este epígrafe en la cuenta de pérdidas y ganancias de los ejercicios 2020 y 2019, es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sueldos y salarios </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>66</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>91</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Indemnizaciones por cese</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>57</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Costes de seguridad social</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>13</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Planes de aportación definida</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Planes de prestación definida (Nota 12) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Remuneraciones basadas en acciones (Nota 11)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>115</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>173</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El número medio de empleados de la Sociedad durante los ejercicios 2020 y 2019, es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Directivos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>48</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>291</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Mandos intermedios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>214</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>138</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Técnicos especializados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>191</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>328</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Puestos operativos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>74</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>180</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>527</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>937</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Durante el ejercicio 2020 Naturgy ha implantado un nuevo sistema de valoración de puestos de trabajo que afecta al comparativo por categorías tanto de la plantilla media como de la plantilla a cierre del ejercicio.&#160; </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El número medio de empleados de la Sociedad en el curso del ejercicio con discapacidad mayor o igual al 33%, durante los ejercicios 2020 y 2019, es el siguiente:</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 264.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Hombres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Mujeres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Hombres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Mujeres</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Directivos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Mandos intermedios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Técnicos especializados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Puestos operativos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El número de empleados de la Sociedad al término de los ejercicios 2020 y 2019, distribuido por categorías y géneros es el siguiente:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 266.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Hombres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Mujeres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Hombres</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Mujeres</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Directivos</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>29</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>163</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>94</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Mandos intermedios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>96</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>68</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>62</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>65</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Técnicos especializados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>65</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>82</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>95</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>173</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Puestos operativos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>49</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>134</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>198</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>207</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>352</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>466</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_94"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 21. Otros gastos de explotación</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de este epígrafe en la Cuenta de pérdidas y ganancias de los ejercicios 2020 y 2019 es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Arrendamientos, cánones, operación y mantenimiento</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>35</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios profesionales y seguros </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Publicidad y otros servicios comerciales</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Aportación Fundación Naturgy</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios bancarios </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Suministros </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>26</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Tributos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Pérdidas por deterioro y variación provisiones comerciales (Nota 9) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>79</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>89</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>170</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>202</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Sociedad realiza las aportaciones a la Fundación Naturgy para el cumplimiento de sus proyectos, básicamente, en el ámbito social, de la energía, del medio ambiente y actuaciones en el ámbito internacional.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dentro del ámbito social, la Fundación Naturgy, ha ampliado su actividad para dar un mayor peso a la acción social, definiendo nuevas líneas estratégicas para impulsar actuaciones destinadas a paliar la vulnerabilidad energética.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_97"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 22. Otros ingresos de explotación</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">Este apartado incluy</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">e 149 m</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">illones de euros de transacciones con empresas del grupo y asociadas en 2020 (206 millones de euros en 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_100"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 23. Resultado financiero</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El detalle de este epígrafe en la Cuenta de pérdidas y ganancias del ejercicio 2020 y 2019 es el siguiente:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de valores negociables y otros instrumentos financieros</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>Total ingresos financieros</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Coste de la deuda financiera</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(326)</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(402)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Gastos por intereses de pensiones (Nota 12)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(3)</span></p></td><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Otros gastos financieros</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(10)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(76)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>Total gastos financieros</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(339)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(483)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Valoración de valor razonable en instrumentos financieros</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-34126f0ad494ac3feed17a4c947050ed" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Diferencias de cambio netas</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td><td class="cellStyle-23bb8d6b92fc3f77294ca74ff11ef9e7" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-fea08d33047251cb24b75be2859f3be8" style="margin-bottom: 0; margin-top: 0; "><span>Resultado financiero neto</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(335)</span></p></td><td class="cellStyle-62eac418742ca53fdae2e49f2b7c6bba" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>(479)</span></p></td></tr></tbody></table><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_103"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 24. Transacciones en moneda extranjera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes de las transacciones efectuadas en moneda extranjera son los siguientes, siendo la moneda principal el dólar estadounidense:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ventas</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>257</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>629</span></p></td></tr><tr style="height: 23.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos de valores negociables y otros instrumentos financieros de empresas del grupo y asociadas</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Compras</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(257)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(628)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios recibidos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(5)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_106"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 25. Información de las operaciones con partes vinculadas</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A los efectos de información de este apartado, se consideran partes vinculadas las siguientes:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Los accionistas significativos de la Sociedad, entendiéndose por tales los que posean directa o indirectamente participaciones iguales o superiores al 5%, así como los accionistas que, sin ser significativos, hayan ejercido la facultad de proponer la designación de algún miembro del Consejo de Administración.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Atendiendo a esta definición, los accionistas significativos de Naturgy son Fundación Bancaria Caixa dEstalvis i Pensions de Barcelona (&#34;la Caixa), Global Infrastructure Partners III (GIP) y sociedades relacionadas y CVC Capital Partners SICAV-FIS, S.A. (a través de Rioja Acquisitions S.à.r.l.).</span></p><p class="paraStyle-5ea835c5166df184ed9b11b5fd5d2133"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Los administradores y personal directivo de la Sociedad y su familia cercana. El término administrador significa un miembro del Consejo de Administración y el término personal directivo significa con dependencia directa del Presidente Ejecutivo y el Director/a de Auditoría Interna. Las operaciones realizadas con administradores y personal directivo se detallan en la nota 26.</span></p><p class="paraStyle-741614d032ce13093c3b5c59cdc3e072"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Las operaciones realizadas entre sociedades de Naturgy forman parte del tráfico habitual y se han cerrado en condiciones de mercado. En empresas del grupo se incluye el importe correspondiente al porcentaje de participación de Naturgy sobre los saldos y transacciones con sociedades que se consolidan por el método de la participación.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los importes agregados de operaciones con accionistas significativos son los siguientes (en miles de euros):</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 182.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 32.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Gastos e ingresos (en miles de euros)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo la Caixa&#34;&#160; &#160; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo CVC </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo GIP</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo la Caixa&#34;&#160; &#160; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo CVC </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo GIP</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Recepción de Servicios</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total gastos</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total ingresos</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 29.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Otras transacciones (en miles de euros)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo la Caixa&#34; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo CVC </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo GIP </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo la Caixa&#34; </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo CVC </span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Grupo GIP </span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos y otros beneficios distribuidos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>339.625</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>283.813</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>282.795</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>333.486</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>268.548</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>267.584</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los importes agregados de operaciones con empresas del grupo y asociadas son los siguientes (en millones de euros):</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 164.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 35.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Gastos, ingresos y otras transacciones</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Empresas del grupo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Empresas multigrupo y asociadas</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Empresas del grupo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-892bc7f3b7971247a3d679df4d9c20c6" style="margin-bottom: 0; margin-top: 0; "><span>Empresas multigrupo y asociadas</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Gastos financieros</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(292)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(444)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Gastos por arrendamientos </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Recepción de servicios</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(24)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(12)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Compra de bienes</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(353)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>(340)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total gastos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(670)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(1)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(797)</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>(2)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Ingresos financieros</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>350</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>390</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos recibidos</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.355</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>2.050</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Venta de bienes</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>516</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.651</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Otros ingresos</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>148</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>205</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Total ingresos</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2.369</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>4.296</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">En el ejercicio 2020, el epígrafe Compras de bienes corresponde básicamente a compras de gas natural a empresas del grupo (en el ejercicio 2019 correspondía principalmente a las adquisiciones de energía eléctrica al resto de empresas del grupo, al actuar la Sociedad como representante de las mismas ante el mercado hasta 1 de junio de 2019). </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el epígrafe Dividendos recibidos se incluyen los repartos de dividendos complementarios y con cargo a prima de emisión, registrados como menor valor de las inversiones en empresas del grupo por importe de 85 millones de euros (690 millones de euros en 2019) (Nota 7).</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">En el epígrafe Venta de bienes se incluyen las ventas de gas natural derivadas de los contratos de aprovisionamiento (en 2019 se incluían también las de electricidad, al actuar como representante de las empresas del grupo ante el mercado). </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el epígrafe Otros ingresos se incluyen los ingresos por servicios prestados conforme a la naturaleza y magnitud de los mismos (Nota 22).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los costes compartidos entre la Sociedad y las otras sociedades de Naturgy son objeto de reparto e imputación de acuerdo con criterios basados en parámetros de actividad o generadores de coste.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se realizan definiciones detalladas de los servicios a realizar y de las actividades o tareas incluidas en los mismos, determinando los indicadores de medida utilizados para calcular las imputaciones. Las operaciones entre empresas son objetivas, transparentes y no discriminatorias y se realizan siempre a precios de mercado.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_109"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 26. Información sobre miembros del Consejo de Administración y Comité de Dirección</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Retribuciones a los miembros del Consejo de Administración </span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La política retributiva de los miembros del Consejo de Administración fue aprobada por la Junta General de Accionistas de 26 de mayo de 2020 y es concretada y revisada periódicamente por el Consejo de Administración previo informe de la Comisión de Nombramientos y Retribuciones, con el fin de mantenerla alineada con las mejores prácticas del mercado de referencia y con los objetivos señalados en los Estatutos Sociales.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>El importe devengado por los miembros del Consejo de Administración de Naturgy Energy Group, S.A., por su pertenencia al Consejo de Administración, Comisión de Auditoría y Control (CAU), Comisión de Nombramientos, Retribuciones y Gobierno Corporativo (CNRyG) y Comisión de Sostenibilidad (sin retribución adicional), ha ascendido a 3.955 miles de euros (sin incremento respecto al año 2019), según el siguiente detalle expresado en euros:</span></p><p class="Bodytext"><span><br/></span></p><div style="text-align: justify; "><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 205.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 89.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 39.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>Consejo</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>CAU</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>CNyR</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Reynés Massanet</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Presidente Ejecutivo</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.100.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>1.100.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Ramón Adell Ramón</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Consejero Coordinador</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>205.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>90.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>355.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Enrique Alcántara-García Irazoqui (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>36.694</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>12.581</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>49.275</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Marcelino Armenter Vidal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Belil Creixell</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>90.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>325.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Lucy Chadwick (2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>138.306</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>47.419</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>185.725</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Helena Herrero Starkie</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Isabel Estapé Tous (2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>138.306</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>47.419</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>185.725</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Rajaram Rao</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>12.581</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>47.419</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Rioja S.à.r.l, D. Javier de Jaime Guijarro</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Pedro Sainz de Baranda Riva</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>295.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Claudi Santiago Ponsa</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>D. Scott Stanley (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>36.694</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>12.581</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>49.275</span></p></td></tr><tr style="height: 18.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Theatre Directorship Services Beta, S.à.r.l., D. José Antonio Torre de Silva López de Letona</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>175.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>60.000</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-6daafd989c400b6857a15f68efaa6dcd" style="margin-bottom: 0; margin-top: 0; "><span>235.000</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-801c6c9f3ea714cbd7db76330e3ed937" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.055.000</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>450.000</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>450.000</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-2a0feec6acf4be5135a292ffe398360a" style="margin-bottom: 0; margin-top: 0; "><span>3.955.000</span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(1) Hasta 16 de marzo de 2020</span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-b00260cf1e1621c10a3403176240d30f" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 11.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(2) Desde 16 de marzo de 2020</span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-eb851f8dd9a1fbb91f9d2e1b355f2e59" rowspan="1" colspan="1"><p class="paraStyle-eabb02a7f6652ac0481d33d86e7f16ba" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span>, al igual que en </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>, no se han percibido importes por otros conceptos. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span>A 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> el Consejo de Administración seguía formado por 12 miembros, la Comisión de Auditoría y Control por 7 miembros, la Comisión de Nombramientos, Retribuciones y Gobierno Corporativo por 7 miembros y la Comisión de Sostenibilidad por 5 miembros, sin que la creación de esta nue</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">va comisión haya supuesto un incremento de las retribuciones durante 2020.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Por las funciones ejecutivas llevadas a cabo en el ejercicio </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2020</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">, el Presidente Ejecutivo ha devengado 2.976 miles de euros que corresponden a retribución fija (960 miles de euros), variable anual (1.918 miles de euros) y otros conceptos (98 miles de euros), si bien el importe correspondiente a la retribución variable anual se liquidará como aportación voluntaria al plan de previsión social del que es beneficiario el Presidente Ejecutivo, de acuerdo con lo establecido contractualmente (en el ejercicio 2019 las cantidades fueron de 930 miles de euros por retribución fija, 2.369 miles de euros de variable y 72 miles de euros por otros conceptos; igualmente, en el ejercicio </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2019</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">, la retribución variable anual se liquidó como aportación voluntaria al plan de previsión social).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Las aportaciones a planes de pensiones y seguros colectivos contractuales, junto con las primas satisfechas por seguros de vida, sin considerar la retribución variable anual aportada voluntariamente al plan de previsión social mencionada anteriormente han ascendido a 473 miles de euros en el ejercicio </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2020</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> (477 miles de euros en el ejercicio </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2019</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">). El importe de los fondos acumulados, incluyendo los correspondientes a los importes aportados voluntariamente desde el año 2018 e incluyendo la retribución variable anual devengada que se liquidará como aportación a sistemas de previsión, asciende a 7.568 miles de euros a 31 de diciembre de </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2020</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> (5.232 miles de euros a 31 de diciembre de </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">2019</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El contrato del Presidente fue aprobado por el Consejo de Administración el 6 de febrero de 2018 y establece un componente de retribución fijo, uno variable anual y un plan de incentivos a largo plazo así como otros beneficios sociales. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El Consejo de Administración aprobó en su sesión de 31 de julio de 2018 un plan de incentivo variable a largo plazo (ILP) en el que participan el Presidente Ejecutivo y otros 25 altos directivos, instrumentado mediante la adquisición de acciones cuyas principales características se describen en la Nota 11. Dicho incentivo supuso la adecuación de la Política de remuneraciones y del contrato del Presidente ejecutivo los cuales fueron aprobados por la Junta General de Accionistas el 5 de marzo de 2019.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>El contrato del Presidente establece una indemnización por cese o no renovación del cargo de Consejero por importe de dos anualidades del conjunto de toda su retribución: la retribución fija total, la retribución variable anual y la parte anualizada de la retribución a largo plazo (equivalente a 1,25 veces la retribución fija total). No procedería indemnización en caso de incumplimiento grave y culpable de sus obligaciones profesionales que ocasionase un perjuicio significativo a los intereses de Naturgy. Adicionalmente, y en concepto de pacto de no competencia post-contractual por un año, se establece una indemnización equivalente a una anualidad de retribución fija total.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Excepto por lo mencionado en el caso del Presidente, los miembros del Consejo de Administración de la Sociedad no han percibido remuneración en concepto de participación en beneficios o primas, ni indemnizaciones, ni tienen concedidos créditos ni anticipos. Tampoco han recibido acciones ni opciones sobre acciones durante el ejercicio, ni han ejercido opciones ni tienen opciones pendientes de ejercitar. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los miembros del Consejo de Administración se encuentran cubiertos con la misma póliza de responsabilidad civil que asegura a todos los administradores y personal directivo de Naturgy. En el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span>, el importe de la prima satisfecha por Naturgy Energy Group, S.A. con respecto a la totalidad de la póliza ha ascendido a 316 miles de euros (140 miles de euros en </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Operaciones con Administradores</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los Administradores tienen el deber de evitar situaciones de conflicto de interés tal y como establece el Reglamento del Consejo de Administración de Naturgy Energy Group, S.A. y los artículos 228 y 229 de la Ley de Sociedades de Capital. Adicionalmente, dichos artículos establecen que las situaciones de conflicto de interés en que incurran los administradores serán objeto de información en las cuentas anuales. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span>Durante 2020, en dos sesiones del Consejo de Administración, dos consejeros se han abstenido de participar al haberse examinado inversiones inorgánicas en las que existía conflicto de interés con el de Naturgy. Salvo estos casos, los Administradores de Naturgy Energy Group, S.A. no han comunicado al Consejo de Administración ninguna situación general de conflicto de intereses.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En las operaciones con partes vinculadas (accionistas significativos) que se han sometido a la aprobación del Consejo, previo informe favorable de la Comisión de Auditoría, se han abstenido, en cada caso, aquel o aquellos Administradores relacionados con la parte vinculada implicada.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los Administradores no han llevado a cabo, durante los ejercicios </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> y </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>, operaciones vinculadas ajenas al tráfico ordinario o que no se hayan realizado en condiciones normales de mercado con la sociedad o con las sociedades del grupo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Retribuciones al Comité de Dirección</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A los efectos exclusivos de la información contenida en este apartado se considera Comité de Dirección a los ejecutivos con dependencia directa del Presidente Ejecutivo, excluido el Presidente Ejecutivo cuya retribución ha sido incluida en el apartado anterior, y a la Directora de Auditoría Interna.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span>, 9 personas conformaban este colectivo, sin considerar a la Directora de Auditoría Interna (11 personas a 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>). Durante 2020 se han producido 7 salidas y 5 incorporaciones.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">Los importes devengados por el personal directivo en concepto de retribución fija, retribución variable anual, retribución variable plurianual y otros conceptos han ascendido respectivamente a 5.170 miles de e</span><span class="charStyle-4787c84cbaf0ebd7532b3e93926d3819">uros, 2.755 mil</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">es de euros, 79 miles de euros y 428 miles de euros en el ejercicio </span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">2020</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131"> (6.217 miles de euros, 3.452 miles de euros, 1.081 miles de euros y 362 miles de euros en el ejercicio </span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">2019</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">). Los planes de incentivos variables a largo plazo (ILP) se describen en la Nota 11 y en la Nota 12.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las aportaciones a planes de pensiones y seguros colectivos, junto con las primas satisfechas por seguros de vida, han ascendido a 1.128 miles de euros en el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> (1.422 miles de euros en el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>). El importe de los fondos acumulados por estas aportaciones asciende a 5.544 miles de euros a 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> (17.967 miles de euros a 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> el personal directivo no tiene concedidos anticipos (45 miles de euros a 31 de diciembre de </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>). En </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span>, al igual que en </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span> Naturgy, no ha concedido nuevos avales sobre créditos del personal directivo. El importe de las indemnizaciones percibidas por el Personal directivo que ha causado baja en Naturgy ha ascendido a 14.261 miles de euros en el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span><span> (3.832 miles de euros en el ejercicio </span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span><span>). </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>Los contratos suscritos con los miembros del Comité de Dirección (9) contienen una cláusula que establece una indemnización por extinción de la relación que varía desde dos anualidades de retribución total, hasta tres anualidades y media de retribución total; en determinados casos incluyen ciertas situaciones de cambio de control, despido improcedente o los supuestos contemplados en los artículos 40, 41 o 50 del Estatuto de los Trabajadores. Asimismo, los 9 contratos contienen una cláusula que establece una compensación equivalente a una anualidad de retribución fija por no competencia post-contractual por un período de hasta dos años.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4a22eb8a8e0ae7726c77944d0fbd4094"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_112"></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Nota 27. Compromisos y pasivos contingentes</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">&#160; </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Garantías</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A 31 de diciembre de 2020 y 2019 las garantías prestadas por la Sociedad, son las siguientes:</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">Avales prestados ante terceros, básicamente por compromisos de inversiones de sociedades del grupo, por importe de 34 millones de euros (57 millones de euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-741614d032ce13093c3b5c59cdc3e072" style="margin-bottom: 0;"><span> </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Garantías a las sociedades del grupo, Naturgy Capital Markets, S.A., Naturgy Finance, B.V. y Unión Fenosa Preferentes, S.A.U., por las emisiones de deuda realizadas por éstas, por un importe total </span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">de 10.551 </span><span>millones de euros (10.335 millones de euros a 31 de diciembre de 2019).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Garantías a las sociedades del grupo, Naturgy Aprovisionamientos, S.A. y Gas Natural Europe, S.A.S por las obligaciones de los contratos de compra y transporte de gas y de fletamento de buques de gas. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio 2019 se incluían además estas garantías prestadas por la Sociedad:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Avales correspondientes a las obligaciones económicas contraídas por la participación en el sistema eléctrico español (MEFF y OMIE) por 19 millones de euros a 31 de diciembre de 2019, que han sido canceladas.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span style="padding-left:12.44pt;">Garantía por el cumplimiento de las obligaciones por la concesión administrativa otorgada por 7 millones de dólares (6 millones de euros) y g</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">arantías por el cumplimiento de las obligaciones de préstamos por sociedades participadas por 78 millones de dólares (69 millones de euros), que también han sido canceladas en 2020 al desaparecer las obligaciones por la cesión a otras sociedades del grupo Naturgy.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Dado que las garantías mencionadas se otorgan básicamente con el fin de garantizar el cumplimiento de obligaciones contractuales o compromisos de inversiones, los acontecimientos que llevarían a su ejecución, y por tanto el desembolso en efectivo, serían incumplimientos por Naturgy de sus obligaciones en relación al curso ordinario de su actividad, lo cual se considera que tiene una probabilidad de ocurrencia reducida. Naturgy estima que los pasivos no previstos a 31 de diciembre de 2020, si los hubiera, que pudieran originarse por los avales y garantías prestados, no serían significativos.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-8443e4efb1493a288813ce1c14179f7b"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Compromisos contractuales </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">A 31 de diciembre de 2020, la Sociedad es titular de diversos contratos de suministro de gas con cláusula </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">take or pay</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> negociados para uso propio (Nota 3.5), en base a los cuales dispone de derechos de compra de gas para el período 2021 - 2024 por un total de</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e"> 547 mil</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">lones de euros, calculados en base a los precios de gas natural a 31 de diciembre de 2020 (799 millones de euros, calculados en base a los precios de gas natural a 31 de diciembre de 2019, en 2019). </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los compromisos contractuales por arrendamientos operativos son los siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Hasta un año</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Entre uno y cinco años</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>69</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>61</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Entre cinco y diez años</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>42</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>43</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>128</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>123</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d665e89194ee378273cfde731d8cf03"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio 2020 se incluyen principalmente los arrendamientos operativos, sin opción de compra, de siete inmuebles siendo su detalle el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 81.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 153.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 116.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 116.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 17.2500000000000pt; "><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Inmueble</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Situación</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Vencimiento contrato</span></p></td><td class="cellStyle-2c83b95a118543a7897be35cb5a148d6" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Prorroga contrato</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f78bbb341deb498a3b94fdef841d3fb2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Avda San Luis, 77</span></p></td><td class="cellStyle-f78bbb341deb498a3b94fdef841d3fb2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Madrid</span></p></td><td class="cellStyle-f78bbb341deb498a3b94fdef841d3fb2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2026</span></p></td><td class="cellStyle-f78bbb341deb498a3b94fdef841d3fb2" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Acanto, 11-13</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Madrid</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2026</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Calle Lérida</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Madrid</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2027</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Avda América,38</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Madrid</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2030</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2 periodos de 5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Can Ametller</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sant Cugat del Valles (Barcelona)</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2024</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Diagonal, 525</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Barcelona</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2031</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2 periodos de 5 años</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-28e404a8e71cad49cda0e6e702813da0" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Torre del Gas</span></p></td><td class="cellStyle-28e404a8e71cad49cda0e6e702813da0" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Barcelona</span></p></td><td class="cellStyle-28e404a8e71cad49cda0e6e702813da0" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span>2021</span></p></td><td class="cellStyle-28e404a8e71cad49cda0e6e702813da0" rowspan="1" colspan="1"><p class="paraStyle-dca32fbf6bd4d5e508f2ba0030258b33" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 339.8800000000000pt; "><div style="position: absolute; top: 0; width: 339.8800000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e2dcd1ed59f77a5101fd173150926961" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-87a4c4584687e73816bc56f3bf95aef3" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Pasivos contingentes por litigios y arbitrajes</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La Sociedad es parte en ciertas disputas judiciales y extrajudiciales dentro del curso ordinario de sus actividades. A la fecha de formulación de estas Cuentas anuales los principales litigios o arbitrajes en los que se halla incursa son los siguientes: </span></p><p class="paraStyle-a6b9a3268caf6d1b9115eb301cfae302"><span><br/></span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Arbitraje Qatar Gas</span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">En mayo de 2015, Naturgy inició un procedimiento arbitral contra Qatar Liquified Gas Company Limited con el fin de que, entre otros aspectos, se fijaran los precios para los suministros de gas que recibe de dicha compañía entre 2015 y 2017. Naturgy solicitaba una rebaja de precio y el suministrador un aumento. El laudo se notificó el 3 febrero de 2018 y contenía diversos pronunciamientos que requirieron de negociaciones entre las partes que dieron lugar a un segundo procedimiento arbitral.En junio de 2020 se dictó un segundo laudo arbitral adicional al de febrero de 2018 que finaliza la reclamación presentada en 2015 contra Qatar Liquefied Gas Company Limited y cuyo principal pronunciamiento</span><span> es un incremento del 3,65% del precio pagado en España. Adicionalmente, el laudo permite ya comercializar dicho gas en diferentes terminales de Europa (Francia, Reino Unido, Bélgica y Países Bajos). La resolución de este arbitraje no ha tenido impacto significativo en los estados financieros de la Sociedad.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span>Bono social</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>El Tribunal Supremo acordó la devolución de los importes aportados por Naturgy Energy Group, S.A. al bono social de los años 2014 a 2016 (74 millones de euros) en aplicación del Real Decreto-Ley 9/2013. No obstante, la Administración presentó recurso de amparo ante el Tribunal Constitucional. El citado Tribunal ha acordado revocar la sentencia del Tribunal Supremo retrotrayendo el procedimiento al momento anterior a dictar sentencia. El Tribunal Constitucional cuestiona que el Tribunal Supremo no planteara cuestión prejudicial ante el Tribunal de Justicia de la Unión Europea y ha planteado dicha cuestión prejudicial. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Unión Fenosa Gas</span></p><p class="paraStyle-28c542abb6b1b30d39af679b0bb874c5"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Desde 2014, Egyptian Natural Gas Holding (EGAS), empresa pública egipcia, dejó de suministrar gas a Unión Fenosa Gas, sociedad participada en un 50% por Naturgy, y dejó de pagar el canon de uso de la planta de licuefacción de Damietta. Ello provocó que Unión Fenosa Gas presentara diversas reclamaciones en sede arbitral (Madrid, El Cairo y CIADI) contra dicho suministrador, que solicitó la nulidad del contrato, y contra la República Árabe de Egipto. En diciembre de 2017 finalizó el arbitraje contra EGAS con sede en El Cairo, con un laudo que confirma la posición de Unión Fenosa Gas sobre el incumplimiento de las obligaciones. En agosto de 2018 se dictó laudo en el arbitraje de protección de inversiones (CIADI) en contra de la República Árabe de Egipto y la condenó al pago de 2.013 millones de USD, después de impuestos y antes de intereses, quedando pendiente de resolución el arbitraje con sede en Madrid. El 21 de diciembre de 2018 la República Árabe de Egipto presentó ante el CIADI un recurso contra el laudo y solicitó su suspensión mientras dura la tramitación. En enero de 2020, al no haber prestado Egipto las garantías establecidas por CIADI, la suspensión que se había decretado provisionalmente se alzó y se retomaron las acciones de ejecución, habiéndose homologado el laudo en Reino Unido y Holanda.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span>Tras el acuerdo alcanzado en febrero de 2020 y terminado en abril debido a que no se cumplieron ciertas condiciones precedentes, en diciembre 2020 Naturgy anunció un nuevo acuerdo con ENI y la República Árabe de Egipto para resolver amigablemente las disputas que afectan a Unión Fenosa Gas. Tras la firma de los acuerdos pertinentes en diciembre de 2020 es previsible que la transacción se ejecute durante los primeros meses de 2021, una vez que se cumplan las condiciones habituales precedentes, incluido el reinicio de las operaciones en Damietta previsto para el primer trimestre de 2021. La ejecución del laudo arbitral se encuentra suspendida mientras se cumplen dichas condiciones. El nuevo acuerdo, aprobado por el Consejo de Ministros Egipcio, está alineado con el acuerdo anterior y valora Unión Fenosa Gas (100%) en una contraprestación total de hasta 1.500 millones de USD, dependiendo del escenario energético, de los cuales 1.200 millones de USD se corresponden con sus activos egipcios (incluidos los procedimientos legales pendientes), y los restantes 300 millones de USD con los activos fuera de Egipto.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="Bodytext"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">A 31 de diciembre de 2020, el Balance de situación, incluye provisiones por litigios, según la mejor estimación realizada con la información disponible a la fecha de formulación de estas cuentas anuales sobre la evolución de los mismos y las negociaciones en curso, que cubren los riesgos estimados. Por tanto, la Sociedad considera que no se derivarán pasivos adicionales significativos por los riesgos descritos en el apartado de esta Nota.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_115"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 28. Honorarios de auditoría</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los honorarios devengados en miles de euros por la sociedad Ernst &#38; Young, S.L. son:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Miles de euros</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios de auditoría </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>696</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>693</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Servicios de verificación y relacionados con la auditoría</span><span class="Superscript"> (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>55</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>179</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-10ff1d0552bfb39e93d43e158c4b45b7" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Otros servicios </span><span class="Superscript">(1)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Total honorarios</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>878</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>889</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>(1)     Estos epígrafes incluyen informes de verificación de información no financiera, confort letters y asesoramiento en materia de sostenibilidad.</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><div id="i78264de57bf543b7bef050ccf886369a_118"></div><p class="paraStyle-bf04ce04d1f7e5831d1624ebcacc8535"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Nota 29. Medio ambiente</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Actuaciones ambientales</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy es consciente de los impactos ambientales de sus actividades en el entorno, por lo que la compañía presta una especial atención a la protección del medio ambiente y al uso eficiente de los recursos naturales para satisfacer la demanda energética.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-b93794ead7c9a620c24e2336ce664986"><span>Tal como se establece en la Política de Responsabilidad Corporativa, Naturgy se compromete a impulsar el desarrollo sostenible de la sociedad garantizando el suministro de energía competitiva, segura y con el máximo respeto al medio ambiente. Este compromiso se detalla en la Política global de Medio Ambiente, donde se establece que, desde su potencial de contribuir a la protección del medio ambiente, Naturgy asume voluntariamente el compromiso de ser un actor clave en la transición energética hacia un modelo de economía circular, bajo en carbono y digital. Para ello, se establecen cuatro ejes ambientales estratégicos:</span></p><p class="paraStyle-44f6ba10c342c342c939675a565749ea"><span><br/></span></p><p class="paraStyle-32578232e5b19a1a378265b1500471a2"><span>"</span><span style="padding-left:14.50pt;">Gobernanza y gestión ambiental</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Cambio climático y transición energética</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Economía circular y ecoeficiencia</span></p><p class="paraStyle-0b9ac43f8a9a9693fd16b340434df4ed"><span>"</span><span style="padding-left:14.50pt;">Capital natural y biodiversidad</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los hitos más destacables de 2020 de gobernanza y gestión ambiental son la creación de la Comisión de Sostenibilidad delegada del Consejo de Administración y de la Dirección de Medioambiente y Responsabilidad Social, en la Dirección de Sostenibilidad, Reputación y Relaciones Institucionales, con dependencia directa del Presidente. Así mismo, hay que destacar la obtención del Primer premio European Business Awards for the Environment, convocados por la Comisión Europea, en la sección de Gestión Ambiental, a las empresas que compatibilizan la sostenibilidad ambiental con el éxito empresarial, donde se ha ganado tanto en la sección nacional (115 candidaturas) como la europea (94 candidaturas).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La gestión ambiental se basa en el modelo ISO 14001, cuyo buen funcionamiento es auditado externamente cada año, que proporciona los elementos necesarios para asegurar la mejora continua.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781" style="margin-top: 0;"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En cambio climático y transición energética, las principales líneas de acción llevadas a cabo en 2020 son el crecimiento de la potencia renovable, el cierre en el primer semestre de todas las centrales de carbón de Naturgy, lo que implica una importante reducción de las emisiones de CO</span><span class="charStyle-96410a91bcb8b1a54d8a6323d02e90ff">2</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> y otros contaminantes atmosféricos y las reducciones de emisiones derivadas de la sustitución por gas natural de fósiles más contaminantes, como carbón o derivados del petróleo. En relación con los hechos destacados, hay que señalar la obtención de la máxima calificación en CDP Climate Change 2020 (A List), que es el índice de sostenibilidad más reconocido en la lucha contra el cambio climático. Así mismo, se obtuvo el diploma Ejemplos Empresariales de Acciones #PorElClima2020 de la Comunidad #PorElClima, por el esfuerzo y compromiso para hacer frente a la emergencia climática. Finalmente, en lo que se refiere a resultados, se constata una reducción de las emisiones directas de CO</span><span class="charStyle-96410a91bcb8b1a54d8a6323d02e90ff">2</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> en 2020 con respecto a 2019, en línea con los objetivos climáticos de la compañía.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En economía circular se trabajó en diferentes líneas. En primer lugar, se realizaron proyectos de mejora de eficiencia energética, tanto en instalaciones propias como en nuestros clientes y se desarrollaron iniciativas que resultaron en una reducción del consumo, tanto de combustibles, como de otros materiales. También se han llevado a cabo actuaciones para potenciar la valorización y reducir la generación de residuos, consiguiendo mejorar la ratio. En lo que respecta al agua, se ha registrado en 2020 un ligero aumento respecto a 2019 del agua utilizada, si bien es sobre todo debida a la mayor captación de agua de mar, ya que la de agua dulce, que es el recurso hídrico más escaso y sensible ambientalmente, se ha reducido.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, destacar que se ha continuado impulsando el gas renovable, generado a partir de residuos orgánicos. En 2020 se consiguió inyectar en las redes de gas de España, 2,02 GWh del proyecto EDAR Butarque, englobado en la iniciativa europea ECOGATE y se comenzó la construcción de la planta de biometano del vertedero Elena y la unidad de inyección en la EDAR de Bens, con el fin de poder inyectar gas renovable en la red a comienzos de 2021.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el ejercicio 2020, Naturgy ha llevado a cabo múltiples actuaciones en materia de capital natural y biodiversidad, todas ellas alineadas con la prevención, reducción y compensación de nuestros impactos y la potenciación del valor de los entornos naturales. En concreto, se han desarrollado más de 265 iniciativas de biodiversidad en marcha a nivel internacional, el 25% de carácter voluntario, y que se han traducido entre otros logros 1.982 ha sobre las que se han desarrollado acciones de restauración ambiental.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-ec78c74f988cff499770d7bc31557f70"><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">Las actuaciones ambientales realizadas en el ejercicio 2020 han alcanzado un total de 3,9 millones de euros (3,8 millones de euros en el ejercicio 2019), de los que 2 millones de euros corresponden a inversiones ambientales y 1,9 millones de euros a gastos incurridos en la gestión ambiental de las instalaciones&#160; excluidos los derivados del mercado de carbono (0,3 millones de euros corresponden a inversiones ambientales y 3,5 millones de euros a gastos incurridos en la gestión ambiental de las instalaciones en 2019). Dentro de las inversiones realizadas, destacan los 1,2 millones de euros de inversión en proyectos renovables, tanto en España como a nivel internacional, que contribuirán a la transición energética y a reducir las emisiones específicas de CO</span><span class="charStyle-3bea4e202f5a07f4168ffdcc543ebb09">2</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131"> y otros contaminantes atmosféricos.</span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, y por lo que se refiere a las posibles contingencias, indemnizaciones y otros riesgos de carácter medioambiental en las que pudiera incurrir la compañía, se cuenta con pólizas de seguro de responsabilidad civil para cubrir los eventuales daños.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Emisiones</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">En 2020 las emisiones totales de CO</span><span class="charStyle-3bea4e202f5a07f4168ffdcc543ebb09">2</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131"> consolidadas de las centrales de carbón y ciclo combinado de Naturgy afectadas por la normativa que regula el Sistema Europeo de Comercio de Emisiones han sido de 6 millones de toneladas de CO</span><span class="charStyle-3bea4e202f5a07f4168ffdcc543ebb09">2</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131"> (6,2 millones de toneladas de CO</span><span class="charStyle-3bea4e202f5a07f4168ffdcc543ebb09">2</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131"> en 2019).</span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">Naturgy desarrolla cada año una estrategia para gestionar el aprovisionamiento de su cartera de cobertura de derechos de emisión de CO</span><span class="charStyle-96410a91bcb8b1a54d8a6323d02e90ff">2</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">, adquiriendo los mismos a través de su participación activa tanto en el mercado primario, como en el secundario.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span> </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nota 30. Acontecimientos posteriores al cierre</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-18193d9dc7da68560d7f269fd88c8781"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">El 15 de enero de 2021 Naturgy, a través de Naturgy Solar USA, LLC, participada al 100%, ha adquirido el 100% de los intereses económicos en Hamel Renewables, LLC (Estados Unidos) que posee una cartera de proyectos solares de 8 GW junto con 4,6 GW de proyectos de almacenamiento de energía ubicados en 9 estados del país. La transacción representa un </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Enterprise Value</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce"> de 57 millones de USD por el 100% del vehículo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El 26 de enero de 2021, Global InfraCo O (2), S.à. r.l., sociedad controlada por el fondo australiano IFM, ha anunciado una oferta sobre Naturgy con las siguientes características:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-f5a9b487a248ae1e5839f030b52acdcb"><span></span><span style="padding-left:15.70pt;">Es una OPA voluntaria y parcial.</span></p><p class="paraStyle-a811c4a9f713526a843854b6b16ab859"><span></span><span style="padding-left:15.70pt;">Se realiza sobre 220 millones de acciones (aproximadamente un 22,69% del capital social) y requiere adquirir como mínimo un 17% del capital social.</span></p><p class="paraStyle-a811c4a9f713526a843854b6b16ab859"><span></span><span style="padding-left:15.70pt;">El precio ofrecido es 23 euros por acción.</span></p><p class="paraStyle-a811c4a9f713526a843854b6b16ab859"><span></span><span style="padding-left:15.70pt;">CVC y GIP se han comprometido a no acudir a esta oferta.</span></p><p class="paraStyle-a811c4a9f713526a843854b6b16ab859"><span></span><span style="padding-left:15.70pt;">La oferta está sujeta a obtener la autorización del Consejo de Ministros relativa a inversiones extranjeras prevista en el artículo 7.bis de la ley 19/2003. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>&#160; </span></p><p class="paraStyle-4d44edfe3a457400d31198d71997a3b5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; *******************</span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p class="paraStyle-27894de42328cbdc148c4b778ed53eb7"><span><br/></span></p><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">SOCIEDADES DEL GRUPO FISCAL NATURGY </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las sociedades pertenecientes al grupo fiscal Naturgy son las siguientes:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 275.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 192.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Engineering, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Boreas Eólica 2, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Future, S.L.U.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercializadora Regulada, Gas &#38; Power, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Generación, S.L.U.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Energías Ambientales de Somozas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Iberia, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Energías Eólicas de Fuerteventura, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Informática, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Energías Especiales Alcoholeras, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Infraestructuras Emea, S.L.&#160; </span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Europe Mahgreb Pipeline Ltd.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Ingeniería Nuclear, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Explotaciones Eólicas Sierra de Utrera, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Inversiones Internacionales, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Fenosa, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy IT, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Comercializadora, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy LNG, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Exploración, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Nuevas Energías, S.L.U.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Redes GLP, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Participaciones, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gas Natural Transporte SDG, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Renovables Ruralia, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>General de Edificios y Solares, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Renovables, S.L.U.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Global Power Generation, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Wind, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GPG Ingeniería y desarrollo de Generación, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Andalucía, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GPG México, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Aragón, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GPG México Wind, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Balears, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Holding de Negocios de Gas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Castilla La Mancha, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Holding Negocios Electricidad, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Catalunya, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>J.G.C. Cogeneración Daimiel, S.L. </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Cegas, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>La Propagadora del Gas, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Madrid, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Lean Corporate Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia Navarra, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Lean Customer Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nedgia, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Lean Grids Services, S.L.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Operación y Mantenimiento Energy, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Lignitos de Meirama, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>P.E. Nerea, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Acciones, S.L.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>P.E. Peñarroldana, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Alfa Investments, S.A.U.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Petroleum, Oil &#38; Gas España, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Almacenamientos Andalucía, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Sagane, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Aprovisionamientos, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Societat Eòlica de L'Enderrocada, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Capital Markets, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Tratamiento Cinca Medio, S.L.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Commodities Trading, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>UFD Distribución Electricidad, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Distribución Latinoamérica, S.A.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Minería, S.A.</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Electricidad Colombia, S.L.</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Unión Fenosa Preferentes, S.A.U.</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><div id="i78264de57bf543b7bef050ccf886369a_127"></div><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-c439b137ab366440e6adc48db39147ce" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy Energy Group. S.A.&#160;  </span></p><p class="paraStyle-04a517ad4638f5b4961e6eae741f0fb6"><span>Informe 2020</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-7c1459dbf7829019688d8aeadcb4e698"><span><br/></span></p><p class="paraStyle-64f88318b201ec1b527737a04ac4d41d" style="margin-bottom: 0;"><span>INFORME DE GESTIÓN</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 517.0300000000000pt; "><div style="bottom: 0; position: absolute; width: 517.0300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-685016e49c485b6a71ec2d4754529cc3" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_133"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe de gestión correspondiente al ejercicio anual terminado el 31 de diciembre de 2020</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Índice</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 434.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 53.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Evolución principales magnitudes</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_136">2</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>2.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; margin-top: 0; "><span>Principales riesgos y oportunidades</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_142">7</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gobierno corporativo</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_145">18</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>4.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Evolución previsible del Grupo</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_148">22</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>5.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Innovación sostenible</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_151">26</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Estado de información no financiera</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_154">29</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Información adicional</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_157">29</a></span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Informe Anual de Gobierno Corporativo</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-c2e0f07da933a9e1cc486122ff4ee3ee"><a class="Hyperlink" style="color:inherit;" href="#i78264de57bf543b7bef050ccf886369a_163">32</a></span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-a9f17ae8f27ee35f03c56825bd52f6f7" rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-a9f17ae8f27ee35f03c56825bd52f6f7" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="2"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td><td rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 24.7500000000000pt; "><td class="cellStyle-a9f17ae8f27ee35f03c56825bd52f6f7" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 24.7500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td class="cellStyle-f275bb7c041c76d3f9066d216d909432" rowspan="1" colspan="1"></td><td 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="text-align: justify; margin-top: 0;"><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 338.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 15.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-d98db78285f3810bd32c13486e65ab6e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>1.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Evolución de las principales magnitudes</span></p></td></tr></tbody></table><p class="Bodytext" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las principales magnitudes de Naturgy Energy Group, S.A. y su evolución en el ejercicio son:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 258.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-923ffebb8905afee9d045a51d2c9ec22" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2020</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-923ffebb8905afee9d045a51d2c9ec22" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2019</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-923ffebb8905afee9d045a51d2c9ec22" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">%</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Importe neto de la cifra de negocios</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.292</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.496</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(34,4)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Resultado operativo</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">395</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.826</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(91,8)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Resultado del ejercicio</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">98</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.415</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(97,8)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Fondos Propios</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18.471</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19.914</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(7,2)</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Patrimonio neto</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18.393</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19.853</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(7,4)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Deuda financiera</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.228</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.106</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-025bb510e2a3fe84d1e8e859a3e68370" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">53,3</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy Energy Group, S.A. es una sociedad que desarrolla su actividad básicamente a través de la tenencia de participaciones en sociedades del grupo y asociadas, por lo que la información desglosada a continuación se refiere al grupo consolidado de Naturgy (en adelante Naturgy).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_139"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>1.1. Evolución y resultados de los negocios</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Notas sobre la información financiera</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-f5a9b487a248ae1e5839f030b52acdcb"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:15.70pt;">La información financiera de Naturgy contiene magnitudes elaboradas de acuerdo con las Normas Internacionales de Información Financiera (NIIF), así como las denominadas Medidas Alternativas de Rendimiento (MAR) que se consideran magnitudes ajustadas respecto a aquellas que se presentan de acuerdo con las NIIF. Se incluye como Anexo al Informe de gestión consolidado la definición de las MAR utilizadas.</span></p><p class="paraStyle-4405272835e7168f760b331d9cfd9dc4"><span></span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563" style="padding-left:15.70pt;">Las cifras de 2019 (magnitudes económicas y operativas) han sido reexpresadas en aplicación de la NIIF 5 para las actividades de distribución de gas en Perú, generación de carbón en España y distribución de electricidad en Chile que han sido consideradas actividades interrumpidas en 2020 (Nota 2.2 y 11 de las cuentas anuales consolidadas).</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales magnitudes</span></p><p class="paraStyle-b77e27210c795f18ea34f419d90c3a16"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales magnitudes económicas</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 460.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 280.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 21.0000000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>%</span></p></td></tr><tr style="height: 6.0000000000000pt; "><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td><td class="cellStyle-c929ba145f74db2ea56bd99365242a91" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Importe neto de la cifra de negocios (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.345</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20.761</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(26,1)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ebitda (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3.449</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.252</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(18,9)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado de explotación (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>466</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2.634</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(82,3)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Resultado atribuible a accionistas de la sociedad dominante (1)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(347)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.401</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(124,8)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inversiones</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.279</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.685</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(24,1)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera neta (a 31/12) </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>13.612</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15.268</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(10,8)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Free Cash Flow después de minoritarios</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.626</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.958</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(17,0)</span></p></td></tr></tbody></table><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-acf2e4aaaec5b31740e6a3950838c4fc"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(1) La cuenta de pérdidas y ganancias consolidada del ejercicio 2019 se ha re-expresado en aplicación de la NIIF 5 (Notas 2.2 y 11).</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 13.5000000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-bbc566a6d0c59e08459a14bd475df5b9" style="margin-top: 0;margin-bottom: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-95e7eff21a85b86cf72c3824e0def924" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales ratios financieros</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 456.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 53.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Endeudamiento</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>54,70%</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Percent" style="margin-bottom: 0; margin-top: 0; "><span>52,20%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ebitda / Coste deuda financiera neta</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>6,9x</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7,8x</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Deuda financiera neta</span><span class="Superscript"> </span><span>/ Ebitda</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3,9x</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>3,6x</span></p></td></tr></tbody></table><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-e9f9531480bb8651b2c8e42dbc0a9d06"><span><br/></span></p><p class="paraStyle-e9f9531480bb8651b2c8e42dbc0a9d06"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales ratios bursátiles y remuneración al accionista</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 342.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 59.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 65.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-14997a02b29e208599c3c7ea9f595e29" rowspan="1" colspan="1"></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Nº de acciones total (en miles)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>969.614</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>984.122</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Nº de acciones medio (en miles)</span><span class="Superscript"> 1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>962.555</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>977.636</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Cotización a 31/12 (euros)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18,9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>22,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capitalización bursátil a 31/12 (millones de euros)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18.384</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>22.044</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Beneficio por acción (euros)</span><span class="Superscript">1</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a-Brackets" style="margin-bottom: 0; margin-top: 0; "><span>(0,36)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1,43</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Dividendo pagado</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.370</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.319</span></p></td></tr></tbody></table><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-84f280bab35dee09987a6ca9dbbeb625"><span class="charStyle-39914345a53fbb9c27a3b8f85ec5bc1e">1 </span><span class="charStyle-4787c84cbaf0ebd7532b3e93926d3819">Calculado considerando el número medio ponderado de acciones en circulación a lo largo del ejercicio (número medio ponderado de acciones ordinarias menos número medio ponderado de acciones propias).</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales magnitudes operativas</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 474.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 297.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 99.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Distribución</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Distribución de gas (GWh)</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>403.910</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>465.844</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Distribución de electricidad (GWh)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>35.536</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38.292</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Puntos de suministro de gas (en miles) </span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.052</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.075</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Puntos de suministro de electricidad (en miles) </span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.727</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.689</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Red de distribución de gas (km)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>134.802</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>133.917</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Longitud líneas distribución y transporte de electricidad (km)</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>151.495</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>150.341</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Gas</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Comercialización (GWh)</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>184.018</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>214.975</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>GNL Internacional (GWh)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>133.979</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>124.277</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Suministro de gas total (GWh)</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>317.997</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>339.252</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Electricidad</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capacidad instalada térmica (MW)</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.674</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.594</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capacidad instalada renovable (MW)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.659</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4.534</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Capacidad instalada total (MW)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.333</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>15.128</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Producción neta térmica (GWh)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>31.501</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>36.309</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Producción neta renovable (GWh)</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.513</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7.696</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Producción neta total (GWh)</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>41.014</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>44.005</span></p></td></tr></tbody></table><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">Principales magnitudes ambiental y social</span></p><p class="paraStyle-ac58531627316360f76c4108c11ce15f"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-ac58531627316360f76c4108c11ce15f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 354.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 44.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 68.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Medio Ambiente</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Factor de emisión de generación (t CO2/GWh)</span></p></td><td class="cellStyle-11270268c25c74404c2e9e1dc2738097" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>297</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>301</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Emisiones de gases de efecto invernadero (GEI) (M tCO</span><span class="Subscript">2</span><span> eq)</span><span class="Superscript">1</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>14,3</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>15,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Capacidad instalada libre de emisiones (%)</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32,9</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>30,1</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Producción neta libre de emisiones (%)</span></p></td><td class="cellStyle-62a48bedca6e893f017012f15bad72dd" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32,4</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>27,0</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Interés por las personas</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Nº de empleados al cierre del ejercicio </span><span class="Superscript">2</span></p></td><td class="cellStyle-11270268c25c74404c2e9e1dc2738097" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.335</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>10.156</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Horas de formación por empleado</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>26,6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>25,2</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Hombres/mujeres (%)</span><span class="Superscript"> 3</span></p></td><td class="cellStyle-62a48bedca6e893f017012f15bad72dd" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>67/33</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>68/32</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Seguridad y Salud</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Nº de accidentes con tiempo perdido</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>14</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Índice de frecuencia accidentes con tiempo perdido</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,04</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,12</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td><td class="cellStyle-10f6da975b0a44065bcd855e1ca32ae9" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>Compromiso con la sociedad e integridad</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Valor económico distribuido (millones de euros)</span></p></td><td class="cellStyle-11270268c25c74404c2e9e1dc2738097" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>16.235</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>21.533</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Denuncias recibidas por la Comisión del Código Ético (nº)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>80</span></p></td><td class="cellStyle-3c512c2981f4e79b188f165329122209" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>149</span></p></td></tr></tbody></table><p class="paraStyle-ac58531627316360f76c4108c11ce15f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 9.0000000000000pt; "><span class="charStyle-cf04a77fcaf1e93e5e20abae22db41a8">1</span><span class="charStyle-41b2f341d7ea8fc14bcacc098401cd82"> GEI: gases efecto invernadero, medidas como tCO</span><span class="charStyle-54323b1f11292ccb5d3b8549e2d55b19">2</span><span class="charStyle-41b2f341d7ea8fc14bcacc098401cd82"> equivalente (alcance 1).</span></p><p class="paraStyle-5dee568a072086fded641a3319b61e7e" style="font-size: 9.0000000000000pt; "><span class="charStyle-cf04a77fcaf1e93e5e20abae22db41a8">2</span><span class="charStyle-41b2f341d7ea8fc14bcacc098401cd82"> No incluye número de empleados en los negocios clasificados como operaciones interrumpidas (1.411 personas en 2020 y 1.769 personas en 2019).</span></p><p class="paraStyle-437bfb8433f393457f48a7700690b360" style="font-size: 9.0000000000000pt; "><span class="charStyle-922f12bcace56b6bfac36fd1bdccb797">3</span><span class="charStyle-cf04a77fcaf1e93e5e20abae22db41a8"> </span><span class="charStyle-41b2f341d7ea8fc14bcacc098401cd82">Incluye empleados de los negocios clasificados como operaciones interrumpidas.</span></p><p class="paraStyle-4cb1d948be56448aca01df3b430bdb0d"><span><br/></span></p><p class="paraStyle-4cb1d948be56448aca01df3b430bdb0d"><span><br/></span></p><p class="paraStyle-6acc4e3058d640f89e7fa7541da8e146"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">1.2. Hechos destacados</span></p><p class="paraStyle-4cb1d948be56448aca01df3b430bdb0d"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">El COVID-19 ha impactado en el resultado operativo del año 2020, principalmente en forma de una menor demanda de gas y electricidad en España y Latinoamérica, un escenario energético más desafiante y una importante depreciación del tipo de cambio en las principales regiones de Latinoamérica.&#160; </span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">El escenario energético se ha mantenido desafiante durante el último trimestre de 2020, con una presión continuada sobre los precios del gas y la pérdida de competitividad en las condiciones de suministro de gas en las actividades liberalizadas, que también se vieron afectadas por costes extraordinarios ligados con las recientes renegociaciones de los contratos de aprovisionamiento de gas. Los resultados del ejercicio 2020 también se vieron afectados por el nuevo marco regulatorio y la menor retribución en la distribución de electricidad en España, así como por la reducción de la capacidad de volumen contratada en EMPL, en vigor desde febrero de 2020.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span style="padding-left:12.44pt;">La presentación de los resultados del ejercicio 2020 se ha adecuado a la nueva estructura organizativa i) Gestión de la energía y redes, ii) Renovables y nuevos negocios, y iii) Comercialización. Además, los resultados del ejercicio 2019 también se han reexpresado para reflejar el acuerdo de venta de nuestra filial chilena de redes eléctricas, Compañía General de Electricidad S.A en Chile (CGE), a State Grid International Development Limited (SGID). Como resultado y a efectos de comparabilidad, CGE se ha clasificado como operaciones interrumpidas en nuestras cuentas consolidadas tanto para 2019 como para 2020.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-170992b04637d3d9ae9771fba9cef5be" style="margin-top: 0;"><span></span><span style="padding-left:30.44pt;">El EBITDA ordinario se situó en 3.714 millones de euros en 2020, un 14,6% menos que el año anterior. A perímetro constante, el EBITDA ordinario habría alcanzado los 3.964 millones de euros, cumpliendo así con las previsiones de EBITDA ordinario de 4.000 millones de euros para 2020, a pesar del difícil escenario.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-170992b04637d3d9ae9771fba9cef5be"><span></span><span style="padding-left:30.44pt;">El beneficio neto se ha visto afectado por la revisión de la valoración de activos completada durante el cuarto trimestre de 2020, que se tradujo en un impacto en el beneficio neto de 1.019 millones de euros, en un esfuerzo por proporcionar un valor más transparente y ajustado a la realidad de nuestra base de activos, que afecta principalmente a la generación términca en España. Excluyendo este efecto, el beneficio neto ordinario alcanzó los 872 millones de euros en 2020, un 36,7% menos que en 2019. </span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-170992b04637d3d9ae9771fba9cef5be"><span></span><span style="padding-left:30.44pt;">Las inversiones totales ascendieron a 1.279 millones de euros en el periodo, un 24,1% menos que el año anterior. Esta reducción se debe principalmente a las menores inversiones de crecimiento en redes como consecuencia de los meses de confinamiento y a la ralentización temporal de los desarrollos renovables en España. </span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-170992b04637d3d9ae9771fba9cef5be"><span></span><span style="padding-left:30.44pt;">A 31 de diciembre de 2020, la deuda neta ascendía a 13.612 millones de euros, sin reflejar aún los flujos antes de impuestos de 2.570 millones de euros previstos al finalizar la venta de CGE Chile. La deuda neta / EBITDA se situó en 3,9x frente a 3,6x a 31 de diciembre de 2019.</span></p><p class="paraStyle-7dbe5b70c457626761d270c67758bb92"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Resumen resultados del ejercicio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">El ejercicio 2020 se ha seguido construyendo sobre las bases establecidas en el Plan Estratégico 2018-2022, incluyendo avances significativos en materia de simplicidad y </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">accountability</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, optimización de negocios y disciplina de capital. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>&#160; </span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Simplicidad y </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">accountability</span></p><p class="paraStyle-a031e1b6ef6800b572cc6e072dd3eda8"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha completado una reorganización de su negocio en torno a las tres áreas estratégicas que marcarán el inicio de un nuevo periodo de crecimiento rentable en redes, la expansión de nuestra huella renovable y la construcción de una marca minorista de clase mundial, entre otras. Para dirigir estas áreas, Naturgy ha atraído a tres talentosos directivos, con probada trayectoria y relevante experiencia empresarial. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha continuado reforzando la autonomía y </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">accountability</span><span> de sus unidades de negocio junto con una mayor transparencia, como lo demuestra una nueva revisión de la valoración de los activos, para reflejar un valor realista de nuestra base de activos coherente con el escenario actual. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy también ha dado pasos decisivos para avanzar en sus compromisos ASG (Ambiental, Social Gobierno). En el nuevo Plan de Medioambiente, Naturgy ha establecido nuevos objetivos para reducir sus emisiones de gases de efecto invernadero (GEI), reducir las emisiones de CO</span><span class="Subscript">2</span><span> en la generación de energía y aumentar la cuota de su capacidad de generación a partir de fuentes renovables. El reciente cierre de las centrales eléctricas de carbón de la compañía y los planes para sustituirlas por nuevos desarrollos renovables contribuirán a los objetivos mencionados. Además, se ha creado un Comité de Sostenibilidad en el Consejo de Administración para supervisar el progreso y el papel de la empresa en la transición energética junto con todos sus aspectos e indicadores medioambientales, de salud y seguridad y de responsabilidad social. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Optimización de negocios</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span>En el ejercicio 2020 se aceleró el plan de eficiencia 2018-2022. Naturgy ha completado su objetivo de eficiencias de 500 millones de euros a finales de 2020, dos años antes de su objetivo inicial. Este esfuerzo ha ayudado a compensar parcialmente el difícil escenario energético y el impacto de la aparición del COVID-19. También durante 2020, Naturgy completó la renegociación de contratos de aprovisionamiento de gas por un volumen agregado de 15 bcms con sus proveedores con el fin de reducir su perfil de riesgo, aumentar su flexibilidad y mejorar sus parámetros de indexación de precios situándolos en línea con las condiciones actuales del mercado y mejorar su competitividad comercial. </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">5</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="Bodytext"><span>Adicionalmente, Naturgy, ENI y la República Árabe de Egipto alcanzaron un nuevo acuerdo para resolver los conflictos que afectan a Unión Fenosa Gas (UFG), la sociedad al 50% de Naturgy y ENI. Las partes están trabajando para completar la transacción durante los primeros meses de 2021, una vez que se cumplan las condiciones precedentes habituales, incluyendo el reinicio de las operaciones en Damietta previsto para el primer trimestre de 2021, resolviendo una situación compleja que se prolongaba desde 2012, y que suponía un consumo de tiempo y recursos significativo.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Disciplina de capital </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy avanzó firmemente en sus planes de desarrollo de renovables y alcanzó tres atractivos acuerdos en Australia. En primer lugar, un parque eólico de 218 MW situado en el Estado de Victoria que comenzará a funcionar en el segundo semestre de 2022, consistente en un contrato PPA de 15 años con la empresa minorista Snow Hydro. En segundo lugar, la adjudicación de un parque eólico de 107 MW y un sistema de almacenamiento de energía en baterías de 20 MWh por parte del Territorio de la Capital Australiana (ACT) a una tarifa regulada, que se espera que comience a funcionar en el segundo semestre de 2022. En tercer lugar, un parque eólico de 97 MW situado en Hawkesdale en Victoria, a unos 270 km de Melbourne, que consiste en un acuerdo de compra de energía (PPA) de 15 años para la energía equivalente a 97 MW de capacidad. Con los nuevos proyectos, Naturgy aumentará su capacidad instalada en Australia en más de un 50% por encima de los 700MW y confirma su compromiso con el crecimiento de las renovables.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha llegado a un acuerdo para vender su participación del 96,04% en CGE por un valor de empresa (</span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Enterprise Value)</span><span> implícito (100%) de 4.312 millones de euros, que demuestra la capacidad de Naturgy para realizar transacciones que maximizan el valor para sus accionistas. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>A este respecto, Naturgy ha adquirido recientemente el 100% de una cartera formada por 8 GW de proyectos solares junto con 4,6 GW de proyectos de almacenamiento de energía coubicados que abarcan 9 estados de Estados Unidos, de los cuales 25 proyectos que suman 3,2 GW de energía solar y 2 GW de almacenamiento podrían estar operativos antes de 2026. Como parte de la transacción, Naturgy también firmó un acuerdo de desarrollo de 5 años con Candela Renewables, un equipo de primera clase con más de 20 años de experiencia en el desarrollo de proyectos solares y de almacenamiento de energía en los EE.UU. Esta transacción representa la primera inversión de Naturgy en el mercado de las energías renovables de los EE.UU. y demuestra el compromiso de Naturgy de crecer en las energías renovables, centrándose en geografías estables y en proyectos en sus primeras etapas de desarrollo.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Remuneración a los accionistas</span></p><p class="paraStyle-a031e1b6ef6800b572cc6e072dd3eda8"><span><br/></span></p><p class="Bodytext"><span>Durante el año 2020, Naturgy completó el pago en efectivo de 1,41 ¬/acción incluyendo el pago final de 2019 correspondiente a 0,6 euros por acción y el 1º y 2º dividendo a cuenta de 2020 por importe de 0,31 euros por acción y 0,50 euros por acción respectivamente. Por otra parte, y en cumplimiento de su compromiso con los accionistas, Naturgy ha completado la amortización de 14.508.345 acciones, con un valor nominal de 1 euro cada una. A día de hoy, el capital social de la compañía se sitúa en 969.613.801 acciones de 1 euro de valor nominal cada una.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-2a824b4bdc06ea581ea0cf1975c50bde"><span><br/></span></p><p class="paraStyle-a9eb41a2bbcc124ca4ab4367c4800de6"><span>Actualización COVID-19</span></p><p class="paraStyle-a9eb41a2bbcc124ca4ab4367c4800de6"><span><br/></span></p><p class="paraStyle-8b6a3f828971dd3840a3c5fd7c5443c6"><span>Crecimiento macroeconómico y demanda energética</span></p><p class="paraStyle-df2b7bc20b295ae28ed53915eac3c176"><span><br/></span></p><p class="Bodytext"><span>El COVID-19 ha planteado importantes desafíos a las actividades de negocio y ha introducido un alto grado de incertidumbre en la actividad económica y la demanda de energía a escala mundial.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span>A lo largo de 2020, la evolución de las estimaciones del PIB para 2020 se ha ido deteriorando gradualmente junto con las perspectivas de recuperación como consecuencia de la propagación del COVID-19 y las consiguientes medidas de cierre económico adoptadas a escala mundial. Según las últimas estimaciones de consenso disponibles, se espera que el crecimiento del PIB en 2020 experimente una contracción del -3,8%, -7,3% y -3,5% para el mundo, la Eurozona y Estados Unidos, respectivamente, mientras que las previsiones para 2021 muestran una recuperación más lenta.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">6</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span>La ralentización de la actividad económica ha tenido un impacto significativo en la evolución de la demanda de electricidad y gas a nivel mundial y, por lo tanto, en las diversas regiones en las que opera el Grupo. En particular, la demanda de electricidad y gas en España ha disminuido en promedio un 5,5% y un 6,2% respectivamente durante el 2020 en comparación con el año anterior. Asimismo, la demanda de electricidad y gas en las regiones latinoamericanas en las que opera el Grupo ha experimentado un descenso medio del 2,3% y del 8,3% respectivamente, durante el año 2020 en comparación con el año anterior.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Además, y desde la aparición del COVID-19, las monedas latinoamericanas se han depreciado significativamente frente al euro y su evolución a partir de aquí sigue siendo incierta. Esto ha tenido un efecto negativo de 175 millones de euros y 53 millones de euros en el Ebitda ordinario y el beneficio neto del grupo consolidado, respectivamente, durante el ejercicio 2020 y en comparación con el ejercicio anterior.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Evolución de los precios de las materias primas (commodities)</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>El menor consumo de energía causado por la pandemia de coronavirus y la incertidumbre en torno a los recortes de la producción de Brent de los principales productores a nivel mundial se ha traducido en una volatilidad significativa y una disminución sin precedentes de los precios de las materias primas en todas las referencias clave, incluida una disminución de los precios del gas en los principales hubs de gas (el HH y el NBP han disminuido de media en un 22% y un 29%, respectivamente, durante el ejercicio 2020 respecto al 2019), así como una disminución de los precios de la electricidad al por mayor (el pool español ha disminuido en un 29% de media durante el año en comparación al 2019).</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-6a6ec06514e1b3f410ab1eb903462209"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Iniciativas del Grupo</span></p><p class="paraStyle-98906f920e432abf8d0b18c643bd62a0"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha adoptado proactivamente una serie de medidas clave para abordar y mitigar los efectos de la pandemia de COVID-19 en sus operaciones y su desempeño, así como para apoyar y proteger los intereses de todos sus grupos de interés. El 25 de febrero de 2020, menos de 24 horas después del primer caso confirmado de COVID-19 en la Península Ibérica, Naturgy activó su Comité de Crisis y empezó a desarrollar acciones para apoyar a sus grupos de interés.</span></p><p class="paraStyle-b93794ead7c9a620c24e2336ce664986"><span><br/></span></p><p class="Bodytext"><span>Se introdujeron rápidamente medidas para preservar la salud, la seguridad y el bienestar de los empleados, entre ellas la pronta suspensión de los viajes y la asistencia a eventos externos, la activación de recursos para garantizar un trabajo eficaz a distancia, o la protección y el apoyo individual por parte de los servicios médicos de Naturgy. También se introdujeron medidas pertinentes para apoyar a la sociedad, así como a los clientes y proveedores, entre ellas el refuerzo de las infraestructuras clave para garantizar la estabilidad y la calidad del suministro de electricidad y gas, el suministro gratuito de gas y electricidad a hoteles, residencias y otros centros hospitalarios, o las reparaciones gratuitas para los trabajadores sanitarios y las fuerzas y cuerpos de seguridad, las fuerzas armadas y los bomberos, que participan en el apoyo a la sociedad durante la pandemia. Nuestras PYMES y clientes autónomos también se están beneficiando del aplazamiento de los pagos de las facturas durante 12 meses para apoyar sus necesidades de financiación a corto plazo, mientras que algunos de nuestros proveedores se han beneficiado de adelantos de pago en efectivo con respecto a sus facturas.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_142"></div><p class="paraStyle-b77e27210c795f18ea34f419d90c3a16"><span>2. Principales riesgos y oportunidades</span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.1. Modelo de gestión de riesgos</span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9"><span><br/></span></p><p class="Bodytext"><span>El modelo de gestión de riesgos de Naturgy busca garantizar la predictibilidad del desempeño de la compañía en todos los aspectos relevantes para sus grupos de interés.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>El objetivo principal del modelo es garantizar que los riesgos más relevantes sean correctamente identificados, evaluados y gestionados, con la finalidad de asegurar que el nivel de exposición al riesgo asumido por Naturgy en el desarrollo de sus actividades sea congruente con el perfil global de riesgo objetivo definido y con la consecución de los objetivos anuales y estratégicos.</span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span>El Sistema Integral de Gestión y Control del Riesgo se estructura en los siguientes apartados:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-457b977ef91bccbf64d7d6c7aba4009c"><span></span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190" style="padding-left:12.44pt;">Risk Appetite</span><span>: definición de la tolerancia al riesgo a través de la fijación de límites para las categorías de riesgo más relevantes, por riesgo y por negocio en función de los objetivos.</span></p><p class="paraStyle-31ba8b143091d5983efe93d5ee33af7f"><span></span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190" style="padding-left:12.44pt;">Risk Assessment</span><span>: metodología, procedimiento y proceso de identificación, evaluación y medición de los riesgos.</span></p><p class="paraStyle-31ba8b143091d5983efe93d5ee33af7f"><span></span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190" style="padding-left:12.44pt;">Risk Governance &#38; Management</span><span>: mecanismo de Gobierno y Gestión del riesgo para todas las tipologías de riesgos y para todos los negocios.</span></p><p class="paraStyle-31ba8b143091d5983efe93d5ee33af7f"><span></span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190" style="padding-left:12.44pt;">Risk Reporting</span><span>: reporting y monitorización sistemáticos y periódicos del riesgo a diferentes niveles de gestión: Negocio, Unidades de Negocios, Presidencia y Consejo.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Órganos de gestión de riesgos</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy dispone de un marco que integra la visión de Gobierno, Riesgos y Cumplimiento posibilitando una visión integrada de los procesos del grupo, los controles existentes sobre los mismos y el riesgo asociado.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>Cuenta para ello con diferentes organismos, con ámbitos de responsabilidad claramente identificados, lo que permite garantizar la predictibilidad y la sostenibilidad en el desempeño operativo y financiero de la compañía.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><img style="height: 251.1700000000000pt; width: 467.4300000000000pt; " 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" alt=""></img></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una gestión integrada</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy analiza su perfil global de riesgo según el potencial impacto sobre sus estados financieros. Con ello, determina el máximo nivel aceptado de exposición al riesgo, así como los límites admisibles para su gestión.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las herramientas que permiten a la compañía una mejora continua en el proceso de identificación, caracterización y determinación del perfil de riesgo de Naturgy son:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-6ee1d1e2aef089f27f04d5e9f7e60c03" style="margin-bottom: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Política Global de Control y Gestión de Riesgos: actualizada y aprobada por el Consejo de Administración de Naturgy en noviembre de 2020. Su objeto es establecer los principios y pautas generales de comportamiento necesarios para garantizar la adecuada identificación, información, evaluación y gestión de la exposición al riesgo de Naturgy.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190" style="margin-top: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Mapa Corporativo de Riesgos: identifica y cuantifica los riesgos susceptibles de afectar al desempeño de Naturgy, teniendo en cuenta las características de la posición en riesgos (variables de impacto, severidad potencial cuantitativa y cualitativa, probabilidad de ocurrencia y grado de gestión y control). Es actualizado y presentado anualmente a la Comisión de Auditoría y Control.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Otros mapas de riesgos: promovidos por las Unidades de Negocio y Corporativas de Naturgy, discrecionalmente, acordes y alineados con una metodología común, que sirven de base al Mapa Corporativo de Riesgos.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Sistema de Medición de Riesgos: tiene como cometido cuantificar, de forma recurrente y con base probabilística, la posición en riesgo asumida a nivel global para las diferentes categorías de riesgo. Para ello, lleva a cabo análisis de riesgos correlativos, análisis de sensibilidad y pruebas de estrés para los principales riesgos identificados.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Categorías de riesgo</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cada unidad de negocio cuenta con información específica de los principales tipos de riesgos que le pueden afectar. Con ello, se busca facilitar el proceso de toma de decisiones lo que, a su vez, redunda de forma positiva en la compañía pues mejora su rentabilidad, la predictibilidad en su comportamiento y su eficiencia.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los factores de riesgo se agrupan fundamentalmente las siguientes categorías de riesgo:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-6ee1d1e2aef089f27f04d5e9f7e60c03"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgos de negocio</span><span>: Incertidumbre asociada al desarrollo y consecución de los objetivos de las diferentes unidades de negocio motivada por la irrupción de factores que dificulten la implementación de las líneas estratégicas de Naturgy, y que puedan impactar en su valor y/o Estados Financieros.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo de mercado</span><span>, entendido como la incertidumbre relacionada con los volúmenes y precios de las materias primas.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo regulatorio</span><span>, entendido como el impacto potencial en la consecución de los objetivos estratégicos motivado por la modificación de los marcos regulatorios donde operan los negocios de Naturgy.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo fiscal</span><span>, derivado de la incertidumbre sobre si las autoridades fiscales aceptarán el tratamiento fiscal adoptado en las declaraciones tributarias presentadas o a presentar.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo jurídico</span><span>, derivado del desenlace potencial de litigios, arbitrajes o reclamaciones jurídicas abiertas contra Naturgy.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgos financieros</span><span>, incertidumbre derivada de la evolución de los tipos de cambio y tipos de interés, los cuales pueden incidir sobre los balances de la compañía y la capacidad de financiación en los mercados de capitales. </span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo de crédito</span><span>, entendido como el riesgo de solvencia financiera de la cartera comercial de la compañía. Adicionalmente, incorpora la medición a corto plazo de las rentabilidades obtenidas en la colocación de excedentes en entidades financieras, orientada a seleccionar carteras más eficientes.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo operacional</span><span>, incertidumbre asociada a las pérdidas resultantes de una falta de adecuación o un fallo en los procesos, desempeño del personal, disponibilidad de los activos de explotación o la incidencia de cualquier acontecimiento externo.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo Medioambiental</span><span>, asociado a la posibilidad de que por forma natural o por acción humana se produzca superación de límites ambientales o daños a los ecosistemas y la biodiversidad.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo de Cambio Climático</span><span>, derivado de la transición energética (regulación, mercado, tecnologías&) y de los impactos físicos del cambio climático.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190" style="margin-bottom: 0;"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo Reputacional</span><span>, incertidumbre sobre la evolución de la percepción de los grupos de interés respecto a la reputación de la compañía a consecuencia de comportamientos de la empresa o de sus empleados, incluyendo los relacionados con la corrupción, y su influencia en los resultados a corto, medio y largo plazo.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190" style="margin-top: 0;"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo Ciberseguridad</span><span>, derivado de ataques maliciosos o eventos accidentales con impacto operacional, que afectan a los datos, las redes informáticas o la tecnología.</span></p><p class="paraStyle-9936a8c062cf6cf240a7af38923ee190"><span></span><span class="charStyle-a62a9ced3369f8b2f4a8b7d73e24c149" style="padding-left:12.44pt;">Riesgo de Fraude</span><span>, derivado de cualquier acción intencional no lícita realizada por un empleado o un tercero, para lograr un beneficio propio o para la empresa, directo o indirecto, a través del uso incorrecto de los recursos o activos de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.2. Principales riesgos</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 503.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 30.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tipo de riesgo</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Descripción</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Métrica</span></p></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tendencia</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos de negocio</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Contexto Macroeconómico</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Inestabilidad macroeconómica, social y geopolítica.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Intensificación de la comunicación con organismos públicos.<br/>Adopción de medidas específicas.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Determinista</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Impacto crisis sanitaria COVID-19.</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos de mercado</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="2" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Precio de las materias primas</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gas</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los mercados internacionales que determinan el precio del gas.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Coberturas físicas y financieras. Gestión de la cartera.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Desacople entre los contratos de largo plazo y los precios en hubs.</span></p></td></tr><tr style="height: 57.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Electricidad</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los mercados de electricidad.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Coberturas físicas y financieras.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización del parque generación.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Penetración de renovables con coste marginal cero y producción intermitente.</span></p></td></tr><tr style="height: 35.2500000000000pt; "><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="2" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volumen</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gas</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Desajuste entre la oferta y la demanda de gas.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización de contratos y activos a nivel global.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Determinista/</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3dde761954885d76091169603d357eaa" style="margin-bottom: 0; margin-top: 0; "><span>Ä</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presión de la demanda agregada.</span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Electricidad</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reducción del hueco térmico disponible.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre en el volumen de producción renovable.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización del balance comercialización-generación.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presión de la demanda agregada.</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo regulatorio</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td></tr><tr style="height: 77.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Regulatorio</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Exposición a la revisión de los criterios y niveles de rentabilidad reconocida para las actividades reguladas.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Intensificación de la comunicación con organismos reguladores.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ajuste de eficiencias e inversiones a las tasas reconocidas.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-2d93f1aeb27cac2c3cbe9bb258d522ad" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Presión de los reguladores, función de la situación de país/ sector.</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo fiscal</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td></tr><tr style="height: 125.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Fiscal</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ambigüedad o subjetividad en la interpretación de la normativa fiscal vigente, o bien por la alteración relevante de la misma.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consultas a organismos expertos independientes.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Contratación de firmas asesoras de primer nivel.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adhesión al Código de Buenas Prácticas Tributarias.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dotación de provisiones con criterios de prudencia.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-2d93f1aeb27cac2c3cbe9bb258d522ad" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Diferentes unidades de negocio afectadas con distintas figuras tributarias.</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo jurídico</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td></tr></tbody></table></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; "><div style="line-height: 1.1500000000000; "><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 503.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 30.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tipo de riesgo</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Descripción</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Métrica</span></p></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tendencia</span></p></td></tr><tr style="height: 105.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Jurídico</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Incertidumbre derivada del desenlace potencial de litigios, arbitrajes o reclamaciones jurídicas abiertas.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Análisis y mitigación de los riesgos legales que afecten la operatividad de la empresa y al gobierno corporativo.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Contratación de firmas jurídicas de primer nivel.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span>Dotación de provisiones con criterios de prudencia.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Escenarios</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-2d93f1aeb27cac2c3cbe9bb258d522ad" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Diferentes unidades de negocio afectadas con distintas normas legales en cada país.</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos financieros</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td></tr><tr style="height: 75.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tipo de cambio</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los mercados internacionales de divisa.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Diversificación geográfica. Coberturas mediante financiación en moneda local y derivados.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Seguimiento de la posición neta.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-2d93f1aeb27cac2c3cbe9bb258d522ad" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre sobre las perspectivas de crecimiento en Latinoamérica.</span></p></td></tr><tr style="height: 56.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="font-size: 9.0000000000000pt; margin-bottom: 0; margin-top: 0; "><span class="charStyle-53472b1554eac38b8cd2dfcbf4142b4d">Tipo de interés y </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">spread </span><span class="charStyle-53472b1554eac38b8cd2dfcbf4142b4d">crediticio</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los tipos de financiación.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Coberturas financieras.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Diversificación de fuentes de financiación.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre respecto al nivel de escenario del tipo de interés.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de crédito</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr><tr style="height: 77.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Crédito</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre sobre la evolución de los ratios de morosidad condicionados por el ciclo económico.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Análisis de solvencia de clientes para definir condiciones contractuales específicas.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Proceso de recobro.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Efecto transitorio COVID-19.</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo operacional</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr><tr style="height: 65.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos asegurables</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Accidentes, daños o indisponibilidades en los activos de Naturgy.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Planes de mejora continua.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización del coste total de riesgo y de las coberturas.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica</span></p></td><td class="cellStyle-ced0721418db69fa97e1edcf6a8f9a7b" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tensión creciente en el mercado asegurador ante exposición de catástrofes naturales.</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span>Riesgo medioambiental</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr><tr style="height: 99.7500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Medio ambiente</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Superación de los límites ambientales o daños a los ecosistemas y la biodiversidad producidos de forma natural o por acción humana.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Planes de emergencia en instalaciones con riesgo de accidente ambiental.&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Pólizas de seguro específicas.</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión integral ambiental.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-d4791135d5e2deb2c94a88f92ce94e9e" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Implantación de un Sistema Integrado de Gestión, certificado y auditado anualmente por AENOR.</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span>Riesgo de cambio climático</span></p></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td></tr><tr style="height: 105.7500000000000pt; "><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cambio climático y transición energética</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Incertidumbre derivada de la transición energética (regulación, mercado, tecnologías, &) y de los impactos físicos del cambio climático.</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Posicionamiento corporativo a través de la Política global de Medio Ambiente y del Plan de Medio Ambiente, donde se refuerza la gobernanza en temas de clima y se establecen objetivos de reducción de emisiones.</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estocástica/</span></p><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-62a48bedca6e893f017012f15bad72dd" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre normativa.</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="3"><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1" style="margin-bottom: 0; margin-top: 0; "><span>Riesgo reputacional</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-f3f765da0eabe3a1a60867c43783db1c" rowspan="1" colspan="1"></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td></tr></tbody></table></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 503.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 30.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 90.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="2"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tipo de riesgo</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Descripción</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Métrica</span></p></td><td class="cellStyle-c6083373bbcb6d9618284b0f1b5555b8" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tendencia</span></p></td></tr><tr style="height: 65.2500000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Imagen y reputación</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Deterioro de la percepción de Naturgy desde diferentes grupos de interés.</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Identificación y seguimiento de potenciales eventos reputacionales.<br/>Transparencia en la comunicación.</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-92d40ec316676688c70918fcb1814b02" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>Æ</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estabilización de las puntuaciones del índice MERCO.</span></p></td></tr><tr style="height: 105.7500000000000pt; "><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="2"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ciberseguridad</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Ataques maliciosos o eventos accidentales que afectan a los datos, las redes informáticas o la tecnología.</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Implementación medidas seguridad; Análisis de eventos y de aplicación de remedios; Formación.</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Escenarios</span></p></td><td class="cellStyle-aaa4f2900ba1209fb317132761418b50" rowspan="1" colspan="1"><p class="paraStyle-3f664e6ce4572bd5898a4d82fd50ace0" style="margin-bottom: 0; margin-top: 0; "><span>‘</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Endurecimiento del escenario cibernético. Plan de Protección Amenazas a efectos de mitigar probabilidad de materialización de riesgos e impacto asociado.</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-95e7eff21a85b86cf72c3824e0def924"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Métricas empleadas:</span></p><p class="paraStyle-62dc061ffe102eb5f5d45c31597fed50"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:16.82pt;">Estocástica:</span><span> generación de sendas de evolución de las magnitudes más relevantes, tomando como riesgo la máxima desviación respecto al escenario de referencia, de acuerdo a un nivel de confianza predeterminado. Las magnitudes mencionadas son, típicamente, ebitda, beneficio después de impuestos, </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">cash-flow</span><span> o valor.</span></p><p class="paraStyle-07d0d60910db927ecb217a7f55cce895"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:16.82pt;">Escenarios:</span><span> análisis del impacto respecto al escenario de referencia de un número limitado de posibles incidencias.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Los riesgos de carácter financiero (tipo de interés, tipo de cambio, precio de las materias primas (Commodities), riesgo de crédito, riesgo de liquidez) se desarrollan en la Nota 14 de la Memoria.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos de negocio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre del contexto macroeconómico</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Durante la última década la economía global ha venido creciendo a ritmos modestos marcada por el estancamiento en Europa de la actividad económica, así como la contracción económica de diversos países emergentes. En la Eurozona la recuperación desde la crisis de la deuda soberana que impactó también a España ha ido por detrás de la recuperación de otras economías avanzadas. Desde 2017 el crecimiento en Europa se aceleró si bien los fundamentales macroeconómicos estructurales no parecían suficientemente sólidos. En 2019 con las condiciones globales en progresivo estancamiento, el crecimiento de la Eurozona empezó a desacelerarse, reflejándose en niveles de inflación subyacente moderados, con pérdida de confianza de empresas y consumidores, reflejándose en un estancamiento del consumo y la inversión.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>A dicha tendencia cabe sumar la inestabilidad política en ciertos países, destacando especialmente la salida del Reino Unido de la Unión Europea en 2020, con la consiguiente incertidumbre en cómo serán las nuevas relaciones entre ambas partes.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este momento se desconoce con precisión el alcance y consecuencias a medio plazo de la crisis sanitaria COVID-19 y en qué medida y con qué velocidad se producirá la recuperación. No obstante, en el ejercicio 2020 el escenario macro y energético se ha visto profundamente impactado por la crisis del COVID-19, que se ha traducido en menores demandas de gas y electricidad en España y Latinoamérica y una depreciación relevante de las monedas en las regiones clave de Latinoamérica.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Exposición geopolítica&#160; </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy cuenta con intereses en países con distintos entornos políticos, económicos y sociales, destacando dos áreas geográficas principales:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">12</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a868af40d85ec3d0e2ea375eb7ce90bd" style="margin-top: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.41pt;">Latinoamérica</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-516f4679200e972a00c7adf3b4a62336"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una parte importante del resultado operativo de Naturgy es generado por sus filiales latinoamericanas. Las operaciones en Latinoamérica están expuestas a diferentes riesgos inherentes a la inversión en la región. Entre los factores de riesgo ligados a la inversión y negocio en Latinoamérica, cabe mencionar los siguientes: </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-f7f078d11ad6703832e55308398a14de"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Importante influencia en la economía por parte de los gobiernos locales;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Significativa fluctuación en la tasa de crecimiento económico;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Altos niveles de inflación;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Devaluación, depreciación o sobrevaloración de las divisas locales;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Controles o restricciones relativos a la repatriación de ganancias;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Entorno cambiante de los tipos de interés;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Cambios en las políticas financieras, económicas y fiscales;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Cambios inesperados en los marcos regulatorios;</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Tensiones sociales e</span></p><p class="paraStyle-03f3290900eced1b2d5b991bd180665d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.15pt;">Inestabilidad política y macroeconómica.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a868af40d85ec3d0e2ea375eb7ce90bd"><span>"</span><span style="padding-left:17.76pt;">Oriente Próximo y Magreb</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-516f4679200e972a00c7adf3b4a62336"><span>Naturgy cuenta tanto con activos propios como con importantes contratos de suministro de gas procedente de distintos países del Magreb y Oriente Próximo. La inestabilidad política en la zona puede derivar tanto en daños físicos sobre activos de empresas participadas por Naturgy como en la obstrucción de las operaciones de dichas u otras empresas que impliquen una interrupción del suministro de gas del Grupo.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos de mercado</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad de precio del gas y electricidad</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una parte significativa de los costes operativos de Naturgy están relacionados con los precios del gas natural y el gas natural licuado (GNL) tanto para la comercialización en los mercados regulados y liberalizados en los que opera como para suministrar a sus plantas de generación eléctrica de ciclo combinado.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En los negocios de comercialización de gas generalmente los precios que repercute Naturgy a sus clientes reflejan la evolución de los precios de mercado del gas natural. No obstante, dado que los suministros se realizan con contratos con horizonte temporal a largo plazo, en caso de escenarios súbitos de corrección de precios, la evolución de los costes de aprovisionamiento puede no reflejar la variación de dichos precios en entornos muy competitivos, pudiendo generar variabilidad adversa en los márgenes a corto plazo impactando la situación financiera de Naturgy. En este sentido los precios de los mercados están claramente influenciados por la dinámica de la demanda global, especialmente marcada por la evolución de los países asiáticos.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los contratos de aprovisionamiento de Naturgy cuentan en general con mecanismos, a través de cláusulas que garantizan la revisión de precios de carácter ordinario y extraordinario ante desajustes de los precios de aprovisionamiento. Estos procesos de revisión permiten la modulación de impactos ante eventuales desacoples entre los precios de venta de Naturgy en sus mercados y la evolución de los precios de su cartera de aprovisionamientos, aunque su resultado está sujeto al desarrollo de las negociaciones.</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9" style="margin-bottom: 0;"><span>Riesgo de volúmenes de gas y electricidad</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">13</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-top: 0;"><span><br/></span></p><p class="Bodytext"><span>La mayor parte de las compras de gas natural y gas natural licuado (GNL) se realizan a través de contratos a largo plazo, que incluyen cláusulas conforme a las cuales Naturgy tiene la obligación de comprar anualmente determinados volúmenes de gas (conocidas como cláusulas </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">take-or-pay</span><span>). Con arreglo a dichos contratos, a pesar de que Naturgy no necesite adquirir el volumen de gas comprometido para un momento determinado, estará obligado contractualmente a pagar la cantidad mínima comprometida de conformidad con las cláusulas </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">take-or-pay</span><span>. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>Los mencionados contratos contienen unos volúmenes de gas que se corresponden con las necesidades estimadas de Naturgy. No obstante, las necesidades reales pueden ser inferiores a las estimadas en el momento de suscripción de los contratos. En caso de producirse variaciones significativas en tales estimaciones, Naturgy estará obligado a adquirir un mayor volumen de gas del que efectivamente necesita o, en su defecto, a pagar por la cantidad de gas mínima comprometida, con independencia de que no adquiera el exceso sobre sus necesidades. Si bien dichos contratos cuentan con mecanismos de revisión de precio y ciertas flexibilidades en la compensación temporal de volúmenes (cláusulas </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">make up</span><span>), la contracción de la demanda en sus mercados principales o la pérdida de competitividad de los precios de los contratos podría afectar de un modo adverso a la situación comercial y financiera de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>En el ámbito eléctrico, el resultado de Naturgy está expuesto a la contracción de los volúmenes de generación de electricidad, condicionada por la evolución de la demanda eléctrica. Adicionalmente, dado el actual mix de generación de Naturgy, el volumen generado puede verse afectado por el creciente peso relativo de la generación con energías renovables. Igualmente, el resultado del negocio puede verse alterado por los niveles de producción renovable pudiendo llegar a impactar en el mix y costes de producción. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La contracción de volúmenes generados implicaría una mayor incertidumbre respecto al cumplimiento del posicionamiento generación/comercialización objetivo y la variabilidad de los resultados.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy gestiona de manera integrada sus contratos y activos a nivel global con objeto de optimizar los balances energéticos y poder corregir cualquier desviación de la manera más rentable posible.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presión competitiva en los mercados de gas y electricidad</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como se desprende de los riesgos mencionados previamente, relacionados con el volumen y precios de gas y electricidad, Naturgy opera en un entorno altamente competitivo. En particular los procesos de liberalización tanto en España como en otros mercados relevantes han tenido un impacto significativo en la presión competitiva en los precios finales de los mercados, y en los niveles retenibles de cuota de mercado. Por otro lado, en los últimos tiempos se ha producido una reducción de la demanda global de gas generando un exceso de suministros de GNL. Dicha presión ha sido especialmente relevante en España en el negocio de comercialización de gas debido al desacople entre los precios del gas de corto y largo plazo. La pérdida de competitividad y de cuota de mercado en tanto no se reacoplen dichos precios o se culminen las negociaciones o revisiones de precios contractuales, puede impactar en los resultados de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la industria eléctrica paralelamente, la liberalización en la Unión Europea ha incrementado la competencia con la entrada de nuevos agentes, afectando al mercado español. En ello la intensificación de los intercambios en los balances internacionales, unido a la irrupción de mayores niveles de competencia ha impactado en los niveles de liquidez y precios finales del mercado mayorista español. Todo ello puede afectar de forma adversa al desarrollo de los negocios de comercialización y generación eléctrica.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">14</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo regulatorio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo regulatorio y legal</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy y sus sociedades filiales están obligadas a cumplir con la normativa legal aplicable a los sectores de gas natural y de electricidad. En especial, los negocios de distribución gasista y eléctrico responden a actividades reguladas en la mayor parte de los países en los que Naturgy realiza dicha actividad.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La normativa legal aplicable a los sectores de gas natural y de electricidad en los países en los que opera Naturgy está típicamente sujeta a revisión periódica por parte de las autoridades competentes. La introducción de las referidas modificaciones podría incidir en el actual esquema de retribución de las actividades reguladas, afectando de un modo adverso al negocio, perspectivas, beneficios, subvenciones y situación financiera de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En particular, durante el año 2019, el Real Decreto-ley 1/2019 revisó la asignación de competencias regulatorias de la Comisión Nacional de los Mercados y la Competencia (CNMC) adecuándolas a las exigencias del derecho comunitario europeo habilitando a la CNMC para la fijación de los marcos metodológicos para el cálculo de la retribución para las actividades de distribución y transporte de gas y electricidad.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de la distribución eléctrica la Circular 5/2019 de la CNMC estableció la metodología de retribución para el próximo periodo regulatorio 2020-2025 que, aun siendo continuista, establece una serie de mejoras que clarifican las reglas y fomentan la eficiencia implicando un decremento retributivo que se aplicará progresivamente durante los seis años de dicho periodo.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En relación a la distribución de gas, la CNMC ha mantenido el modelo regulatorio basado en niveles de actividad para el próximo periodo regulatorio 2021-2026, realizando un ajuste gradual durante el periodo regulatorio. En abril de 2020 se aprobó la Circular de la CNMC según la cual la retribución del conjunto de las distribuidoras se reduciría de media un 9,6% para el conjunto del nuevo periodo regulatorio asumiendo que la demanda no se modificase y considerando que el decremento retributivo se aplicará progresivamente durante los seis años de dicho periodo.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, como consecuencia de la crisis COVID-19, la mayor parte de autoridades de los países en que opera Naturgy han establecido medidas regulatorias temporales que pueden afectar a las actividades reguladas.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy está expuesta a cualquier modificación de índole regulatoria o jurídica, así como a la interpretación que pueda realizar de dichas modificaciones. En caso de que los organismos públicos o privados que pudiera corresponder interpretaran o aplicaran de manera distinta al criterio de Naturgy la referida normativa, podría cuestionarse o recurrirse dicho cumplimiento y, de resultar probado cualquier incumplimiento, podría afectar de un modo material adverso al negocio, perspectivas, beneficios, subvenciones y situación financiera de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La gestión del riesgo regulatorio se basa en la comunicación fluida que Naturgy mantiene con los organismos reguladores. Adicionalmente, en el desempeño de las actividades reguladas, Naturgy ajusta sus costes e inversiones a las tasas de rentabilidad reconocidas para cada negocio.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgos relacionados con concesiones, licencias y otras autorizaciones administrativas</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dada la naturaleza regulada de buena parte de los sectores en que opera Naturgy, alguna de las actividades está sujeta a la obtención de concesiones, licencias u otras autorizaciones administrativas.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La rentabilidad y resultados de las inversiones de Naturgy está por tanto sujeto a la obtención y mantenimiento de dichas concesiones, licencias o autorizaciones a medio y largo plazo, aspecto que en algunas ocasiones puede situarse fuera del control del Grupo. Cualquier cambio político, social o económico en las jurisdicciones relevantes, puede afectar los planes de negocio proyectados e impactar de forma impredecible a los resultados y rentabilidad de las actividades reguladas de Naturgy.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">15</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-f5ec78b110c2b0e7e3d1d0c5fb41ac1f"><span>Riesgo operacional</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las actividades de Naturgy están expuestas a distintos riesgos operacionales, tales como averías en la red de distribución, en las instalaciones de generación de electricidad y en los buques metaneros, explosiones, emisiones contaminantes, vertidos tóxicos, incendios, condiciones meteorológicas adversas, incumplimientos contractuales, sabotajes o accidentes en la red de distribución de gas o activos de generación de electricidad, así como otros desperfectos y supuestos de fuerza mayor que podrían tener como resultado daños personales y/o materiales, deterioros de las instalaciones o propiedades de Naturgy o la destrucción de las mismas. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, cabe mencionar que Naturgy podría ser objeto de reclamaciones de responsabilidad civil por lesiones personales y/u otros daños causados en el desarrollo ordinario de sus actividades. La interposición de dichas reclamaciones podría conllevar el pago de indemnizaciones con arreglo a la legislación aplicable en aquellos países en los que Naturgy opera.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A pesar de que Naturgy cuenta con un amplio Programa de Seguros que permite cubrir su exposición operacional, la irrupción de acontecimientos como los relacionados puede impactar la situación financiera y resultados de Naturgy.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, cabe considerar la evolución del mercado de reaseguro internacional, que se ha visto afectado negativamente por la recurrencia y severidad de pérdidas por catástrofes naturales. Ello ha generado una respuesta de endurecimiento de condiciones sin precedentes con la retirada masiva de capacidad aseguradora en el mercado, pudiendo generar limitaciones de coberturas, niveles de franquicia y/o encarecimientos de costes significativos.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-f5ec78b110c2b0e7e3d1d0c5fb41ac1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo Medioambiental</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy es consciente de los impactos ambientales de sus actividades en el entorno donde se desarrollan, por lo que la compañía presta una especial atención a la protección del medio ambiente y al uso eficiente de los recursos naturales para satisfacer la demanda energética. En el respeto al medio ambiente Naturgy actúa más allá del cumplimiento de los requisitos legales y otros requisitos ambientales que voluntariamente adopta, involucrando a los proveedores, trabajando con los distintos grupos de interés y fomentando el uso responsable de la energía tanto en instalaciones propias como en los clientes.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La inadecuada gestión del cambio climático y de sus riesgos asociados puede suponer pérdidas sustanciales para la compañía, causadas por el incremento de la exposición a los desastres naturales, la tendencia de descarbonización del sector y la pérdida de afinidad por parte de los grupos de interés. Asimismo, una gestión ambiental indebida puede ocasionar impactos ambientales y el deterioro de las condiciones naturales y de la biodiversidad en las zonas en las que opera la compañía. Esto, además del impacto directo en el entorno natural, puede ocasionar un daño reputacional a la compañía, que es mayor si la compañía dispone de infraestructuras y/o realiza operaciones en áreas protegidas.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las instalaciones de Naturgy generan una serie de emisiones atmosféricas, vertidos líquidos, residuos, etc. que, cuando superan determinados límites, pueden generar impactos sobre el entorno, la biodiversidad o las personas. Asimismo, pueden producirse accidentes fortuitos en las instalaciones con consecuencias negativas sobre el entorno. Para prevenir este riesgo, se llevan a cabo las siguientes medidas a lo largo del ciclo de vida de los proyectos:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-317c493008ca3ef4ab9d89d2e668eed1"><span></span><span style="padding-left:12.44pt;">Para las nuevas instalaciones, se realizan los estudios ambientales y sociales pertinentes, con el fin de prevenir dichas afecciones durante la fase de diseño, adaptando los proyectos e incluyendo las medidas preventivas, correctoras y compensatorias necesarias.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21" style="margin-bottom: 0;"><span></span><span style="padding-left:12.44pt;">Durante las fases de construcción, operación y desmantelamiento, se llevan a cabo procedimientos de control operacional y, donde es necesario, estudios de evaluación de riesgos ambientales y planes de emergencia para prevenir los incidentes o minimizar sus daños. Así mismo, se llevan a cabo simulacros de emergencia ambiental donde se ponen a prueba dichos procedimientos.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">16</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Mantenimiento de un sistema de gestión medioambiental, auditado externamente y certificado, para prevenir y reducir los riesgos ambientales a lo largo de toda la cadena de valor. Adicionalmente, se contratan pólizas de seguro específicas para la cobertura de esta tipología de riesgos.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span style="padding-left:12.44pt;">Sistema Themis para la identificación, registro, seguimiento y gestión de los requisitos legales en todos los negocios y geografías.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span style="padding-left:12.44pt;">Sistema Enablon para el registro y gestión centralizada de los indicadores ambientales relativos a emisiones atmosféricas, consumo de materias primas, agua y otros recursos, vertidos, residuos, etc.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span style="padding-left:12.44pt;">Sistema de identificación y evaluación de Aspectos Ambientales en condiciones potenciales de emergencia.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de Cambio climático y transición energética</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>A los riesgos mencionados anteriormente sobre volúmenes de gas y electricidad, cabe añadir el efecto del cambio climático. La demanda de electricidad y de gas natural está ligada al clima. Una parte importante del consumo de gas durante los meses de invierno depende de las necesidades estacionales de consumo del segmento residencial a través de calefacción, así como necesidades de ciclos combinados para dar soporte a la producción del Sistema Eléctrico. Durante los meses de verano el consumo depende de la producción de electricidad destinada a las instalaciones de aire acondicionado, fundamentalmente. Los ingresos y resultados de Naturgy derivados de las actividades de distribución y comercialización de gas natural podrían verse afectados de forma adversa en el caso de que se produjesen otoños templados o inviernos menos fríos. Igualmente, la demanda de electricidad podría descender si se producen veranos menos calurosos. Asimismo, el nivel de utilización de las plantas de generación hidroeléctrica depende del nivel de precipitaciones pudiéndose ver afectado en épocas de sequía. En menor medida, Naturgy puede verse afectado por una mayor frecuencia de fenómenos meteorológicos extremos, como huracanes, inundaciones o sequías, interfiriendo en su operación comercial.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las políticas y medidas establecidas a nivel europeo con objeto de combatir el cambio climático podrían afectar significativamente al resultado de Naturgy en el medio y largo plazo en función del ritmo de la descarbonización y transición energética.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>Naturgy participa en distintos grupos de trabajo a nivel europeo que le permiten adaptar anticipadamente su estrategia a los nuevos desarrollos normativos. Adicionalmente, participa en proyectos de desarrollo limpio orientados a reducir las emisiones de CO</span><span class="Subscript">2</span><span>.&#160; </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-f5ec78b110c2b0e7e3d1d0c5fb41ac1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo Reputacional</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy tiene identificados sus grupos y subgrupos de interés y define el riesgo reputacional como el gap entre las expectativas de estos grupos y el desempeño de la Compañía. Estas expectativas de los grupos de interés se abordan a través de la elaboración de un Plan de Sostenibilidad que determina líneas de acción a implantar. Naturgy desarrolló durante 2019 un Plan Director de Sostenibilidad 2019-2022, que acompaña al proceso de transformación de la compañía y se alinea con el Plan Estratégico 2018-2022, con el propósito de facilitar el cumplimiento de la estrategia, aprovechar oportunidades en materia de sostenibilidad y desarrollar acciones, y objetivos para dichas acciones, alineadas con los compromisos de la Política de Responsabilidad Corporativa y los Objetivos de Desarrollo Sostenible (ODS).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Los compromisos de la Política de Responsabilidad Corporativa se desarrollan en la Política global de Medio Ambiente</span><span class="charStyle-7dbc97514740d6d8038e3fe3a44ed60e"> </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">y aplica a todas las geografías y negocios, donde se establece que, desde su potencial de contribuir a la protección del medio ambiente, Naturgy asume voluntariamente el compromiso de ser un actor clave en la transición energética hacia un modelo de economía circular, bajo en carbono y digital. Para ello, se establecen cuatro ejes ambientales estratégicos:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">17</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1. Gobernanza y gestión ambiental</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2. Cambio climático y transición energética</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3. Economía circular y ecoeficiencia</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4. Capital natural y biodiversidad</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-d2fa4cfb7b3362dd491ae0ddd6fc3a28"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de Ciberseguridad</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>Naturgy está expuesta a amenazas en relación con la disponibilidad, confidencialidad, integridad y privacidad de la información y tecnología que soportan los procesos de los negocios, así como al riesgo del no cumplimiento de regulación relacionada con ciberseguridad.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Dichas amenazas incluyen, por ejemplo, el acceso no autorizado, así como el uso, interrupción, modificación o destrucción de información como consecuencia de actos terroristas, ataques maliciosos, sabotajes, así como otros actos intencionados. El acceso no autorizado a los sistemas de información y tecnológicos puede también comprometer datos de los negocios o información de clientes, resultando en multas por no cumplimiento de la legislación en materia de protección de datos.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Si bien Naturgy cuenta con los planes de contingencia y seguridad, así como pólizas de seguro que cubren dicha exposición, la situación financiera y el posicionamiento reputacional del Grupo podría verse afectado negativamente ante algún evento de los descritos anteriormente.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>2.3. Principales oportunidades</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las principales oportunidades con las que Naturgy cuenta son:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-317c493008ca3ef4ab9d89d2e668eed1"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:12.44pt;">Equilibrada posición</span><span> estructural en negocios y áreas geográficas, con flujos estables, y predominio de negocios regulados o cuasiregulados que permiten optimizar la captura de los crecimientos de demanda energética y maximizar las oportunidades de nuevos negocios en nuevos mercados.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:12.44pt;">Generación renovable</span><span>: Incremento de la capacidad de generación renovable a nivel internacional, dada la competitividad en costes de las energías renovables y la presencia de Naturgy en mercados en crecimiento.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:12.44pt;">Operación y crecimiento en Redes</span><span>, apalancado en marcos regulatorios sólidos y focalizado en la mejora continua, digitalización y automatización</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:12.44pt;">Desarrollos tecnológicos e innovación</span><span>: Naturgy apuesta por proyectos de innovación y desarrollo relacionados con hidrógeno, gas renovable, eficiencia energética, sostenibilidad, movilidad y transición justa, como medio para generar un suministro de energía fiable y sostenible.</span></p><p class="paraStyle-53f3038ed83fe26ff685916a5fae3a21"><span></span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95" style="padding-left:12.44pt;">Portfolio de aprovisionamiento de gas natural y GNL</span><span>: La gestión de gasoductos, la participación en plantas y la flota de buques metaneros permite cubrir las necesidades de los diferentes negocios del Grupo de manera flexible y diversificada, asegurando el suministro y permitiendo aprovechar las oportunidades de mercado que aparezcan. Naturgy es uno de los mayores operadores de GNL en el mundo y referente en la cuenca Atlántica y Mediterránea.</span></p><p class="paraStyle-a0e88de9d43f96718899bb408cf7c3d0"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_145"></div><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3. Gobierno Corporativo</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Se incluye como Anexo a este Informe de Gestión, y formando parte integrante del mismo, el Informe Anual de Gobierno Corporativo del ejercicio </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">2020</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, tal y como requiere el artículo 526 de la Ley de Sociedades de Capital.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.1. Modelo de Gobierno Corporativo</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El gobierno en Naturgy se rige acorde a los principios de eficacia y transparencia establecidos de acuerdo con las principales recomendaciones y estándares existentes a nivel internacional.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El conjunto de normas de gobierno está formado básicamente por:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-25d4f2addce1ec6167321196441bb977"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Estatutos Sociales (aprobados en 2018, actualizados en 2020).</span></p><p class="paraStyle-e41e061f45faa49e895eee8820bd9f5c"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Reglamento del Consejo de Administración y sus comisiones (actualizado en 2020).</span></p><p class="paraStyle-e41e061f45faa49e895eee8820bd9f5c"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Reglamento de la Junta General de Accionistas (aprobado en 2018, actualizado en 2020).</span></p><p class="paraStyle-e41e061f45faa49e895eee8820bd9f5c"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Política de Derechos Humanos (actualizada en 2019).</span></p><p class="paraStyle-e41e061f45faa49e895eee8820bd9f5c"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Código Ético (actualizado en 2015).</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">A 31 de diciembre de </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">2020</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> y </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">2019</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, los principales accionistas de Naturgy son:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><div style="line-height: 1.1500000000000; "><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="2"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Participación en el capital social %</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2020</span><span class="Superscript">(4)</span></p></td><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>2019</span><span class="Superscript">(4)</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Fundación Bancaria Caixa d'Estalvis i Pensions de Barcelona, la Caixa</span><span class="Superscript"> (1) </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24,8</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>24,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Global Infrastructure Partners III </span><span class="Superscript">(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,6</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,3</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners SICAV-FIS, S.A. </span><span class="Superscript">(3)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,7</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>20,4</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Sonatrach </span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4,1</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>4,1</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(1) Participación a través de Criteria Caixa S.A.U.</span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(2) Global Infrastructure Partners III, cuyo gestor de inversión es Global Infrastructure Management LLC, ostenta indirectamente su participación a través de GIP III Canary 1, S.à.r.l.</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(3) A través de Rioja Acquisitions S.à.r.l. </span></p></td></tr><tr style="height: 15.0000000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="3"><p class="paraStyle-131305af577c7e5b7cd9e29f028e4d84" style="margin-bottom: 0; margin-top: 0; "><span>(4) No se incluye Capital Research and Management Company que a 31 de diciembre de 2019 poseía un 3,0% del capital social puesto que se considera capital flotante ya que el límite del 3% se sobrepasa o se reduce de forma ocasional.</span></p></td></tr></tbody></table><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La estructura de gobierno de Naturgy es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><img style="height: 161.2500000000000pt; width: 385.5000000000000pt; " 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" alt=""></img></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.2. Junta General de Accionistas</span></p><p class="paraStyle-9feceac819a5d2917b1a0d0e7c548f6c" style="font-size: 10.0000000000000pt; "><span class="charStyle-da557e635df75b99a12c7d0bb2d24aa5">Tienen derecho a asistir físicamente cualquier accionista, siempre que</span><span class="charStyle-a4024d84e888bacbe0f90ad9019c8c27">&#160; </span><span class="charStyle-da557e635df75b99a12c7d0bb2d24aa5">tenga inscrita la titularidad de sus acciones en el correspondiente registro contable con cinco días de antelación.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.3. Consejo de Administración</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy estructura el funcionamiento de su máximo órgano de administración, el Consejo de Administración, a través de su funcionamiento en Pleno y en Comisiones, en atención a los requerimientos de la Ley de Sociedades de Capital. Por ello, el Consejo de Administración de Naturgy cuenta con una Comisión de Auditoría y Control, una Comisión de Nombramientos, Retribuciones y Gobierno Corporativo y una Comisión de Sostenibilidad, que ejercen las funciones que la Ley les encomienda, contando dichas comisiones con mayoría de Consejeros independientes en su composición.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La gestión preventiva de riesgos y la consideración de aspectos ligados a la responsabilidad corporativa forman parte de las actividades del Consejo de Administración, máximo responsable de la aprobación de las políticas de gobierno corporativo y responsabilidad corporativa. Anualmente, a través de la formulación de los respectivos informes, revisa y aprueba la información acerca de los riesgos y oportunidades en dichas materias.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En ejercicio de sus competencias, los principales temas considerados por el Consejo de Administración durante 2020, han sido los siguientes:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-25d4f2addce1ec6167321196441bb977"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Reflexión estratégica</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Presupuesto 2020 y seguimiento operativo continuo</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Seguimiento situación Crisis COVID-19</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Seguimiento de la actividad de la Compañía</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Plan de rotación del portfolio </span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Cuestiones en materia de seguridad y salud</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Información financiera y contable</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Mapa de riesgos</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Retribución al accionista. </span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Gobierno corporativo: mejoras en aspectos de gobierno corporativo para su adaptación a la modificación de la Guía de Buen Gobierno Corporativo de la CNMV de junio de 2020 y aprobación de los informes anuales de Gobierno Corporativo y remuneraciones de los Consejeros, entre otros informes preceptivos.</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Convocatoria de la Junta General de Accionistas: acuerdos que propone el Consejo, informes y documentación complementaria</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Selección y propuestas de nombramientos en los órganos de administración.</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Retribución de los empleados</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Estrategia de financiación </span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Análisis principales Proyectos</span></p><p class="paraStyle-bd33a129e61a49605751544eac130d7f"><span></span><span style="padding-left:12.44pt;">Ciberseguridad</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración de Naturgy está formado por 12 miembros, la Comisión de Auditoría y Control por 7 miembros, la Comisión de Nombramientos, Retribuciones y Gobierno Corporativo por 7 miembros y la Comisión de Sostenibilidad por 5 miembros.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">20</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La composición del Consejo de Administración y las distintas comisiones a 31 de diciembre de 2020 es la siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 66.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-3887d02ec9d975d1b82579928bc3f83c" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejo de Administración</span></p></td><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-3887d02ec9d975d1b82579928bc3f83c" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Comisión de Auditoría y Control</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-3887d02ec9d975d1b82579928bc3f83c" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Comisión de Nombramientos,&#160; Retribuciones y Gobierno Corporativo</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-3887d02ec9d975d1b82579928bc3f83c" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de Sostenibilidad</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-3887d02ec9d975d1b82579928bc3f83c" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturaleza del cargo</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-e883ae854955d356b2b24b954e82ed59" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Antigüedad en el Consejo</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presidente Ejecutivo</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Reynés Massanet</span></p></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-7224c26d33f25f0c92e42f29852866ee" rowspan="1" colspan="1"></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ejecutivo</span></p></td><td class="cellStyle-38a4e8f21884f69d2f2369aa4a51d783" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">06/02/2018</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero coordinador</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Ramón Adell Ramón</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presidente</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Independiente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18/06/2010</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Isabel Estapé Tous</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span>16/03/2020</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Marcelino Armenter Vidal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21/09/2016</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Belil Creixell</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presidente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Independiente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">14/05/2015</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Helena Herrero Starkie</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Presidenta</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Independiente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">04/05/2016</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Rajaram Rao</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21/09/2016</span></p></td></tr><tr style="height: 27.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rioja S.à.r.l, D. Javier de Jaime Guijarro</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">01/08/2019</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Pedro Sáinz de Baranda Riva</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Independiente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27/06/2018</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Claudio Santiago Ponsa</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Independiente</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27/06/2018</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Lucy Chadwick</span></p></td><td class="cellStyle-0adb89fc41513b1c959994e495993161" rowspan="1" colspan="1"><p class="paraStyle-8004bff6a84b43bf979f80f14d1cd059" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">16/03/2020</span></p></td></tr><tr style="height: 59.2500000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Theatre Directorship Services Beta, S.à.r.l., D. José Antonio Torre de Silva López de Letona</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Vocal</span></p></td><td rowspan="1" colspan="1"></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dominical</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18/05/2018</span></p></td></tr><tr style="height: 18.7500000000000pt; "><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Secretario no consejero</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Manuel García Cobaleda</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Secretario no consejero</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Secretario no consejero</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Secretario no consejero</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-e278226494f0ceea5cb518f929fad270" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">N/A</span></p></td><td class="cellStyle-bb0e153251065c598d5393bec2670dde" rowspan="1" colspan="1"><p class="paraStyle-3e1ee9e92501dc770f324969a7c23351" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">29/10/2010</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.4. Estructura de Dirección</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En cuanto a la estructura de dirección de Naturgy, está formada por tres unidades de negocio (Gestión de la Energía y Redes, Renovables y Nuevos Negocios y Comercialización) y unidades corporativas que garantizan el control de forma centralizada.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se considera como Personal Directivo los directivos con dependencia jerárquica directa del Presidente Ejecutivo, D. Francisco Reynés Massanet. A 31 de diciembre de 2020 está compuesto por los siguientes Directivos:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Unidades de Negocio</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-1bd4aa67956fcefec21008f0c5ee477a"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">Dirección Gestión de la Energía y Redes dirigida por </span><span class="charStyle-3aa512129b7cc0a83993406f86b05b48"> </span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">D. Pedro Larrea Paguaga </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección Renovables y Nuevos Negocios dirigida por D. Jorge Barredo López</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección Comercialización dirigida por D. Carlos Francisco Vecino Montalvo</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Unidades Corporativas</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>Dirección de Sistemas de Información dirigida por D. Rafael Blesa Martínez</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección de Mercados Financieros dirigida por D. Steven Fernández Fernández</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección Planificación, Control y Administración dirigida por D. Jon Ganuza Fernández de Arroyabe</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>Dirección de Secretaría General y del Consejo dirigida por D. Manuel García Cobaleda</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección de Sostenibilidad, Reputación y Relaciones Institucionales dirigida por D. Jordi García Tabernero</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dirección de Personas y Organización dirigida por D. Enrique Tapia López</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_148"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-8cf023955ca03c16e06115bd05268c45" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 353.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 30.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>4.</span></p></td><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Evolución previsible del Grupo</span></p></td></tr></tbody></table><p class="paraStyle-8cf023955ca03c16e06115bd05268c45" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>4.1.</span><span class="charStyle-edd7deb1add36ca38be4ec561e833b61">&#160; &#160; &#160;  </span><span>Bases estratégicas</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Plan Estratégico 2018-2022 a través del cual el grupo estableció su modelo de negocio centrado en la creación de valor fue presentado en Londres el 28 de junio de 2018. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con él Naturgy se enfocó en dar respuesta a su propio modelo industrial basado en:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Considerar la transición energética como una oportunidad.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Ser una empresa competitiva y ágil.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Transformación a través de la digitalización.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Posicionar al cliente en el centro del modelo.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Considerar la transición energética como una oportunidad</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">En la transición energética hacia energías con menores emisiones de CO</span><span class="Subscript" style="font-size: 12.0000000000000pt; ">2 </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">necesaria para cumplir con los objetivos marcados en el Acuerdo de París de 2015 sobre cambio climático, Naturgy considera que el gas natural y las energías renovables tendrán un papel muy relevante. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, en el proceso de electrificación y mejora de la eficiencia energética los activos de infraestructuras de Naturgy jugaran también un papel clave en los próximos años, apoyando una mayor electrificación así como la mayor penetración del gas en los países donde ya se opera.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ser una empresa competitiva y ágil</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se definieron unas palancas sólidas y tangibles para conseguir los compromisos de eficiencia marcados en el Plan Estratégico:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Organización: los negocios serán unidades autónomas totalmente responsables, buscando la optimización del personal propio. Para ello, a nivel organizativo, se han implementado cambios tanto en el gobierno corporativo como en la estructura organizativa que facilitan la toma de decisiones y la autonomía y responsabilidad de las unidades de negocio, siempre garantizando el control por parte de la corporación. </span></p><p class="paraStyle-9594fb5aac72cd193cf18b9f83cdc035" style="font-size: 10.0000000000000pt; "><span></span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7" style="padding-left:11.89pt;">Reingeniería de procesos: revisando los contratos de servicios de proveedores, realizando, siempre que sea necesario, nuevas relaciones de colaboración con proveedores para lograr la automatización o el </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">outsourcing</span><span class="charStyle-a7c752770f438acf9043ecde3e03deef"> </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">de tareas definidas como no fundamentales (</span><span class="charStyle-3204e369163ef598ad6bb675841d948d">non core tasks</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">).</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Gestión de activos: búsqueda de mejores prácticas para optimizar el mantenimiento de activos, basadas en modelos predictivos y centros de excelencia.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy presentó un nuevo plan de eficiencias y se comprometió a una reducción de gastos operativos anuales de 500 millones de euros en 2022.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Transformación a través de la digitalización</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A nivel de digitalización, se definieron las palancas clave para 2022:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Relación con el cliente: 75% de los servicios prestados vía canales digitales y 20% de penetración vía internet de las cosas (loT).</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Procesos y operaciones: Más del 80% de automatización de procesos internos y operaciones.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d" style="margin-bottom: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Control remoto de los activos: Referido al control de los activos, conseguir un nivel del 80% de sensorización y de control remoto en el año 2022, en contraste al 56% de finales de 2017. </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">22</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9594fb5aac72cd193cf18b9f83cdc035" style="font-size: 10.0000000000000pt; margin-top: 0;"><span></span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7" style="padding-left:11.89pt;">Técnicas avanzadas de análisis: Implementar más del 90% de gestión basada en los datos (</span><span class="charStyle-3204e369163ef598ad6bb675841d948d">data-driven management</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">) en todo el Grupo. En este aspecto, los principales proyectos se centran en los siguientes campos: desarrollar modelos predictivos de mantenimiento de activos; en el área de clientes, aplicar modelos para buscar la segmentación de clientes, para la predicción de abandono y cancelación de contratos de clientes y modelos de precios avanzados.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Estos proyectos resultan clave para liderar la transformación del Grupo.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Posicionar al cliente en el centro del modelo</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Busca reforzar nuestro compromiso con el cliente situándolo en el centro de la estrategia de Naturgy basado en:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-729048eae5bb4a1ff1aa54e856d64006" style="font-size: 10.0000000000000pt; "><span></span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7" style="padding-left:11.89pt;">Un único modelo de experiencia de cliente (</span><span class="charStyle-3204e369163ef598ad6bb675841d948d">customer experience</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">)</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Definir servicios y soluciones que aporten al cliente mayor valor añadido.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Mejorar la segmentación de los clientes.</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Innovación y digitalización.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Para ello, la clave son las nuevas innovaciones tecnológicas, tales como </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">Smart apps</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">Smart meters</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, control remoto, autoconsumo eléctrico, almacenamiento de energía.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.2. Creación de valor</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El principal objetivo del Plan Estratégico 2018-2022 era orientar a la compañía hacia la creación de valor y establecer las bases del nuevo modelo industrial del Grupo. El compromiso de Naturgy con la creación de valor se asienta sobre cuatro pilares básicos: simplicidad y </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">accountability</span><span>, optimización, disciplina de inversión y remuneración al accionista.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Simplicidad y a</span><span class="charStyle-d1544d52468f46f2f1dd4d4ee5aaff34">ccountability</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-42a3e88189263bc18d469403b78ecb1c"><span>1.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.10pt;">Gobierno corporativo y estructura organizativa</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A nivel de gobierno corporativo, en 2018 se llevaron a cabo cambios clave, como la reducción de los miembros del Consejo de Administración, que pasaron de 17 a 12 miembros (el presidente ejecutivo, seis consejeros dominicales y cinco independientes). </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se adaptó la estructura organizativa de negocio y se redujeron las funciones corporativas con el objetivo de que los negocios operasen de forma autónoma y totalmente responsable y que la corporación se centrase en tareas de valor añadido y en garantizar el control de forma centralizada.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, se creó un nuevo Comité de Opex y Capex con la responsabilidad de asegurar la ejecución del plan de eficiencias de la compañía, así como el cumplimiento de los criterios de la disciplina de inversión establecidos en el Plan Estratégico.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con estos cambios Naturgy simplificó su gobierno corporativo para agilizar la toma de decisiones y rediseñó su estructura organizativa dando mayor autonomía y responsabilidad a cada uno de los negocios.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-fec8db0e0d0f8a3b80fb3f37447c40c1"><span>2.</span><span style="padding-left:12.93pt;">Posicionamiento estratégico</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy estableció los siguientes criterios para definir su posicionamiento estratégico:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">23</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 62.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 203.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 201.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-59d1caa31bf2ba304b2f4a00edbd6ff8" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dónde invertir</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-59d1caa31bf2ba304b2f4a00edbd6ff8" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dónde desinventir</span></p></td></tr><tr style="height: 68.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-95e7eff21a85b86cf72c3824e0def924" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Mercados</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-top: 0; "><span class="charStyle-3d73f6e9251c35a30bbfb8c98f70a6d1"></span><span>- Mercados grandes con potencial de crecimiento.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>- Con una relevante cuota de mercado o tamaño crítico.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>- Que fomenten la seguridad jurídica.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; "><span>- Entornos macroeconómicos estables (Países tipo UE, América del Norte, OCDE).</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-top: 0; "><span class="charStyle-3d73f6e9251c35a30bbfb8c98f70a6d1"></span><span>-Mercados pequeños y/o con poco potencial de crecimiento.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>-Riesgo regulatorio elevado.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>-Elevada concentración.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; "><span>-Entornos macroeconómicos volátiles.</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-95e7eff21a85b86cf72c3824e0def924" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Negocios</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-top: 0; "><span class="charStyle-3d73f6e9251c35a30bbfb8c98f70a6d1">.</span><span>-Redes de electricidad o gas.&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; -Renovables.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>-Ventas de energía eléctrica con contratos.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span>- Servicios al cliente.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; "><span>- Participaciones con control societario.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-Poca integración o sinergias con el resto del Grupo.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-Volatilidad sin cobertura.</span></p><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-Participaciones financieras sin control societario.</span></p></td></tr><tr style="height: 12.0000000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-95e7eff21a85b86cf72c3824e0def924" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rentabilidad</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-Dentro de los criterios de rentabilidad.</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-af3ee558c154243b2394d0e759a8fcb6" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-Fuera de los criterios de rentabilidad.</span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a9f02f1bd19c7ebc08a1b451768978a2"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">La visión estratégica de Naturgy a largo plazo pasa por operar en un menor número de geografías </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">core</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, manteniendo los beneficios de la diversificación pero reduciendo su exposición en aquellos mercados </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">non-core</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> o de mayor riesgo, aumentar el peso de la electricidad en su mix de negocio vs. gas, y mantener un perfil regulado que proporcione visibilidad y estabilidad a su generación de caja a largo plazo.</span><span style="font-size: 12.0000000000000pt; "> </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las líneas estratégicas financieras se centran en la reducción del Opex, la optimización del Capex así como en una estricta disciplina de inversión, potenciando el desarrollo orgánico. Cualquier optimización se someterá a la supervisión del Comité de Opex y Capex.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Dentro del Plan Estratégico 2018-2022, la compañía mantuvo la optimización de los negocios con nuevas medidas de eficiencia que comprometen una reducción de gastos operativos anuales de 500 millones de euros en 2022. Dichas eficiencias están centradas en el análisis de aquellas actividades </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">non core</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> de la compañía, así como en la asignación de las funciones operativas en cada una de las unidades de negocio correspondientes, todo ello apoyado por los procesos de digitalización.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Disciplina de inversión</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Se definen 4 reglas de oro (</span><span class="charStyle-3204e369163ef598ad6bb675841d948d">golden rules</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">) para asegurar la creación de valor y el crecimiento rentable tanto en las inversiones orgánicas como inorgánicas:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-fabd51568a151e3a5b7d2af46f71d6d8"><span>1.</span><span style="padding-left:9.67pt;">Fijación de un umbral en la tasa de retorno del capital, marcando unos objetivos de rentabilidad mínimos por negocios, actividades y países que aseguren la creación de valor.</span></p><p class="paraStyle-7761861b359586850671503d94d339a0"><span>2.</span><span style="padding-left:9.67pt;">Posicionamiento claro con foco en los mercados y negocios objetivos.</span></p><p class="paraStyle-7761861b359586850671503d94d339a0"><span>3.</span><span style="padding-left:9.67pt;">Liderazgo industrial a través de subsidiarias controladas.</span></p><p class="paraStyle-7761861b359586850671503d94d339a0"><span>4.</span><span style="padding-left:9.67pt;">Gestión del riesgo, minimizando la volatilidad de los precios de </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">commodities</span><span> y tipos de cambio.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">El objetivo de disciplina financiera marcada es fortalecer el </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">cash flow</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> libre que sustentará la inversión y el crecimiento industrial del grupo a la vez que una remuneración al accionista atractiva y sostenible.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Remuneración al accionista</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La compañía aumentó el dividendo a cargo de los resultados de 2018 un 30% hasta los 1,30 euros por acción. </span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo al Plan Estratégico 2018-2022, Naturgy se comprometió con sus accionistas a incrementar el dividendo, en efectivo, un mínimo de un 5% anual hasta finalizar el periodo y a ejecutar tres pagos por dividendo:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-fabd51568a151e3a5b7d2af46f71d6d8"><span>1.</span><span style="padding-left:9.67pt;">al finalizar el primer semestre (20% del importe total del dividendo) </span></p><p class="paraStyle-7761861b359586850671503d94d339a0"><span>2.</span><span style="padding-left:9.67pt;">al finalizar el tercer trimestre (35%) </span></p><p class="paraStyle-7761861b359586850671503d94d339a0"><span>3.</span><span style="padding-left:9.67pt;">una vez celebrada la Junta General de Accionistas (45% restante) </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">24</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; margin-top: 0;"><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Para reforzar la nueva política de retribución al accionista, y en caso de no materializar inversiones inorgánicas que cumplan los criterios mínimos de inversión establecidos, la compañía estableció que podría destinar un máximo de 2.000 millones de euros en el periodo a recompra de acciones propias (</span><span class="charStyle-3204e369163ef598ad6bb675841d948d">share buy back</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">) con un máximo de 400 millones por año. Como consecuencia del impacto provocado por el COVID-19 y el nivel de incertidumbre asociado a futura demanda energética y otros variables clave, Naturgy decidió interrumpir su programa de recompra de acciones propias durante el año 2020, para preservar una mayor flexibilidad y fortaleza financiera durante la crisis sanitaria.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.3.&#160; Implantación del Plan Estratégico 2018-2022</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-ba70ffff19e966d322250457801ae64b" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">En la actualidad, Naturgy está trabajando en la elaboración de un nuevo plan estratégico que refleje, entre otras cosas, el deterioro contrastado en el segundo semestre del año derivado del COVID-19 y con impacto en demanda, escenario macroeconómico y precios de commodities. </span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce" style="font-size: 12.0000000000000pt; "> </span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A lo largo de 2020 Naturgy ha continuado con la implantación de los pilares estratégicos establecidos en el Plan 2018-2022.</span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13"><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se ha profundizado en la optimización y automatización de procesos core y el fortalecimiento de la posición de la compañía, centrada en la estructura financiera y el avance de los compromisos ESG.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span>Entre los principales avances en este sentido destacan:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span>Portfolio de negocios</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>A lo largo de 2020, Naturgy ha profundizado en su estrategia de transformación a través de la rotación de activos, con el objetivo no sólo de simplificar el portfolio sino de avanzar decididamente en la reducción del perfil de riesgo de la compañía y en convertirse en una compañía líder en la Transición Energética.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>En este sentido, en noviembre de 2020 Naturgy alcanzó un acuerdo con la compañía estatal china </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">State Grid International Development Limited</span><span> (SGI) para la venta de su participación, del 96,04%, en la Compañía General de Electricidad (CGE) de Chile por un importe total de 2.570 millones de euros, fijado en euros y pagadero en efectivo una vez finalice la transacción.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>En diciembre de 2020, Naturgy llegó a un acuerdo para resolver de manera amistosa las disputas que afectan a Unión Fenosa Gas (UFG), sociedad participada al 50% por Naturgy y ENI. Las partes han ratificado el acuerdo por el que Naturgy recibirá una serie de pagos en efectivo, así como la mayoría de los activos fuera de Egipto, excluyendo las actividades comerciales de UFG en España.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Con estos acuerdos, Naturgy demuestra su capacidad para simplificar y reducir el riesgo de su posicionamiento empresarial, con el fin de destinar su capital y recursos a aquellos negocios que maximicen la creación de valor a largo plazo para todos sus </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">stakeholders</span><span>.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reducción del perfil de riesgo del Grupo</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Durante el primer semestre del año, Naturgy comenzó a tomar medidas para reducir el riesgo en su cartera de negocios mediante la renegociación de sus contratos de aprovisionamiento de gas sobre la base de los mecanismos de revisión ordinaria y extraordinaria contemplados en dichos acuerdos. Este proceso dará lugar en última instancia a una mejor alineación de los contratos con las condiciones de mercado actuales.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Además, la compañía también ha aumentado su liquidez disponible a</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563"> aproximadamente 10.000 millones de euros a cierre de diciembre, lo que supone un aumento cercano a 2.000 millones de euros con respecto a diciembre de 2019. Este nivel, junto con la generación de caja operativa, permite al Grupo hacer frente con comodidad a sus obligaciones financieras en un futuro previsible.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">25</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b" style="margin-top: 0;"><span>Reforzar el equipo y adaptar la organización</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Continuando con su proceso de transformación, en 2020 Naturgy ha reorganizado sus negocios en torno a tres áreas estratégicas: Gestión de la Energía y Redes, Renovables y Nuevos Negocios y Comercialización. Esta nueva organización permite una mejor visibilidad de la evolución de los negocios y para liderar estas áreas, Naturgy ha atraído a tres directivos de alto calibre con probada trayectoria y relevante experiencia en emprendimiento.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span>Redefinir y optimizar las operaciones</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">También se aceleró el plan de eficiencias 2018-2022. Naturgy ha sido capaz de ejecutar su plan de eficiencias de 500 millones de euros dos años antes de lo previsto y continúa trabajando en mayores eficiencias para los próximos años. Estos esfuerzos ayudarán a compensar parcialmente el difícil escenario energético y el impacto del COVID-19.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span>Fortalecimiento de los compromisos ASG (Ambiental, Social, Gobierno)</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Además de los esfuerzos realizados para apoyar y proteger los intereses de sus grupos de interés durante el brote de COVID-19, Naturgy también ha adoptado medidas decisivas para promover sus compromisos en materia de ASG.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-83ccb40c164b08c195782de93b003344" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">El Plan de Medioambiente aprobado en diciembre 2019 estableció nuevas metas para reducir sus emisiones de gases de efecto invernadero (reducir la intensidad de CO</span><span class="charStyle-b357043f0f81a2f3586cb495aa3dea1d">2</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> en la generación de electricidad y aumentar el peso en su capacidad de generación proveniente de fuentes renovables). El cierre de las centrales eléctricas de carbón de la compañía en junio de 2020 y los planes para reemplazarlas con nuevos desarrollos renovables contribuirán a los objetivos mencionados.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Además, se ha creado un Comité de Sostenibilidad a nivel del Consejo de Administración para supervisar el progreso y el papel de la empresa en la transición energética junto con todos sus aspectos e indicadores ambientales, de salud y seguridad y de responsabilidad social.</span></p><p class="paraStyle-9b68d4b0f3fac19eab1af063b1a8fedc"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; </span></p><p class="paraStyle-5f6f130ecfcb9238224a41e33aa9bb7b"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_151"></div><div style="line-height: 1.1500000000000; "><p class="paraStyle-da1c26a116eb45f9796e17b82d9f69fe" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 340.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 17.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>5.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Innovación sostenible</span></p></td></tr></tbody></table><p class="paraStyle-da1c26a116eb45f9796e17b82d9f69fe" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Visión y enfoque de gestión</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>Una de las palancas claves de crecimiento para Naturgy es la innovación, ya que habilita la incorporación de nuevas o mejores prácticas, nuevos modelos de negocio y tecnologías que permiten que la compañía sea más eficiente y competitiva. Siempre a la vanguardia y poniendo al cliente en el centro de todo su esfuerzo.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>La forma de concebir la innovación le permite transformar los riesgos en oportunidades, como contribución a la creación de una compañía ágil y capaz de vivir con solvencia en un marco de transformación constante. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy considera indispensable la aportación de la innovación para el cumplimiento de los objetivos estratégicos.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Durante el año 2020 el modelo de innovación de Naturgy ha evolucionado, integrándose en la dirección de Renovables y Nuevos Negocios, lo que supone una apuesta de futuro en la agilización de los procesos de puesta en marcha de los modelos de negocio más disruptivos.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Inversión en innovación (millones de euros)</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-a055d7d60ca372d579fb30d2ebc4ea13" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">En 2020, la cifra total de inversión en innovación ascendió a 37 millones de euros (36 millones de euros para el ejercicio 2019),</span><span style="font-size: 12.0000000000000pt; ">&#160; </span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">según se indica a continuación:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; margin-bottom: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">26</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; margin-top: 0;"><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 329.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f9891e3f3dbff52eb6faa8267aefe16" rowspan="1" colspan="1"></td><td class="cellStyle-4208f1c72eea4877dc08ceec952303ac" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-4208f1c72eea4877dc08ceec952303ac" rowspan="1" colspan="1"><p class="paraStyle-8ca093ed90d0ba7692f1da306292e1b9" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-607dac6ce476d1705d9386a6f388af03" style="margin-bottom: 0; margin-top: 0; "><span>Inversión en innovación</span></p></td><td class="cellStyle-4208f1c72eea4877dc08ceec952303ac" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>37</span></p></td><td class="cellStyle-8f5d7533d3537ab7408b8a161885d032" rowspan="1" colspan="1"><p class="paraStyle-bb5cb640f887e63263cf9d08731ad3b1" style="margin-bottom: 0; margin-top: 0; "><span>36</span></p></td></tr></tbody></table><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-27bdc129e744045182f90482fe1d64d9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>Gobierno de la innovación</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">Para todas las líneas de innovación estratégica, se han diseñado </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">roadmaps</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, con el establecimiento de directrices y objetivos, tanto en el corto como en el largo plazo, contribuyendo con ello a la sostenibilidad de la compañía. Además, se garantiza una ejecución de actividades y proyectos de innovación coherente, con un seguimiento y evaluación mediante indicadores consistentes.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Modelo de Innovación se basa en seis líneas de innovación estratégica: </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-ec449d06c256020048c63d5d3d9f38f6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Generación renovable y almacenamiento</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Gestión avanzada de activos de distribución</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Gas renovable e hidrógeno</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Generación distribuida y almacenamiento</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Movilidad sostenible</span></p><p class="paraStyle-b3f12733c4538895fc7bc8635e58516d"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.33pt;">Soluciones de cliente</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Generación renovable y almacenamiento</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La visión de Naturgy es clara, para cumplir con el compromiso de lucha contra el cambio climático el mix energético de la compañía debe evolucionar de forma progresiva hacia un modelo sin emisiones, garantizando siempre la seguridad y calidad del suministro.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En el nuevo modelo libre de emisiones tendrán un papel muy importante las energías renovables, que, para asegurar la continuidad del suministro, tendrán además que estar respaldadas por sistemas fiables de almacenamiento. Por eso, el desarrollo de las tecnologías de almacenamiento energético es clave en este proceso.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Durante 2020 se ha desarrollado el proyecto </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Campo de pruebas fotovoltaicas en La Nava (Ciudad Real)</span><span>, que tiene como objetivo la realización de pruebas sobre distintos paneles solares, seguidores y otros equipos y parámetros de diseño de instalaciones de generación solar fotovoltaica. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En lo que respecta a almacenamiento, durante este año se ha seguido desarrollando el </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Proyecto de hibridación Renovable - Almacenamiento Parque eólico de La Vega I &#38; II</span><span>, que pretende demostrar la viabilidad técnica de una instalación híbrida gestionable, capaz de prestar múltiples servicios eléctricos al propio parque y al sistema, energizando la instalación en otoño de 2020.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión avanzada de activos de distribución</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La transición energética marca un camino hacia un sistema más distribuido, más sostenible y con una mayor participación de los clientes. Este escenario supone un nuevo paradigma de la distribución de electricidad donde son protagonistas la generación distribuida, la electrificación de la demanda y la conexión de los vehículos eléctricos. En este contexto, la digitalización se convierte en un facilitador clave de las soluciones a los retos a los que se enfrenta la distribución de electricidad. En el caso de la red de gas, ésta se convierte en un facilitador para la integración de nuevas tecnologías sostenibles como el gas renovable.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El Proyecto SPIDER 2.0 es el más representativo en el ámbito de gestión avanzada de activos de las redes de electricidad en 2020. El proyecto busca desarrollar una sofisticada plataforma que agregue la información de los dispositivos convencionales de red, de los nuevos dispositivos IoT, así como información meteorológica, catastral, de tráfico para conseguir una operación avanzada de la red.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; margin-top: 0;"><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">En el ámbito de las redes de gas, y con un alcance más global, en 2020 finalizó </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">Ris3CAT</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">, que engloba 3 proyectos con la participación de 48 socios, busca desarrollar herramientas de digitalización de la red: sensorización, modelos predictivos y gestión avanzada de los activos.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gas renovable e hidrógeno</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Las actividades de gas natural renovable se han concentrado en el desarrollo de hidrógeno verde y biometano.</span></p><p class="paraStyle-3255e3e1c99ffb11ae5772ad1213bb0d"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El biometano es un combustible equivalente al gas natural pero obtenido de recursos renovables como biomasa o residuos orgánicos y por lo tanto, neutro en emisiones de CO</span><span class="charStyle-bd76233673090626a0e85eb831f15bc9">2</span><span>. Es, por tanto, una energía que contribuye a la lucha contra el cambio climático, forma parte de la llamada economía circular ya que supone una gestión eficiente de los residuos y además posibilita a la sociedad producir, distribuir y consumir gas autóctono, desarrollando así la economía local. </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para promover el uso de gas renovable, las actuaciones se han centrado en la producción de biometano a partir de biogás y en la metanación con hidrógeno, desarrollando proyectos piloto para investigar este tipo de gas con el objetivo de maximizar su producción y reducir sus costes.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Uno de los casos de éxito que la compañía ha llevado a cabo en este ámbito es la Unidad mixta de gas renovable de continuación, que junto con EnergyLab y la Empresa Pública de Depuración de Bens (A Coruña) ha conseguido la financiación para continuar su labor de I+D+i en el lanzamiento de nuevas líneas de desarrollo. En esta nueva fase se completará el trabajo realizado hasta ahora en la unidad mixta de investigación del biogás y el biometano, que ha conseguido resultados notables como la puesta en marcha en la depuradora de Bens de una planta de purificación basada en membranas y de la primera planta de metanación biológica en España. Además, se va a apostar por la investigación de otros gases renovables como el hidrógeno verde y el bio-syngas, lo que permitirá evaluar su impacto en las infraestructuras actuales y consumidores finales.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Otro caso de éxito ha sido la construcción de la planta de </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">upgrading</span><span> de biometano en el vertedero Elena, un vertedero cerrado produciendo biogás que está situado en los terrenos de la emblemática actuación urbanística de Parc de LAlba en Cerdanyola del Vallès. La instalación de la planta permite la eliminación del quemado en antorcha del biogás generado y el aprovechamiento de gas renovable en la red de gas.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Generación distribuida y almacenamiento</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La publicación del Real Decreto 244/2019, que regula las nuevas condiciones para el autoconsumo eléctrico, se presenta como una oportunidad para el desarrollo de la generación distribuida basada en la energía solar fotovoltaica, en el mercado español. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>La bajada de los precios de la tecnología fotovoltaica hace que cada vez sean más asequibles las instalaciones de autoconsumo. Esta ventaja competitiva se ve incrementada por la posibilidad que se abre con el nuevo Real Decreto de llevar a cabo instalaciones de autoconsumo compartido. Durante el año 2020 se han evaluado varios proyectos para la exploración de nuevos modelos de negocio relacionados con las comunidades energéticas y el modelo de agregador energético.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-b59d8116910440ef723e15acb4f2f835"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Movilidad sostenible</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>En el año 2020 ha comenzado un plan de despliegue de puntos de recarga eléctrica en vía pública que permitirá posicionar a la compañía como uno de los referentes nacionales en movilidad sostenible. Además, se ha seguido apostando por el despliegue a nivel nacional de una infraestructura de carga de gas natural vehicular para uso público. Naturgy presta una atención especial a la mejora de la eficiencia energética y económica de las propias estaciones de suministro, realizando varios estudios para la incorporación de tecnologías de almacenamiento en las estaciones de recarga de vehículos tanto eléctricos como de gas natural vehicular.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">28</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el ámbito del gas natural licuado se ha continuado con el desarrollo del proyecto LNG ON Wheels ®, una solución que facilitará el suministro de GNL a través de camiones cisterna, que se conectan directamente al buque u otra infraestructura de suministro, permitiendo transportar el GNL a zonas que antes no eran accesibles.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-c5bcff417eccbecf3bb282ae7b5e302b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Soluciones cliente</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La innovación permite crear valor para los clientes, situándolos en el centro, facilitándoles nuevas soluciones más sostenibles basadas en tecnologías digitales y agilizando y transformando la relación y comunicación con ellos.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="Bodytext"><span>En el ámbito </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Smart client</span><span>, se busca la personalización del servicio al cliente a través del uso de tecnologías como&#160; la inteligencia artificial (IA) o internet de las cosas (IoT). Durante 2020, se ha trabajado en el marco de la iniciativa de innovación abierta </span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190">Start4Big</span><span> (Smart IOT Labs), donde se está desarrollando un piloto que permitirá identificar oportunidades de negocio en el tratamiento de datos obtenidos de la sensórica en el hogar.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-27bdc129e744045182f90482fe1d64d9" style="font-size: 10.0000000000000pt; "><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">La línea de trabajo, </span><span class="charStyle-3204e369163ef598ad6bb675841d948d">Smart Channel</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7"> busca adaptar el modelo de comunicación a la nueva realidad digital, acelerando la digitalización de los canales de comunicación, mediante el uso de tecnologías como la inteligencia Artificial. Durante 2020 se ha finalizado la prueba piloto y llevado a cabo el despliegue de Pepe, el asistente virtual de Naturgy, que se basa en el procesamiento del lenguaje natural mediante inteligencia artificial, permitiendo que se automatice el proceso de atención a los clientes.</span></p><p class="paraStyle-da1c26a116eb45f9796e17b82d9f69fe"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_154"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>6. Estado de información no financiera</span></p><p class="paraStyle-2aa3ec7b1eefa9c1cae2335451d5f8da"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El estado de información no financiera del ejercicio 2020, al que se refieren los artículos 262 de la Ley de Sociedades de capital y 49 del Código de Comercio, se presenta en un informe separado denominado Informe de Sostenibilidad y Estado de información no financiera 2020, en el que se indica, de manera expresa, que la información contenida en dicho documento forma parte del Informe de gestión consolidado del Grupo Naturgy (Anexo II).</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>Dicho documento es objeto de verificación por un prestador independiente de servicios de verificación y está sometido a los mismos criterios de aprobación, depósito y publicación que el Informe de gestión consolidado del Grupo Naturgy.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_157"></div><div style="line-height: 1.1500000000000; "><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 348.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 24.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-54807c8a7037fab78e5619ffcfc4d28a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>7.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Información adicional</span></p></td></tr></tbody></table><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-b77e27210c795f18ea34f419d90c3a16"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span>7.1 Acciones propias</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los movimientos habidos durante los ejercicios 2020 y 2019 con acciones propias de Naturgy Energy Group, S.A. han sido los siguientes:</span></p><p class="paraStyle-1e3bc24ebd0b9a7c88f69b4ba13d7eaa"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; margin-bottom: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">29</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="line-height: 1.1500000000000; text-align: justify; "></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="line-height: 1.1500000000000; text-align: justify; margin-top: 0;"><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 184.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 116.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 39.7500000000000pt; "><td class="cellStyle-7c5393462987f9e71c8b6a0be3447ec9" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-06cb1fb8e9eb031186b4dbf2459f2ce0" style="margin-bottom: 0; margin-top: 0; "><span>Importe en millones de euros</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>% Capital</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 1 de enero de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5.397.737</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Plan de adquisición de Acciones </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>332.382</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>7</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Entrega empleados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(310.812)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(7)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2018 </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>11.169.458</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>279</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1,1</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(16.567.195)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(400)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1,6)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2019</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>5.162.320</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2019</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>5.183.890</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>121</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>0,5</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Plan de adquisición de Acciones </span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>470.000</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>8</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Entrega empleados</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(455.797)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(8)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Programa de recompra 2019</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>9.346.025</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>178</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>0,9</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-5db41327dc63d497af6f46fb126e96f5" style="margin-bottom: 0; margin-top: 0; "><span>Reducción de capital</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(14.508.345)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(298)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>(1,4)</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-d1769b9b9b14398e1cc67ab35f0996a8" style="margin-bottom: 0; margin-top: 0; "><span>A 31 de diciembre de 2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>35.773</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>En los ejercicios 2020 y 2019 no se han producido resultados en las transacciones con acciones propias de la Sociedad.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>La Junta General de Accionistas de 5 de marzo de 2019 autorizó al Consejo de Administración para que, en un plazo no superior a los cinco años, pudiera adquirir a título oneroso, en una o varias veces, acciones de la sociedad que estén totalmente desembolsadas, sin que nunca el valor nominal de las acciones adquiridas directa o indirectamente, sumándose al de las que ya posean la Sociedad y sus filiales supere el 10% del capital suscrito, o cualquier otro que legalmente se establezca. El precio o valor de contraprestación no podrá ser inferior al valor nominal de las acciones ni superar el valor de cotización en Bolsa.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>El precio mínimo y máximo de adquisición será el de cotización en el Mercado Continuo de las Bolsas de Valores españolas con una oscilación en más o en menos de un 5%. </span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span>Las operaciones con acciones propias de Naturgy Energy Group, S.A. corresponden a:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span>Ejercicio 2020</span></p><p class="paraStyle-487599ee5fbe7e3b183e593400df4be1"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Plan de Adquisiciones de Acciones: En ejecución de los acuerdos adoptados por la Junta General&#160; de Accionistas de Naturgy Energy Group, S.A. celebrada el 5 de marzo de 2019, dentro del Plan de Adquisición de Acciones 2020-2023, se puso en marcha el correspondiente al del ejercicio 2020, dirigido a empleados de Naturgy en España, que voluntariamente decidan acogerse al mismo. El Plan permite a sus participantes recibir parte de su retribución en acciones de Naturgy Energy Group, S.A. con un límite máximo anual de 12.000 euros. Durante el ejercicio 2020 se han adquirido 470.000 acciones propias por un importe de 8 millones de euros para su entrega a los participantes de dicho Plan y se han entregado 455.797 acciones, existiendo un sobrante de 14.203 acciones.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2019: el Consejo de Administración de Naturgy Energy Group, S.A. aprobó un programa de recompra de acciones propias, publicado el 24 de julio de 2019, con una inversión máxima de 400 millones de euros hasta el 30 de junio de 2020, representativas de aproximadamente el 2,1% del capital social, a la fecha de comunicación y que fue ratificado por la Junta General Ordinaria de Accionistas de 26 de mayo de 2020 para ser amortizadas. Al 30 de junio de 2020 se habían adquirido, en virtud de este programa, un total de 14.508.345 acciones propias a un precio medio de 20,6 euros por acción, lo que representa un coste total de 299 millones de euros (5.162.320 acciones propias a un precio medio de 23,3 euros por acción, con un coste total de 121 millones de euros a 31 de diciembre de 2019) y que han sido destinadas a reducir capital.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">30</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.5000000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b141337783b654e366a94c1ad0a9245c" style="margin-top: 0;margin-bottom: 0;"><span><img style="height: 19.5000000000000pt; width: 180.0000000000000pt; " 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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f" style="margin-top: 0;"><span></span><span style="padding-left:12.44pt;">Reducción de capital: El Consejo de Administración de la Sociedad acordó, en su reunión del 21 de julio de 2020, ejecutar el acuerdo de reducción de capital aprobado por la Junta General de Accionistas celebrada con fecha 26 de mayo de 2020, en virtud del cual se aprobó reducir el cap</span><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">ital social de la Sociedad hasta el máximo de 21.465.000 euros, correspondientes a:</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">(a) las 465.000 acciones en autocartera que la Sociedad tenía a cierre de mercado del 24 de julio de 2019.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-09e488d7d9d0c979effbebf0e49c750c"><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">(b) las 21.000.000 d</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">e acciones adicionales, de un euro de valor nominal cada una, que se habían adquirido y se podrían seguir adquiriendo para su amortización por la Sociedad en virtud del programa de recompra de acciones propias (el Programa de Recompra), aprobado por la Sociedad al amparo del Reglamento (UE) nº 596/2014 sobre abuso de mercado y publicado como hecho relevante el 24 de julio de 2019 (número de registro 280.517), cuya fecha límite de adquisición vencía el 30 de junio de 2020, inclusive.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-c4f74cd7548b90b29b1079c7c0706bce"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En este sentido, en l</span><span class="charStyle-219fa48b8fe962b13a0a921c9cc0104e">a medida en que Naturgy Energy Group, S.A. había adquirido a 30 de junio de 2020 un total de 14.043.345 acciones en virtud del programa de recompra aprobado del apartado (b), el Consejo de Administ</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">ración fijó la cifra de la reducción de capital en 14 millones de euros (la Reducción de Capital) y acordó proceder a dicha reducción. La Reducción de capital se llevó a cabo mediante la amortización de 14.508.345 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente del 1,47 % del capital social de la Sociedad al momento de la adopción del acuerdo de ejecución. Tras la Reducción de Capital el capital social quedó establecido en 970 millones de euros y está integrado por 969.613.801 acciones de 1 Euro de valor nominal cada una.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-b92b28e2fdb4291950b4f32d7f861df6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ejercicio&#160; 2019</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Plan de Adquisición de Acciones: En ejecución de los acuerdos adoptados por la Junta General de Accionistas de Naturgy Energy Group, S.A. celebrada el 20 de abril de 2017 se puso en marcha el Plan de Adquisición de Acciones 2017-2018-2019 correspondiente al ejercicio 2019, dirigido a empleados de Naturgy en España que voluntariamente decidan acogerse al mismo. El Plan permite a sus participantes recibir parte de su retribución correspondiente al ejercicio 2019 en acciones de la Sociedad, con un límite máximo anual de 12.000 euros. Durante el ejercicio 2019 se adquirieron 332.382 acciones propias por importe de 7 millones de euros y se entregaron 310.812, existiendo un sobrante de 21.570 acciones propias.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2018: En el marco del Plan Estratégico 2018-2022, el Consejo de Administración de Naturgy Energy Group, S.A. aprobó un programa de recompra de acciones propias, publicado el 6 de diciembre de 2018, con una inversión máxima de 400 millones de euros hasta el 30 de junio de 2019, representativas de aproximadamente el 1,8% del capital social y que podrán ser amortizadas si así lo decide la Junta General Ordinaria de Accionistas a celebrar durante el primer semestre de 2019. A 30 de junio de 2019 se habían adquirido en virtud de este programa, un total de 16.567.195 acciones propias a un precio medio de 24,13 euros por acción que representaban un coste total de 400 millones de euros y que han sido destinadas a reducir capital. </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Reducción de capital: El Consejo de Administración de la Sociedad acordó en su reunión de 23 julio de 2019 ejecutar el acuerdo de reducción de capital aprobado por la Junta General Ordinaria de la Sociedad celebrada con fecha 5 de marzo de 2019, en virtud del cual se aprobó reducir el capital social de Naturgy Energy Group, S.A. en la cuantía resultante de la suma de:</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(a) 3 millones de euros, mediante la amortización de las 2.998.622 acciones propias, de un euro de valor nominal cada una, que, a cierre de mercado del 6 de diciembre de 2018, habían sido adquiridas.</span></p><p class="paraStyle-f2a7051ca84b57e0d26a7ae64a8f9b44" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">31</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 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2l4w/ZH8TXU+lRRa54b1JlOo6HeSusbkEEyRMD+7lxld5VgQcFWwMfPdHRhn1FAH9LfwV+NXhX4/eAdP8X+EdQS+066VVlj3L51pMY1doJgpIWRQ65GSOQQSCCe9r8Xv+CR3x48SeEfjtB8L4mjn8LeKvPuZ4ptxa2uILV5BJHggKWCKjAg5AXP3RX7Q0AFFFFABRRnnHf0o/wAigAoopf8AHA/nQAlFGaCwGMnGeBmgAooooAKKKP8AJoAKKKM49qACisHU/H3hnRdbttG1HxHpNhrFyyJDp91fRR3ErOcIEjZgxLHgAAkngZreoAKKPajI9aACiiigAooooAKKM/LkHtwR+leYXn7TPwn03x5N4Mu/iL4btPE0B2S6fNqMUbpJuK+USSF8zIOY87h1xgg0Aen0VBY31tqljb3tlcRXdncIssNxbyB45UYAqysCQQQQQQcEEEVP/jigAooooAKKKKACivl1v+CknwDh+Ies+EbjxgLSTTNytrMkROnXEilQyRTKSWIJIBICnaSrEFSfpXS9WstbtIr3T7uG9tZgrpNbyB0YFQykEHnKkH6MDQBdooooAKKD09Pf/wDXXj3x0/aw+GH7N93o9n498Sx6XeaoxMNpFG1xOkWGHnPHGC6x5UqGxyxwM4YgA9hz/iKK8J+EX7bXwW+NmpT6f4Y8d6e+orcx2sNnqTGxnu3fGwwRzbWlyflwoJBwCBlc+7f44/GgAozn3o+8OxBH4c1wXxS+OXgH4K6S+oeN/F2meHrcYCpdzjzpM4+5EMvISDnCqcAE4wDQB3tFfHXiD/gq5+z5oljNcxa5qurypIY1tLDTZPMcBiocFyqBSORlgcHkZGK1/hf/AMFNvgN8TbXUZX8STeEWsl3tD4lhW2eVRjmII8gY5IwoO7gnFAH1dRXn3hD49eAPHmuaVo+g+J7PUdT1XSRrtlax7xJLZFgomAZQQCT0Iz144NehZ/nj8aAEoo3f40UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8/f8AwUK+IY+IX7Wfj25ttRkv9PsroafbvnKgRKsbKmDjbuVyCOD171/QIK/nR/bA8Aw/Dz4+eLNHiuDdPDfTCWZTkGQsSQT6gHkdcg0AeKcck9c09UGwE4JJ49PxoEO5flPI55phwsYGOec80Afpz/wT2/4Js6J448O+HPi18SZV1XTrhpLjTvCZhHkyhGCxS3L7vnUlXPkgYYBCzMpaM/q3HGsKoiKFRQAqqMAAcYA6DH+eleEfsG6XqGlfsh/C+LU3Ml3JpKTg7duI5GaSMY9kdBnvivfM0AFZfiDw5pXizSJdL1vS7TWNMnK+bZ38CzxPggjcjjBIIyMjgjPXitSigD85f24P+Ca1p4vuNY8dfDhNK0KGHTJLnU9EO+NZ5IQ8gaABWVWYYXaNi5AOeTj8ir23e3kVCw5GcKwJxk8E+o5H0r+oyaGO4hkilRXidSrKwyCCMEEehFfjR/wUS/YTf4O+Jrjxt4K0yWTwLqriWeG3iZk0acmNNrMSRskdwVJAILFf4QSAfAJwvA/HIyK9G/Zz8Qa14b+O3gK78PXslhqzazaQQzof+ekqoVIHUEPjHoa4rxBpM+i6lLZziNZYwAyowZckAgAjgjBBz6mvVf2OfA938Rv2n/hppNo8qBNbtbuaaKJnMccMglZuAcDCEZI2qSCeAaAP6MQCMZ6+5+uaWmqDxnnvkgZPoT7/AEFOoAKKKKACiiigAooooAKKKKACvj//AIKcftAf8KX/AGfbvRra3uzq3i9JtOt7qBlVLeMbDNvOcncrlQAMHcxJGAD9gV+If/BTD9snT/2h/Glp4X8JBm8I6A5X7Zc2wSW7uQWDSIT8yxBSAAQpJySMYAAPiM53cnJ9SPpn+VAxzmjcW5zz0qSO3kuriGGGNpZ5WCJGgyzMTgAD1J4+tAHsvg/9kP4pePPgve/FDSPC1/f+GYLkQRtDCXmuEAbzZ44xlmijKhWYAjJOCdjlfHZLcW5G5dwYcMp4weh9x3r+hL9nH9nWX4Z/sh6L8Lb/AFG6hv7nRriG+uo3zJa3F2HeYRHOAI2lKrjAO0NwSa/Df4//AA2Pwn8f+IfCUl0+pyaFqU2n/wBo+WY1mKsQSFJOMkHPoc+lAHlxVc4HPb/PNfo//wAEafi5qdn8WPFPgG91df7Ev9IbUbSzuZTn7TFLGP3QJwCYnkZgBkiMHopx+cG0H+Vem/sz+OI/h3+0L8OvENzqEmmafZa9ZPfXMchTba+conDFeSpjLhhjBBIoA/pLoqjpOsWWuafbX+nXkGoWVwiyxXVrKJIpEYZDKwJDAgjBGRyKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAH+eleP/td+NL34e/syfEnxBpl3PYala6JP9lurdwskUzr5cbqexDMDx6V7BXln7UnhzVPGH7OvxF0HRNDbxHq+p6HdWdrp6yRq0sskZVWBcgZQkOMkElAByRQB/N7n5d7HLk5Prk8D8epOaDxn9Kt61pN94d1a70rVLWaw1KxlaC4tbhSskMikhkIPIIIIwaos27rQAdf4v0oJA+tOXn/AAFSApHCRsYSE53E9qAO7+BPxGPwr+MXgnxg0M16mh6tbXslrbtskmVHBaMMOm5eMHg5Oc81/SjbyLcQxyITtk+cZyOCCenH+TX8uEcjwyCRCUPZgec9q/br/gmX+0dbfEP4VWfg7XfHdt4k8Xacm+OK8uJPt4hO4mJ/NAMxTaSHQsAjKpI2gkA+26KKKACvEf2xPjhP+zz8A9f8Zaf5baxbGODT0lQurTOwU5GQPlXewJyMryCMivbm+6a8J/bZ8K+A/Ev7OPiyX4jx3z+HdKg/tDdp0rJOk6ArGUIyCSX24cFfmyQAMgA/no1LUrjWNUu7+8YS3N1K00rhQoLsSScAADJJ4HTOe1VN3VT0J44pWZVYlMhcnbnH5HHXj0xz2p3DYIHPrmgD0/8AZp0/WdW+Nng+18Oa3HoXiF9Utf7PvZz+7iufNQRswIIIDHOCCD0welf0iAbfbnA5P5Y+g/rX8zHwrtRd/Erw1ay3cNgJtRtojdXVwLeOLdIo3PKSAijOSxIAAJJAFf00RrtUA8nGM/Q9f1NAC0UUUAFFFG7/AD+tABRRu/z+tI0gjUsxCgdWJ6Y5PP5/lQAv+TRXmVx+098H7SKKWX4reCo4pXMccjeIbUqWABIz5nUAgn0yK5p/23PgPb+LofDjfFPw3/aEoyswuw1n90vg3YHkA4BHL9cL94gEA9yoqhoevaZ4n0m21TR9RtNW0y5UtBe2M6zQygEglHUlSAQRkE8gir/+TQAUUUUAFFFHHfpQB/Of+2Td299+1L8ULiDTv7H3a9debZ4UFJBIQxIUldzMCxwTksTkA4HjO4bcdweCK+y/+CsfgWz8HftYX13ZLZQprunQalJFaRFGWQ5jcyDoXZoyxI6hgTyK+MgpxxQA+NV2tng5HftX60f8EVbuzk8L/E2FbpJNRFxYGSENhvLAuMMB1IyzDPTIxX5J5I5r9Kf+CM/hSyvvif4x1+bVFh1Cx0mOG20xLrY9wksp82UxgjzEjaONTkEK0qE4O3AB+uFFFG4ev+f8kfnQAUUUdcY79KACioL2+ttNtZLm7uIrW2jGXmncIij1JJAA+ppbW7hvrWK5gmjnt5lEkcsbBkdSAQwI4IIIII4ORQBNRRRQAUUUUAFG73pMgjnkEZ+orxHxB+2l8GvC/wAQNR8H6t4803T9W09M3bzMRbwuCAYzNjZvBOCoOQcgjIOAD2+isrwz4o0nxlodjrWhaja6vpN7GJbe9s5RLFKpzyrgkEZ469QRWrQAUUUUAFFZniLxNo/hLTH1HXdWsdG09WCNdahcJBCGY4ALOQMk8AZyTwK8q1P9sz4HaT4og8PXXxP8NJqkzBQi3qvEjEtw8wzGhyDwzA8g9CDQB7RRWb4e8SaT4u0e31bQtUsta0u43eTfafcpPDJtYq211JU4ZWBweCpB5BrSPTjr2+tAC5/wpP8AHFeJfEL9sn4O/CvUrGz8R+ONOtheC4VLi1c3cUbwFA8Uhh3lJPnzhgCcEcEYrx3wv/wVp/Z88QX0lve6nrvhyFULfatU0pmjYgqAoEBkbJzkZUD5TyOKAPs+ivKPgn+1F8L/ANopr5Ph/wCLbbX7ixRZbq1EU1vNEpJAby5kViuQBuAIGRyMjPq9ABRRRQAUVW1DUrXS7Vri9uobO3UhWluJAiAkgAEkgZJIAHckDvXnfi/9pr4TeA7sWuv/ABJ8L6VeYJFvPqsPmAcdUDEj8R2oA9Npc9+3Y14nD+2r8B57q3tk+LHhRXuFLRtJqcaIAOu9yQqE9gxBPasLx5+338D/AAB4P03xPc+NbbV9N1C8eyiGiobqXepxIWQfMqqMNkgErgqGyMgH0R/n/P50V5p8IP2jPhp8erWabwH4x07xC8AJmtonMd1GoKgs0MgWQJllG4rtJOASa9L60AFFMeVI42kZlVFG4sxwAAMkk+mOc18tz/8ABTb9nK1tbiaTx/sMMpi8oaZds7HA5ULEcrgj5uh9aAPqeivNfhL+0Z8Nvji0sXgbxhp/iC4ht0upLaBmjnSJiAGMTgOBkgEEAqSAcEivSs8UAFFFYHjLx94Z+HWlDU/FfiLSvDWnM4iW61a9itYmcgkKGkIBYgHAzk4PFAG/RXyR8O/+CnXwR8fePtc8OT+IP+Edt7O4WHTtX1keTa6kMsHkR8bYkGAQZSpIcHAwQPqLw34q0Xxjpq6joGsWGu6ezbVu9NukuIicA4DoSM4IOM9we9AGrRRRQAUUUUAFHv2rL8SeKdF8G6TLqniDWLDQ9LjKrJeancpbwqWICgu5CgkkAAnkkAV8VfH/AP4KsfDv4U+PdG8P+GQvje1S9jOt6ppciT26WjRgt9lkVws0oJBIJC/u2UnJBUA+6qSvHvgv+1l8Lfj1p2kXPhTxXZvqGpmVIdGvZFg1ASRrukQwk7iVXLErlSASCQCR7DQAUUUUAFFFFABRRRQAUUUUAZviTRovEnh3VNInmntob+1ltXmtZPLljV0Klkb+FgCSD2IBr+ZDxdptno/ivW9PsLiS9sLO+ngt7mZAryxrIyozAHglQCQM4JOO9f1A/Xp3r+bP9oRYb79oX4nuln/Yav4k1Jxp8yqhtibqQmAheAVJK4HHykDg0AeZ9KFbHvzwKMBW9Rkg0LjcCeAOuaAPtv8AZh/4Jt69+0t8GE8c2esDwxO2oSWttZ6taSCK/t1CE3EcoBO0szoMIRuiYZPIr6v0/wD4Iu/DSFbRr3xp4lupVRhdeUkEaSEqQCgKMUw204JYcYPBOPbP+CbPxUHxU/ZH8HSPZNZXOgqfD8yiMLFL9nVRG8fJJBiMW4nB3iQYwAT9RUAflB8Xv+CNdzodtplz8P8AxLeeIIxuTUbW+SKO4GWUI8AyiMApfcrMDwCCc4FWf/gib4li8Wwww/EvS7nwwWXzrx7GWK9Awc7YQWQkHABMoyCc4r9aaKAPzJ/4cj6Gs1uw+KuoGMOfPX+xUBYeiHzvlPucj2PSus8B/wDBHT4a6bpev23ifVdd1W/NwyabfQ3SQIIfLUrIY1Q4beXBDE52AjANfoVRQB+P0H/BF/x/fX1i58ZaFpthLEDdrMsrTwzbmDKiIhV02hSCXUksQQMAn6J/ZZ/4JUaH8EPiNF408V+JX8U6lpd1DdaNBaRfZ4IZF3EvKGDF2B2bdpUDaSc5wPviigBfX3pKKKACjI4/Sq+oX9rpdjc3l9cxWdlbRtNPcTyBI4o1BZmdiQFUAEkk4ABJ4r8kv2gP+CxHjG+k1jQvht4e07w7HFdyQR+IbiYX0skasAJIoyojUttJJYSDa+AAcNQB+uv+GaN1fkb+yp/wVv8AFOn+JdO8O/GAReINJvrwRHxHBBHb3FmHKqpkjQKjRKcsSAHAJ5bAFfrPpuoWmtabaX9hcw39hdxLPBdW0oljmjYbldHBIZSCCCDggjHBoAt579vWiuN+K3xc8J/Bfwjd+JfF+uWGiafEj+U97cLEbiRY2cQxAnLyMFbCKCxwcA1+cviP/gttHDqWpxaB8LDcaf5ZWxudR1cRS7tvDyxJEwI3fwhwSBjcCeAD9TPaivxguv8Ags98aHMQi8MeCERPvK9ldvv4HUi5Hv0x16cVveFf+C0nxBh1a1bxF4J0G+sCx8+LTGmt5Oc42F3kAxkdQenbNAH7A0V8J/s//wDBWn4ffGDxhpnhbXfDGreDtV1O7+zWly0kd3ZKuzKvNKNjRksCvEbKowzMFLFft3Q9f0zxPpcWp6PqVpq2nTFhFeWM6zQvtYq2HUkHDAg4PBBHUUAX6KKKACiig9DnpjnnH60AAOQMc5GRS54z29a4v4s/Fjwx8EvAmp+MPF+oDTdD08AyyYJkdmICoijl2YkAAfyBx8V+N/8Agsv8LtC1Ozh8N+Gtb8UWjwtJcXUm2yMUgBCxhGDFskDJyAAcjcRigD9AZL23huI7d5o0mkzsiZwGbAJOBnJwATx2B9Kdb3MV1EJYJUliYkB42DKcEg4I44IP4g1/Of8AtJftVeNP2mPicfGOt3CaU1vALTTbDTC0cdlbhnIjDD5mYl2LOeWJwMKFUcPpvxa8c6Npumafp3jLX7Gx024F1Y2trqc8cVrMG3CSJAwEbhiWyuDk5oA/pso69K/n01j/AIKF/tE+INPsrC5+J+pQw2arsayigtpXwMAySxxq8mR1DlgTyRmtf4a/8FKPj/8ADe7OPGzeKbHzTPJZeJ4VvFlPAIEhxKowBhVcAckDJOQD99KK+S/2Yv8Ago98Mv2itSs/D5a58K+Kzpxu7i21loYbcyJtEkcMpf8AeNyWA2hiiMxC7SB9X2t1De28NxbyxzwyqJI5ImDK6kZDAjgggggjjmgCWiiigAoH9cfjR/nrivzT/wCCsn7YHjv4T67ofwu8F38vhqPVNLXV9R1mxlMd7JG00sSQRuMGJQYWZmUhmyqgqoYOAfcet/tLfCPwzqUunat8UfBunahAxSW2utetY5Y2ABIdTICpwQcEDqK9A03VLPWdPtr+wu4b2wuoUuLe6tpBJFNEwDI6MCQykEEEZBBBBr+XRJQoIKIwwBhhjp3yMfTr3OfWvs39gD9ubxV8HPiR4R8F+KvF7p8J5rmSCe21ARslkZIyscgmYF4olk2MVDBQC5xknIB+4d1cxWdvLcTuscESmSR2OAqgZJJ9AAc18kax/wAFSfgBpOg6zqsPiG+1Qafex2SWdnZEXN5vAJmhjkK5iUBtzNtwVwASyhvDf+ClX7fev/DvxBqfwe8D276Pdy2aDVvEU8QL+XNHHIi2RDkAFC6O7LkZIUAqGr8np47doDIruJyfutyMY6k9yf0oA/eH4f8A/BTr9n7x/cRQf8JdJ4buZCB5fiC2a1VSWCgGTLRjrnO7AAJJABI+otN1Kz1nT7TULG6gvrC7iW4t7q3kDxTRsAUdGBIKkEEEHBBBHWv5cOvHT3r2H4W/tafF34ONYjwt4/1u1tLOB4YNLuLuSewjDKUGLdyY8gYIO3ggc8UAf0c0V8Vf8Ezf2wr39o74fX/hvxTMZ/GvhhIzNfT3CtLqdtIzhZ9gAIKEKjEAjLISctivtU8DNAB3x3o69Pwrm/iH8QvD3wn8F6p4r8V6lHo3h/TI/NuryYEhAWCqAqglmZmCgAEkkAAkgV+Rv7Xn/BVrxF8U1k8O/CVtT8E+HSY3l1pnMGrXDKckK0bkQx5wMKSzADJAZloA/WTxj8ZPAXw91SDTvFPjXw94b1CeA3EVrrGqQ2rvFuK7gsjg7SVIBxjKsOxrxLx5/wAFIv2fPh/rVzpdz47g1a4gi8wyaFBJfwHKhgizRAxljwCA2ATg4wcfg74o8Ya5441m41jxJrN/r+r3AUS32p3T3M8gUBVBdiSQAABk4AHHascqPT8ABQB/Qj4P/wCCgX7P3jjV5NO0/wCJml21xFCZ3bVVlsIQoIXAlnRELfMPlDEkZIBAJr6FjnjmUtG6uOMlSCOQCPzBB+hzX8tIUMxxjpkEgevevUPh3+0x8UfhLpes6d4P8catodtq7xy3gtZ/mdkJIZXIJRicAlCCyjBJXIoA/pJrzb41/tB+B/2edK0jVPHesNounape/YYLoQPMolKs4DBAWAwpBIBAOM4zXwr+x7/wVe0e68MX+l/HfXZLfxBDch7TWrfTgIbiFtq+WyQJ8rqdxLbdpU4yCvPkn/BYL4peCviJ4y+H9r4b1i41HWNLs7kalass6R28chheA+XIAFdgZCSBuK7A3AUUAfa+rf8ABUP4AaL44i8Oy+I72S3kVXGuW1i8mnIGjDjLr8+cnacIcMSDjBr6h8K+J9L8a+GtL8QaJex6lpGqW8d5Z3cJOyWJ13KwGARkEEggEZwelfy/bd2O5HcjPAFfZP8AwSu+Mlj8NP2oLLT9f1mXTtG1zTJ9Kia4vRDaR3BKzRGQOQvJjeNQMHfMuOpyAfudRSBty5ByCOCORXP/ABA8Z2nw58CeIfFeoW91dWGhafcalcRWaK0zRQxtI4RSQCxVTgEgE4yR1oAw/i98cPA3wG8Nf8JB478SWfh7TmcRxG4YtLMxZVKxQqC8pXeCQqkqMkgAE14L4b/4Klfs6+ILe4kufGF1oDw3BgWLUtLuC0wGMSJ5SSDYcnBYg8cgV+Nv7Q/7Qniz9pD4jar4p8S6neTW811NJp2kzXJlt9MgYgJBCuAqgIqBmCqXKlmyxJry/aoUHk+o70Af1E6Lrdj4j0ew1bS7uDUNMv4I7u1uraQPHPDIoaN0YcFSpDA9weK0K/Jj/gj7+0ZpHhjWte+GHifXrq2uNYkhuPD8N5c/6F5wLrLBGC3ySyl0YADD+WRw2A36z+v5H2oAKKKKADrxXC/GL42+CvgH4TXxN481yPQNGa5S1S4kjkmMkzAkIiRqzMcKx4HAUnoDXde2M+1fhD/wUl/aU8R/HL40y+GtX0I+GbLwVcXNhb6bJIJJjIxUSSyOOGLCNcADaq4wTkkgH2Vrn/BaL4c2niVrTSvBHiHU9FVlU6jNJDBIeTuIhy3ygYIywJyQQMV9e/C79qT4WfGrxNL4f8FeM7HxHq8Nj/aUttaLJ8luTGu4kqFBDSxgrncpJBAIOP5wEO1uOPxx+tesfssfG68/Z7+OvhXxhb6hdWWnQXkUGrLacm5sGdTcRspGGBUZAIOCoIwwBoA/o+oqtp99Bqljb3lrIsttcRrNFIpGHVgCpB9CDnj1qzQAUUUUAFFFFABRRRQAV4N+3V8QD8M/2S/iVrkYb7UdM+w2zJL5TxzXEi28cqMOQ0bSiQY5yle81+e//BZ7xPp+n/s9+EtCleQanqfiJLq3jVSFMcFvKJHYgHoZowATzuyPu5AB+OdxPJdSvNJI00shMjyOSzOx5JJJPUk8nk85qH6dfrQP97B+lKfXr70AKreYw3HknaSwOB78enWv3I/4J1/sO2f7OPg0+KfFVvpmq/ELWhHcrcxxJP8A2TAYiBBDMVLB2Ej+a0ZCt8qjIQM35Ifsq/BeD9oP9oLwX4Au7xtP0/Vbtvtc6MBIIIo5JpQhwQJGjjdVLAgMRkEcV/RvZWkdjawW0MYjt4UVI1X+FVAAA/AY59KALFFFFABRRRQAf56Zr86f+Cp37HOj+J/Aer/GHw7FDp3iHR41m1m3hhH/ABMotyIJSRjDxqSSSPmXPIIAP6LVQ1zQ7HxRot/pGrWkV/pl/bvbXVrONySxOCrowPUEEj6UAfy8yQyQtsdGjYgEBgQcEAg89iCCPUEUxuor9Xv2yv8Agljr/j/4gXfi/wCFcul29hPZxLLoN3M0UvnqNp8piNm1lCk7mBLFs8YFfNVn/wAEm/2g7rUrO2m0LSrOCdlWW8l1WAxQA4BLBWLkDOSFBJCnAJIFAEv/AASX+Hk/jL9rjTtXDXEdr4X0y51OSSLhSzoLdEY+/nk4HUIewNfuVXi/7Kn7MPhv9lr4Y2fhrRoUudVlCy6trDL+9vrjnkkjIRckKmMKCTyzMze0UAFHt15xj9aK+ZP+CiHx41T4A/sz6xq+hW7NrOsTLolrdKMCzMyOXnJBByERgpHR2QkEAggHxD8fP+CwXja81rxJofw60XT9D0fJt7DWbyEy6jEVwHlCljDliGwChwD1J5Hnn7O//BVT4m/CrUtUHjeWb4kaZfIDEt/cmKazmUEBkcKcoQcMhBJ2ggqQd3xJI29mfJbccksckn1Puc9f8abj16d8UAf0v/Bz4v8Ahr44eANN8W+FNWtdW0+5TZI1qT+5nCgvE6MAysMg4YA4KnGCCfz1/bg/4KnX/hnxRF4Q+B2r2cn2GQ/2p4m8hLlHlDMpt4VlQoyjALSjcGJAUgAlvzV0f4reNPDvg7UPCeleLda07wxfyme70iz1CWK1uJCFUs8asFYkKgOQc7QTnAxyu7j7wI9uB269O3b2oA+l/Fn/AAUg/aI8X2Mdtc/EW6sIY5fOUaTawWL5wQAZIUVyMMcgsQTgkEgGur03/gq9+0Dp+i2emjWdKmaB1LX1xpqS3EygglXJOCCOCQA3OQQea+O+/wDSlXAGD1zQB+2n7MH/AAVT8C/HDxFpHhPxNpFx4K8UXzyRpdTXEJ0xiq7kHnO6sruQVVNjZbaAxJAr7l3Djnr0/LP8q/loGflfoc8nkEemCP6V+5X/AASs+NmvfF39m+Oy1yznc+E7k6LDrNxceab1QokCkHkGNJIl7gjac5zQB9m15j8cP2jvh/8As7WeiXnj3Xk0S31a6a1tWMLzMzKu52KoCwRRgEgEAuoPJGe38X+LtH8BeGdS8Q+INQg0rRNNga4u725fakUajJJPcnoAASSQACSAf51/2pvj9q/7SPxm17xfqN5c3OntcSQaPb3SIjWmniRzBCQgCghWJYgnLFiSSc0Afpt8d/8AgsF8PfB9rc2Pw00y78Y65HMsa3t5EbfTdmMlwdwlc9FC7VHJOTtAPxH8ZP8Agp58cvi3bfZLbX08Daf5gkMPhYyWsxwBgGcOZMZGSAwByQcjgfJW7b0x75o5yc+/6daANe78VazqHiSXxBdaxfT69LdfbZNTkuWNy05Yt5pkzu37ud2c5xyDXc2f7UXxh068S7tvin4yW4RSqO2u3TEKeoAZyB+Ary/1/WlboBjvigD6x+Fv/BT749/DDT5bKTxNB4utmbdH/wAJNC11LGcgkiUMshB54ZmA7Ada+/fgB/wVc+GfjLwVo6/Ei/j8HeMpX8i6tre3nltHOQBOjgERo2SdjMWUDqRgn8UY+MYOPQkZ6VPY3psLyCdESQxMGCSjKkjnkentQB/UdG6zRo6MHRxkMpBUg8gggcj0P09akr+e34Qft7fGb4K+bb6F4tkk0ma6iuJdNv4luoVCklkiEgJiVwxDbCpOAcggGv3d+EfxW8NfG7wDo/jHwpfx3+k6hCsigMplt5Cqs0EyqSFlXIDLk4IBGRg0AdrR+vtRRQB8b/8ABTL9pHxx+z18ILQeCrN7S516WSym8RRth9OxtI8sFCN7guASQVxlckZX8MXdppGZ3LuxLksSSSeSTk/qTnmv1V/4LXeMdYt9G+HHhSK8hTQbuS51OeyWIeabiILFG5cnIULNIAAACSSc4G38puc9fyoA9f8Agn+1R8TP2e9c/tLwh4qu7eOWHyJbC6kae1dcEKTCx2FkBJU4BU5A4JB/fL9nr41aH8fvhToHi7Rr6zupLq0h/tC3s5vM+w3ZiV5bduAQVLYwQMjBHUV/Nh+P5da/Vf8A4Ii3V22j/Fi3Y5sY5tNdRngSEXOcDPUhQSfZaAP1BooooAP89cfrX5Jf8FTv21tcufHc/wAJPAXiiSw0KwtmtvEkmmtse6unJElq0o52IgCsqsAWkdXDbcD9ba/B7/gpj8NbLwV+1F4xv7bVLTUJdWuIr+e2s33GweaPd5MwI4kbaZQAThZEPcZAPklR346+n1x0P+eK+h/2Lv2nPFn7Pnxd0ZNMur698N6vqEEOqaHBLgXgLbUI64cFgRgjd905U4r526fT1qxYSSLf2hgdo5llUq6nkHIwR7g4oA/qOHy4wAM8479vT0p9c78O9QvdY8A+Gr/UpFn1K6022nunVAoaVolZyB2G4k4FdFQBS1qGe60e/itrp7K4kt5FiuowC0LlSA4BBBIJBAII45Hav5h/El5LqGvX8891NeSNM+JrhyzsNx5JOST/AI9sV/Rx+0vq1zof7PPxKvbMzrdx+HdQ8qW3YJJHIbd1EgbIxtJDE9QBwCcCv5wby0Fu0gmysoPKkksSQTk5OOB+OaAKsM0ltNHLCxikjIZHU8qQcggg9jzX6+/swf8ABUbwpa/s23V58V/EMUvj/RDNbw2CpIbjWUSNWhfKxlFZiTGSTjMYY43V+Pv8qMcZ7UAfWP7TX/BRv4p/tB+fpkOo/wDCHeEWlWVNK0YmOVyhypmnzvYgkHaCEyoO3IBr5g17xFqnizVrrU9a1G61XUrlt095ezNLNIR3Z2JLHgcn0wMVnY+b/E0LGZOEVi+c/KO1AAMZ9e1OGOcpyeuc/wAqsf2bcwuRLbTKF6gqc+/ao5bOWPazRNGHG9C4I3KCRkZ6jIIyO4NAG54K+IniX4b+Iodc8L65f6Hq8KtGl5ZTmOXawwV3Ag4I4I6e1fp3+wn/AMFOhrV1N4T+NXiO3t538tNK1qeIQoMAKY55AQDkgEOwzktljkEflE3ynBHOcc0n+eKAP6mUYSKHQ5BHBBPQ8il68jpX4y/8Eyf2yvGHhf4uaX8N/E+uXGu+EdcCWlv/AGrdyzSadIiMIltyzEKjE7TGBjgFcHOf2ZUhgCBkEZB/lgUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+Kv8AwVu+Hq+FP2il1K007yLDXtOj1WW5ijwjTZMDgnGN+Y1Y4PPmAnk1+1WeO9fHv/BRb9kX/hoL4aT+IvDtj9o8d6DCWtx5kzm5tE8yR7eOFcq0rMQV+XcxAXOCKAPwrbjABwCDgg035h9fUjNaOuaLc6LqlzZXgVLyGRo5VVwwVgeVypOSO+OB061QbOT/AJ6UAfUf7Mv/AAUO+Jn7Oa2GkC/bxL4SW9hludO1N3mkjtlIV4bZ2b9zlc4wCoYAkEAg/cPgf/gs58Ptf8QTWPiDwXrPh6wkuo4bS+juY7ndGzYaSZML5QXIJCtJwCQcgA/jx/CaSgD+nXwf8TPCHxCt7ifwt4q0TxLBbyCOWTSNQiulidgSFYxsQCecA4JFdLX8yvwn+K/ib4J+ONP8YeDdRGl+IdPEgt7poY5gokjeNwUkVkbKuwG4cEgjkV7l4F/4KTfHvwb42HiO88a3HilCJFn0jWFDWUoYE/6uMJsw2CDGVI24PykqQD9+Kzde8P6f4o0TUNI1W0jvtMvoXt7m1mGUljcEMpGOhB+o7V+aPwc/4LS6ZJa3cPxS8F3cVyrKbW58KKsqOuAGEkc0qkEEEgqxBDAbRtyfoP4X/wDBUj4DfE7XJdMbWL7whII2kF14oihtLeTaMkCQSsAcDABIJIAGSRQBV8Rf8EpvgR4k8WR6zLZ6/a2sflgaNbaofshVSMoSymbDYO7EufmO0rxj6T+Gfwb8D/BvS/7O8E+FNK8NW7RxxyNp9qqPMEyF82QDfKRk8uScsTnmuk0HXtP8TaNYavpV5FqGmX8CXVrdW7Bo5onUMrqRkEEEEEEg5rQz3oAKKKKACiiigAooooAKKKKACj/PNFH4Z9qAPBP24/irdfB/9mXxnrNheGy1S4hGm2cySFJEknYIWjZSCsixl2UjO0qCQwBFfzySHcztksSTktyTz1Pvzn9a/Zn/AIK9fFvQPDvwS0rwFL9puPFeuXaX+nx2zIVgjt3AeScE7trB3VQF5ZWORtIP4zNJuk3OMkknPvQA2Nd8iIf4jjkV3/wi+E+q/Fj4yeG/AuhGee91LUYrY3VpGzm3jLgyTkAEhY1DOTwAFJJAGa4BlO0Nj1OT0r9k/wDgj38J00P4Lap45vNKs4rzWL2S2s75rNPtTW6bRJicjcYmlUDZnAeEnqaAPvbRdNfRdFsNPN5c35tII4PtV4waafaoXfIVABY4ySAASTgDpX4+/wDBXD4N+MNF+MK+OZoIn8E6wsVvYtaAnyJ0jXzY5QBhXd97ggkMCechgP2R/T3ryL9qj4TxfGb4HeJPD/2Fr/UFi+12EcbKkouEBIEbnhXZSyZPAEhNAH84nIz0Ix+hpOCwB/HFaWrae2m3k8ZiKxh2CLwQMHB5HXGCD781nN94c4OcigD9d/8Agjv8aPBdv8MLz4ZS655XjibVrvVItLuFZfOg8qAEwuRtOBGSUBDcMcYBNfpDX83X7LPjZvh7+0X8O9f/ALTj0eC11q2FxeTMViSFpAshkxyU2scg4yM1/SBbzLcQxyRuskbgOrochgQMEHuD60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAH/OKy/FPiHT/AAp4b1XW9WnFtpenW0l1dTMCRHHGpZmOOwAJP0rUrgP2g7WK9+A3xIgnTzIZPDepK6ZxkG2kBGe2R3oA/nM+I1pott4z1j/hHNQbVNAkuZHsLqQMrvAWJQMrfMGAABB5yD1HJ5rbtGR0pVB25xjGcKSTx1A/DNEa984OeM0ADEocdCBnPtQ0rP17HHTvXS+Hfh/rHiyK1XSrSS/vru4S1stPt1Lz3MjHaAiD5mJYgAAEknHWvoD9rT/gn942/ZW8L+HfEN5cf8JPo97aJ/al9p1m6w6TdkqDA7AnchLAJM20OQRsU7QQD5aVS3A65712fwj+LGu/BP4gaH4x8NTC31jSpxKjMzBJlB+aN9pBKMMhhkbgSCCDXFbfmzzjvUoaPadxIfswGePTFAH9FX7Kf7UXhf8Aas+HEXiTQCthqduRBq2gvN5k2nTnJCk4XcjAErIFAYAgYKso9pr+er9iX9pIfsx/HTR/El2J7jw9cxyafq0FqB5jW8mPmAIO7Y4SQA4JK4BGTX9Aug6xYeJNG0/VtLuY73Tr+3jurW6iOVlhddyMp7gqQR7GgDQxnj8ODivj/wD4KmfEafwD+yTrltbPb+dr9zDpJS4jZyY3JZ/LI4DAICCegBxyK+wD7fhXwN/wWX+0L+zFoBSTFs3ia3Ei+WCXb7PcFOTyAAG4A545GCCAfi/0HPuRT0PB6fSoz2owe3FAGvodvb3l4kd3Jsti6hnLAEAkA/kM4Ff0d/s7eC7L4efBHwT4e0vxLceMdKs9Oi+x65cOG+127DfGyEEgRhWUIMnCKoycZr+bSDLOoGSWYDaBnnPHHev6If2KvEGr+IP2ZPAMuueHm8M31rpsdj9jaIxb0iAjSUKeVDAZwQMkkjgigD3Kiij/ADyaADt0z7V8cftNf8FO/hn+zzr954ZsLe68deLLNzHdWWmSiK2tXAGUluCCA4zgqiyFSCG2kYrwP/gqV+29438B+Lp/g/4LupPDCLbQXmpa7Y3ZW+mDgOkUbxsGgXgbsgO4I5VCRJ+VckjTMWZvnOct3PrnHr+PU565oA/Sjx9/wWq8RatoZt/CHw8tvDepscm9vtS+3BcEEAJ5KDnkNnPBIBBww+bPiv8A8FEvjn8XILyz1HxaulaTd2lxYz6Xo9skEEkMyeXIrg5Z8rkAsxK5ypBxXzPRQA9sMg46gZzg8jIwPbH9fam7RjAo3Fmx7UL9c8Z6dqAOx8C/GDxv8L7yO58JeLtZ8OSo24f2ZfywKxJBYMqkBgcLkEYOBkcCvuf9lv8A4K5at8O9FtvDnxV0nUfF9lFLIyeILS683UUVtzlZElOJ/nICkum1eMtgCvzm/lSnH9eaAP6Qfgd+1H8Nv2hreT/hC/EcN7fQx+ZPpc+YrqNfly3ln76qXVS6FlDEDOSK9Y3V/M38Ovi54r+FfifTdf8ACmt3Oj6tp8qSQSW7YBK8BWHRlYZDKQQ4JDAg4r+hD9mD4ySftA/Avwl49uNOTSrzV7d2uLWN9yJNHI8TlCeSpZCQDkgMASSCSAepu3lqXJwFBJP0r4d/aT/4KrfDP4TadFaeAbqD4jeImudk0Vs8kVpbxqVLlp9uGZgSF8vcAQSeAFb7M8YWNzqfhPW7OzaQXdxYzxQtDMYnDtGwUq4I2nJGGBGDg9q/mS8UaDqXhbxHqej61aTafq9jcSW13a3ClZYZVYh0cHuCCCP60Ad1+0R+0F4o/aV+JF34t8VToZWBhsrSJVEdlbCR3SFSACwXe3zNySSenFeYeuTmjy8YAOSeRjnjvSUALkZz39+lbvhPxtr/AMP9ettc8La3feH9YtsiG+025e3mUEYI3oQcEEgg8EHByKwaVc0AfbNl/wAFY/2gbO00+OXUvDl28ZXfNc6Wu6faeRJtIADAHO0KRngiv1G/Yx/aUuv2p/g3H4uv9Ei0HU7a9fTLyG3mMkMsscUUhli3AEI3mghSWK8jc33q/nlChTh/lPck1+xn/BGWLUk+BvjF7mC8j0+TXAbWSYnyHxCofywTjIIUMQAMbRzjgA/Qhuhz0x0Nef8Ax4+Len/An4Q+K/HOpqrQ6LZSTxwOxUXE5+WGHcASPMkZFzggbiTwDXoH6e9eE/tqfBkfHb9nnxF4Yk8VW/gyABL6XU7wL9mCxHftmYkbYyQpLAgrtBwQCpAPxC+NX7X/AMXP2hGjj8Y+MLq7sIZWng0uzRLW1jYggERxhQxCkgM+5gCeckk8t8Ofjt8RPhTqIvPB/jTWdAm3BmW1u3WKTAwBJHkpIB0wwI9q4RjtYpnOGIyBgZ/mfbPIpsZ2kGgD92f+Cc/7ZN7+1J4D1XTvFc1injvQHjS4jtYzF9rtSiql0VyQXMiSB9gCqSmAAwFfYFfl9/wRZ8BWccPxB8YyNKdRkjttOiGcR+SWdzx3OYl59B71+oNABQTwaKKAPhP/AIKG/t6eGvhP4F1XwP4K8Qte/Eu7kWLzNFuiP7HMcgLtLIuRvyhQw9TltwUcH8bfFvjDWPHfiLUdd8QX8up6rqEzXF1czYzLIx5Y9B+H413P7VHha28EftJfE7Q7EEWVn4hvkt1LlisfnMVXJOTtBAyeTgV5eyBVQhs7hyue9AH0B+yf+194x/Ze8aaRd2mqahqvgyOZzf8Ahf7bItpKJAFaRYydolGAwfGcqASASD/QF4b1218UeH9M1iyMhs9QtYbuEyAq3lyKGXIPQ4bkGv5e/vbUGRyAOf51+3v/AASO8VyeIv2W57Sea7uJ9I124svMup2kXZ5ULoIs/dQByu3JwVJOMigD7aoooPQ9+KAPxp/4K6fGnxhrHxjT4c3WpaYPCGlJHfW2n6ZdGSVpXjA3XoDfLKpDlFIUhHB53Zb8/pH3SF8tk/xMTk89c88169+1nb+T+098XjIoilHinUCIxkj5rmQkZ747fTtjFeSJGZo5GGAByQeufagD7H/Yp/4KLa7+zPJo/hHW7KLU/ht57G6iiQm7tDIxLSwkMAQCQxjIwecEE5r7X/as/wCCo/hT4a+FdGuPhHrXh7x1rN+zCaGUzkWkZjDRuVUKAdxG5WYHIxjg4/F5VwD+uabjDfj+VAEtzdSXU0kszFnkJdmHck8n6nHtnv601cZ469BxmmN/9alX39e9AHX/AAz+KXiz4O+K7fxL4L1668Pa7B8q3Fq2N6ZDGORCCsiFlXKuCrY5BGK/YD/gn/8A8FCpP2jLz/hB/HkdvZ+PljeWzurOLZBqMKKGYFckLKAGY4+UhSQARg/ixaKPtUW8B0yMjoRzya+jv2L/AB9b/CP9o3wD4kj0q78QR/2gbMWFghkumFxG9uXjQAl2UyAhQckgDjNAH9AWawfH3jLT/h34I1/xRqsgi07R7Ga/uGLhfkjjLkAnjJAwPUkVuZKjLHHG4hj+fc9Pbivwm/4KDftuX/7THjebw74euri3+GmjzYsbV08p7yZVKtcyAE5GS4QHkKckKWIABwP7XH7YXiv9qbx9fahPeX+leEFdf7N8Nm8Zre2CoF3soIUyMSxLEZG4gHAAPgX+sYbiSeANx59+c0xWK5XAIOKsIqSRnPAyMMKAIDGFyQc844OaVvlXaenX26/U/wAs03adwHXrjFG4L14oA7f4U/GXxj8ENav9Y8D69ceHtTvLKTT5rm1I3mFyrFQTnByikMMEFRgjiv0N/ZZ/4K8Wnh/wRNo/xtj1bW9YtJUFlrWj2cTtcQFcFJ0LRgOhGTIMlw3IBXc/5dd8UmDjOO2aAP1E/wCCm37dmg+OPh3o3w/+GWvWut6V4gjW81rUYY3VliR4pLeFGbaVLMCXBAK7AuRlgPzDKo+SCHY5J+UD2HHY98DjFRb2bbuJO0YAJyQOwFSRx78/MoIG7LGgD2/9mj9pjWv2e/ir4Q8T2dhFqMGjLPaz2KyfZ/tlrLvMkbuB8zAuWUsCAyrwQMV++vwn+Jmi/GT4d+H/ABr4da4bRtZtRcwLdR+XNGckOjrk/MrqynBIypwSOa/mitJgLqCVwSAwzjHUHjGf68V/S58HxAfhV4Pe0h0+3t5tJtZlj0m0FrafPErEwwg/u0JJIXnAIGeKAOtuLhLW3lnkO2ONS7MegAGSfyFfz6ftoftdX37XXxC03W5NBh8NafpFs1lY2iXBuJdpbcxlkIUFi2SNoAAIByck/wBBzKGUhhlSCCD0x3r+bL9pLRbLwz+0X8UtI0y0jsNM0/xRqdra2sKCNIoku5AkaAHhVUAADqAPWgDkNF8QTeHWna3gtJhNEYma5hEpUZ6rkjB4zkcjrX37/wAEkf2i9U8P/FA/CqfTNPfSvEJnvjqLymK4imiiyqAElXU7WUKqhstksQpFfnV5m7BJ4U4x0xU8V5LYXcFxbt5EsTLJGy9UZSCCDg8jGcigD+o7P/1qK8t/Zg8ZXHxC+AfgfxBeeJrXxjqN7psct9rFnGsSS3JB81dgUbSjZQghTlTkA8V6lQAUNkKSOuOKKKAPyt/4LRfGTVre+8H/AAtt2gj0ie3TxDc7U/fmYSTwx5OeFADnAHJ5J4Ar8usAYyOMjjHbGR/9evX/ANrf4heLviR+0J44vPG2o/btX0/VLnSkRQyw20UE8iLDChOURSGIB5JZiSWJJ8gjmMJ+Q4JGM4oA2dD17UvC+sWesaJdz6Rqtmwmt7q1kMcsLqQQ6MCCpB6Ec8elf0Vfst+OpPiX+zv8OvEk7X8txe6LbGabUsefLKiCN5HIJyXZWcNnkMCeTX833mSTHJLSHpyT0yB/UDn1r+hH9g34Q2/wb/Zh8F6fb6nqGpHVrOHXZftxwLeS5hjkMMSf8s0XIGByWLscFiAAfQlFFFABRRRQAUUUUAFFFFAB0r+br9qrURq37TfxWuQlqPM8Ualk2Tboji5kXKtgbgSM7sDdnJGSa/o41nWrDw7pd3qeqX1vpmnWkTTXF5eTLDFDGASWd2IVQACSSQBjmv5lPiNcWV58Q/FEum6pPrmny6pcva6ndR+XLdxGVikzqOjOuGI7FjQBzzYLcdBwaPUHpkVLFM/l+UMY69Mc+/tTVcKwJG8AEAE4/WgD9qv+CO/iTXNa/Zd1Cw1GDGl6Vr1xb6bcjaN0bJHLJHgAE7ZHc7iTnzMfw4r7szX41f8ABO//AIKEeGv2c/BeoeBvHsN7/YRuzd6ffWEIla3MmBIrpwSuQGyM45GOlfVOvf8ABYz4F6Pq01pZ6Z4x1u3jPy31jp0CxS5GflE1xG+ASRhlXpxmgD7sPHXij/HH41+evjL/AILOfC218KahL4Y8N+KLvxIYJBZW+p2cEVss2BsMzJcFtmTyFBJAPTINedeE/wDgtMtv8K71fEngeW5+JMayJaSaaVTSJySdkkgZzLHtyAUXfu2ZDruwoB+p+f8AE0V+VfhH/gtxNDoMEfin4WJdayigS3Gk6uYbaVsHlY5ImaMdBgu/c57VY17/AILbxTaBqaaN8LXtNZaEixnvtX863WU8BpEWJGKjglVYbsEZGcgA/Uwf0z+FFfl38Pf+C1limn6Nb+OPh5cyXmwDU9S0S7Xy9+8jdFbyDOCuDgyjB4HHNfbvwj/a++E/xuuNCsvDPi6xl1rWbR7y20a4kVLwBPvxugJAlUZJQEkqrMAVBIAPZ6KKKAPif/grj4/l8H/slT6TDFcmTxLq1rpv2iF2RIlUtcncRwci32hSRkMSM7SK/D9sHp06YAxxkn9P8K/Y/wD4LI+JPG+kfBHw5p2jW8LeBtWvWt9duTCkkqTKYprRQWy0YYxyksvXaFYgMA343YOR9KAD/e6fSv02/Zk/4KzaB8Kf2f8AR/CfjXw9rGueKNBhXTtObS44UtprOONFh82RpAVdQGQlUbIRSSSxI/Mmnq3lHCP1BBOT0PagD0H40/H3x3+0H4mfW/HXiO81qcOzW1rJIRbWYYKGWCEHZGDsTO0AkgE7jk151jA54+tL05+h59K+rf2bv+Cb/wAUP2lvh+/jDRrjR/D+kPOYbKTXnnhN7t4eSPZC5KK3y7iMEhgDlTQB8pAZp20YOD+lfY/xP/4JQ/Hr4dae2oWWn6R41t4oXmuP+EdvS0sSqCSBFMsbyEgHAjVmJ4AJOD8d3EMlvIY5Y2ieNijRuMEEcHP0NAEun30unXazwO0ci5AZSRgHIPY5BBI/Gvs//gnr+3dc/s5+M38K+KzPf/D3XbiMN5DPI2kTklRPDGTgxsWHmqBuIVWXJUq/xP8AdYH8eRS7ir5Hb0OBQB/UjaXMV9bwXEEizQTIJUkjIKupGQQQOQRgg+mPWp68I/Yi+KmmfF79l/wBqun3c15cafplvpGotcqRKt5bwpHKGJ65IDg85DgnByB7vQAUFtvftn/Civxk/wCCs3x+8b6n8en+HMl9a2Hhnwy9vqOnLpdwwnkmltkJlucOcSqWkCAqpVHyMh9zAHG/8FNP2rrv47fGS98H6HrlvqXw68L3AjsP7PyIru6ESrPO7ZIlKuZI0YfKFUlchyzfGRG2lOMH69cD/Pfr9KAdvJGe5/zxQAL/AEyKXcyScj8Md84/nXvn7Kn7Gnjr9rjUNdTwpPp2m2WipG13qGrSPFCXkJCRpsRmZyFdsbdoC8kFlB+3fg5/wRfsrW+ubj4o+LjfWyeX9msfDLmMPggyebJLGCAQNoCqDyTkEYoA/KhmOeCPUGmDLMc498/4V+6vxG/4JVfAPxpo93Do3h268G6tLGwh1HSr+dxFIclWMUzsrAE8gBSQCAVJyPx0+PH7P3i79nb4iah4O8V2arf2qiaO4tSXt7iBiRHNGxAO1sHqAwIKkAgigDzmKRreRXjdo5FO4MpIIxzwQeo9R6mvub9kv/gqV4q+Buj2PhPxrpbeNPCFunlWssUgTULXMhYneQRMMMQFbB4UBsAg/C8kbKoJHGMjBpq89fwFAH9Ruk6paa7ptnqVhcpd2N5ClzbzxnKyRuAysp9CCCD6Grlfkj/wSx/bB1rRfHWmfB7xn4jgm8L6haOmgPfkmWG93J5VqkpbCxsgkCxsDl9iqQW2t+t1AB14/kcV+A//AAUv8Znxp+2h4/Mep3GoWGlvbaXbJO7FbbybaNZoo1PCqJzOcKACzM38RJ/fg8jH8xmv5ovjx4yvfiJ8avHHiXUraCzv9S1e6uJra1BCRkysCoz1xgcnqcnqcUAcGzbaNowCfwweaT60LycUAW9Q1S61a4F1fXc17cLHHCJbiRpHKRosaKCeiqiqqjoFUDoAKrbtynv7U5IjJIEVSzk7QqjknOAMdSc9q+3vgr/wSY+K/wAVPC+j+IdW1HS/BGn6hlmtNXjuP7SgQMQHNv5YALAZALqSCDwCDQB8PbSMgggjqMfhQFB4NfrZ4t/4Ip+GZtLuj4b+IGpW+oraP9nj1G1jeGS5Gdm8rgrGeAcKWHUZ6H5G1r/gl7+0F4f8IXmu3HhGGWS2lCHSrG9iur105zIiRFgwGQCqncc5CkA0Ad7/AMEcPEkej/tRarpzwK76v4duIEk3AMjJLFKcDuCIyCB04PQGv2p6e31r4v8A2Af2BNP/AGadEh8XeLreG9+J19Gysyv5kWkwsCDBGQdrSEcPIMjJ2qSoLSfUHxk8aXnw4+EvjfxZp9qt/qGh6Le6lb2j52yyQwPKitjnBKgHHOCcUAfl1/wWC/aO8PeNfEWg/C/w9qV9eXvhu4mn1wW9xiwEzrH5cTKDiWaPEmSQBH5hUEsXC/m4VG0Y61teNPFWoePPF2ueJdYkSbWNZvp9RvHjjCK00sjSSEKBhQWckAAYzjtWJ93nII9DQAn9Kccs2O57CtDw14d1DxXr2n6LpVnNqGp3syQW9rbxNJLI7HAVUUFmYkgAAEk4A5Nfst+xV/wTL8I/CvwvY+Jfifolr4p8cX0DNJpmpIlzYabG4IEQjYFZJQpwztkBiQgwpdgD8WpIZY40cxsqOMqxBAYeoPenbiyoMEKvA4x9c1/S7rnwP+Hfie30y31jwD4Z1WDTLeO0sYb3R7eZLWFAQkcQdCERQSFVQAoJwBXPfFf9lr4XfGvw6dG8V+C9MuIFUiC5tYFtrm2Jwcxyx4ZSCASM7TtwQQSCAfzfNwX7YPGas32oXOpXDT3dxLdT/wAUkzl2OAACSeTwMD0AFfdf7cP/AATPH7OPhSDxp4K16+1/w2b1LK8tdUiXz7HzMiKVpkAQxltsZLKuGZAM7sD4QuIXt5nikG14yVZeCMjg8igBgbj0Ndj8FbG11T4yeArO/v7fS7C516xhuL66IENvG1xGGkckgbVBJOSBgHJHWuMrT8L60vhvxHpWrGwtNUFjdR3Jsr5C9vcbGDeXIoIJRsYIBBIJAIPNAH9Qir3/AJdM46/l71jeOvCsHjrwT4g8NXUskFtrOnXGnSyw43ossbRkrnjIDEjtkVj/AAZ8dXPxQ+E3g/xhd6b/AGTca9pVtqbWXmiXyhLGsgAbAyMMCMgHB5Gc12n3f/rUAfzI/Ez4Y+I/hJ4w1Dwt4p0a60TXdPYrPb3abd2GIDxngPGwAKuMhhggkEVyh+nNfpP/AMFfv2fb7wv46t/jBYvLPpGvQw6Rf7p932a8SMrHtQj5UeGM8LkbkkJwXAP5sf733v8AP/16AOi+HPjHUPh38QPDfijSpI01PRdTt9QtWnGYxJFIHXeO6kgZHcZr+l/wn4r0fxx4d0/X/D+p2us6NfReba31lKssUiZxlWUkHBBB54IIPQ1/L9xtPf6V+5n/AASl+K3hvxl+yzo/hHSbmaTW/CDSQatbzRFAjXFxNPGyHkMpDOoOQQY2GAMEgH2bRRRQBzvxG8YR/D34e+KPFUtpJfRaHpd1qb2sTBWmWGJpSgJ4BITAJ6E1/Nf8TvHE3xL+I3ivxfc24s59e1W61N7VZC6wmaVpPLDHBIXIAJHOBkdq/b//AIKd+PPEHw9/ZL8QXvh/XLXRZb64j0q7juIkke9tblXimgh3AgOVYsW4IVHIIIFfg0yheDzwOfwyaAE5Y+/bivTP2Z9C0vxN+0N8MNI1W1W/06+8UaZa3FpIBsmie6jV1buQVJBA5INeZ7fQ/Wvtb/glP+z/AG3xi/aGHiXVEmbSPA6w6sFjGFkvd/8AoqswYEAMjSYAIbyQCME0AfuCq7QFUAIoxgAAcdMfTH8qdRRQAUUUUAFFFFABRRRQAHp0z7V+MP8AwWC+OkPj/wCN2k/D6xiItvBEUn2i5Ygia6ukhkcDBPEaJGvIBDGQYwBX7OSyLFG7ucIoyxPoBk1/Ox+2l8ZrH48ftJeMvFOkW1nBojXTWmnS2kAi+1W8WUS4fKKzPKAZCXG5Q4UnCigDw6lJHGMik7fjRQB9uf8ABJH4T3vjn9qaHxSonh0rwfYzXs9xHEWieaVDbw25fI2llklkHXIhYEYJr9vq/Nb/AIIl+G5LX4c/E3Xy7GK+1a1sVXadoaCF3Yg4wSRcjI7YB71+lNABRRR+nvQAev60bgM8/WvPPjF8fPh/+z/o9nqvj7xLbeHbO7m8i2aZXklmYDJ2RxqzsFBG4gEDK5IyM/GfxL/4LM/Dvwv4xi03wh4U1Pxpocfy3OtGc2CscAjyIZELyAZIJk8s5BABBDUAfofRX5xr/wAFrPh//Y+pSv8AD7xIupof+JfaLcW5huOBzLLnMXORhUkOBnviuUk/4LgWxUeX8Hplcnkt4iDD8hbCgD9R6NwPGefSvy+1H/gtxpraVc/YfhVdJqWwi3a41hTDvPQuFiDbQcEgHJAxkda5Dxh/wWq8TXnhPTIvDPgHTdO8R+ar6hdahcPPalATmOKNdrZYYG5mO0ZABJDAA/XCivzw/Y5/4KmP8dPirF4M8eaLofhL7dARp+pwXpiiluQyhYCspOWkBwuGJLKFAO4EfofQAfr7V8f/APBVTwfB4o/Y38SX87zrNoN9Z6nb+QwVTIZRbkODyV23DHA53BT2Ir7ArxT9tD4bXfxc/Zd+I3hmwDPfXGm/aYI4lLNLJbyLcpGoH8TGEKPdhQB/Oivt160FTjJ6Zxmhl25x265A7YH9evepZpg9vCipsKAgnruJOc/kR+VAEPWtvwT4H134j+KNO8NeF9Jutd1/UZPKtdPs4y8khALEgDoFUFmYkBVBJIAJGIFLMEAJJOAq9ee1fuB/wTG/ZHn+Avwpl8UeMPDsGn/EHxHKZS1yhN5Y6eVUxWzhh+5ZmDyOgGfmQP8ANGFUA/M742fsC/GL4ER2d14i0SG70ea3WefWdKkaeysizBfKmk2r5bhigAxtYsApbmvneaE28zRNwVOAcEdOc89u4r+ou7s4NQtJba6hS5tpkaOWGZAyOjAgqy4wQQSCCMHNcZ4o+A/w38caoNS8ReAfDWuahkE3WoaTbzStgbQGZkJYAHAByAAMUAfzYaDoWqeLNastI0ewn1PVL2Vbe2s7WMvLNIxARVUAkkkgAAckiv3x/wCCe/7Ouvfszfs7Wnh3xN9nTxFqWoS6xe2sDbhavIkaCFnBKuyrEu4qdoJIBYAM3sHhP4G/DvwI5k8PeBfD2iymZLjzbHS4I38xc7G3Bcgrk4weNxx1NQfHr4vWPwD+Efifx9qOn3GqW2iWwmNnakK8zM6xouWOFBd1ycHAyQGIwQD8hv8AgqB+1nrfxY+Mms/DrSr67sfBHhW5bT5bFZCi399G+JppUwMhHGxASwAQuCC5A+HvbvWv4u8Uaj448Vaz4i1i5+16vq95Nf3lxtC+ZNK5eRsAADLMTgDAzgcVkkD1oAReW/CvTvgL8C/Fn7R3jqy8H+D9La91GUbpLx8pbWUOeZ7iTB2xqD6FmJVVBYgHE+C/w7b4ufFrwd4JS5ez/t7VrfTnuo4fOaBJJFVpQmRuCqSxGQMKckDmv6J/gn8C/Bv7Pvgmz8K+CtIh0ywt41WW4KKbm9kAOZbiQAeY5JJycAZwoVQFAB8m+Ev+CP8A8IbT4Y2OheJLjV9Q8WCQT3fijS7o20jEg5hjhk8yNYhnAJQuSCSwyAMnxF/wRh+FUnh/UY9C8UeK7fWmgcWc9/dW8lus207DIiwBiu7GQCDjgYNfoRRQB/O1+05+x/44/ZZ8UW2m+J44b3Try3Fxb63pwlezf5mUxh2VcSKVGVIzhlPQgnwtkdGwRggkZIweOMH05r+mn4sfC7RPjN8Pdc8HeIYWk0rVoDDK0aoZY26rIhdWUOpAIYg4IHpX85nxo8Hw+APil4p8P2lvqVvYafqNxBZjWIhHetbrKwiaZdq4dk2lhgctkDFAHE9eOnvX3L/wSS+N9l8N/wBoO68N65rVzY6V4qsvsFnZorvDcakZoRb7wuQDs85QxGBvIJGSa+Gf0NbPg/xdqngPxVo/iTQrs2GsaTeRXtncBQ/lzRsGRtrAggEDggg9CKAP6gaK434OeOo/id8K/CHi2Ka3nOtaVbXsr2mPLEjxhpEGCcbXLDBJIIIPNdl14oA/LT/gtdfK0fw4sm0aRfKW5nj1pkGyTcUVrdWByWXYrMDxh1I5zX5YV+x//BZzw3a6l8C/COsPqEEF7puslYrKVzvuY5I8SFFwSSpWMknAAY5OSAfxxYjcccD0oAT8K/TP/gir4umsPFPxA8Px6Lq97BqMdpcSalawIbCy8oTYE8jEMrSF8IqglsOSMKWH5mV+yX/BFmxkT9nnxheb4/Ik8TvCqKuH3Ja27FmbHIIkUAdtp9TQB+hFFFFAB0r8A/8AgoNoWh6T+1f8QG0nxLDrsN5eG+meBw/2e5kAMluSOCUJK8E4AwQDkD9/K/nD/aytL6z/AGlfiW2pabc6Y1x4jv7mO3u4TG/lyTuUOCAcFSCD0III4IoA8iY/NgD15oVtrA5Iwc5HWnzGM48vd7gjFR0Af0e/sh63B4i/Zb+E97BOZ1HhqwgeRgQfMigWKQHPJIdGGe+M969dz/nFfC3/AAR91TV9X/ZhvpdS1G7ubO01uawsLady0UESxROfLBHALyuCAcZUnAJOfun6daAOK+NrIvwa8ds6CVf7BvyYyMhv3D8Ee/T8a/mn1y+k1LVLmeUfOzZOOnQDj8v1r+lD46Xtvp/wV8dzXVpd39t/Yl4j29iredLugZdqkA4zu+8QAoySQATX8090/mXEr7fLJJJTJIB//Xn889KAJLPTZdQ3iJS7LydoGAKgdDDIQeCpxx61Ys9Un0+OdIn2iUBW9cD0p2l6Xf8AiLWbLTNOs7jUNUvZ0trW0tYjLNPK7BUREAJZmYgAAZJIAyTQB9g/sF/8E+7/APakuX8WeKJbjQfhvZT+SZIV23GqSAHdHASCFRTgNIQeTtALBiv6+/DH9mn4a/CDwYnhfw34Q06HS/ME8i3UQuXmkGPnd5ASzfKCCehHGKk/Zt+HUvwk+Afw98I3Gnw6ZqGk6JaW9/bWxVkW78oNcHcCQxaYyEsOCST0NemUAVp9OtbqLZNbQyx4xskjDLjsMEdBgcV8If8ABS79jvxD8bLDw34i8EaTBdXmkw/YZbGzQrcOjMTGVAIUopYggZI356AkffFI3KnoPZhxQB/MJ4z8H6v4D8SajoeuWjWGqafcy2V1bswLRyxMVdTgngEEZ74zWEwIzX6zf8FVP2T9Oms9U+M9rqLJq149jp9zp80Y2lgDGJEcEYJREBBHJXIPJU/k9PHtkfAyVJBH07j1oA1/BPiq78B+M9D8SWUayXek30N9CjlgrtE4cKSCDgkYODnB4r+jz4E/GbQPj/8ADHRPG/h2XdY6jFl4GYGW2mAw8UoHR1OAR0I2kEggn+afcVbJPA9a/RH/AII0/Ea80/41eIvBtzqt8dKv9IkurXTzct9lFwkkW5/LJ27yikbgM4UjkZoA/YiiiigAooooAKKKKACiiigAooooAKKKKACiiigAo57cHsaKKAPgP9s7/gmTZ/GDUG8SfC230fw34jv5pptZh1CSXyrtmIZXjADiJiwYMFCqQ2RyCG/Lv45fs0eOf2d7ywtvGmkTabNfiQ2zEh4pwjBWZHBwRkg84IyCR8wz/SB1HtVTUNLs9YtJ7S/tIb20njeGWC4jDpJGwwykHIKkcEEYPegD+XSSN42w6lXxnawweeRxUdfth+0F/wAEnfAHxY17UPEfhbVbjwZrd/N5s1uYRPYHCbQEiBUxgkAkhiBzhRxj4l8c/wDBJn45+G/ESaZomm2Hiqx+ymb+17W+igh8wAnygsrK4bIwCVwS3JAGaAPintmj19q6vW/hb4r8P32qWl/4c1OJ9LuZLW8/0ZmSCSNtrqzgFcgggkHjA9RWLDpdzqsscdhZTSdAAqk5J9cCgCgv3s+3b0puArHHY5FTXFrLatiRSPfORn2NRbSv/wBf/PtQB9Ufsj/8FCPHP7LN3LYTRP418GSR7Tod9eNE0DKMI1vMVfygD1QKyEEjAJDD9Z/2Rf22vBX7XOj3o0eKfQfFGmKHv/D9/KrSrGcDzoWGPNiDHaWABVsBlAZC389/6/Q1p+HfEWpeE9atdX0a/udM1K0cSQ3VpKYpEIIPDKQR+GePYUAf1D/ewRyOxorwL9iv9pDT/wBpj4K6br8V7Pd65YlbLWvtUEcD/bBGjSMiRkgREuNp4JHBGQa99oAKKKKACiiigAooooAKKK4P47+NE+HvwZ8beI5FkP8AZ2kXMyLDIY2aQRkIA4+6SxABHQ80Afib/wAFJvjJZfF39qTxBd6LeR3+jaVBDpVteW04mhmWNSWaNlJGwyPJjBIJOcnIr5YhQMwBwB1IxnJ9qWZsu5OSdx6nJ57E9yO5701Yy+dgztBPX88UASosjMkaISWYAKo6k9B+Nf0ffsv/AA9b4W/s9/D3wu+nf2Vd2Gj2/wBrs9wbybl18ycEgkE+a75wccnBxX8+fwN8DwfEz40eBfCVzcy2lnrWuWeny3NuwEkcUs6xuyk/xAHIz3xX9KFjHZaLZ2OnQPHbwwxpBBC0mTsVQABk5OBgZ5JoAv1HdW8d1bSwyjdFIpRlyRkEEEZHTg9RzTmlWMAs6qGIALEDJPQD3p2ffHvQB+CX7fP7Ph+Afxm1i2sLK4tvCGoTl9DaUlg6iKJ5Yw7Es3ltIBuJJPGSxya+VGyG4x1zkc8V+7P/AAUk+Fvwt8afBWfxD491a38P63okcv8AYuoCQCaeYj/jzC9ZFkYICMHb97KgNn8KZlG9ipGMn5RkenGPw/OgCI/N9fcV/Q1+wt8XNG+M37MXgjUtKaFZtJsYdFvrWLJFtc28SIVyw6lDG4wSAJAMkg1/PKOo4z7V96f8EhPi7ofw/wDj1q3hzXNbu9ObxVZJZabbvPssbi7WQMgkBOPOI3JGfV2QcuAQD9pqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5b4raBL4s+F3jHRIZRbz6lo15ZRysMhGkgdAxHsSD+FdTXL/ABUhjuPhj4vil1aLQIn0e8VtWuG2x2QMDgzucjCoPmJyMBTyKAP5kmXDsg+bBIDAAZ5OT7f/AFqRQTwMk9MZFXtYsV0nVr2xS5t75beZohdWjFopgpIDoSASpwCMgEjqMiqIVe+eD0FAH1p/wT91PwXq37SHgq28Z3x0eOxlF3ptybpILcXkJ82MSu/ADFGUKCCzMoByRX66ftqeGdc8Y/ssfEfRfDtk2p6veaW0cFnHbmd5iGUlEQAksQDggcEZHTNfz8eAoI7jxXpEL6dNq6S3cUb2Fu5WS4UsAY0I6Fs7QRyCRX9MuhaPaeH9HsNK0+LyLGwgjtLeIsWKxxqFRckknAA5OSeKAP5hdb0HUvDGq3Ol6xp9zpWo2srQz2l7CYpYnUkMrKwBBBBBBGQRiqP5fjX6c/8ABZL4SeLbrxF4Q8ZaZpFxd+CdP0uS1uZbG2YxadcNPuZ5ioIQSeZGAxPJUjPTP5iL81ADlO5sHHoOcV9u/wDBP39vjXvgX4u0LwL4x11ZfhVcTPG322IyvpbOp2PC4IZY/M2FlJKqpcgBic/EFKuM8/lQB/Tv4L+IXhb4jafJqPhTxJpPiawjk8mS70a+juo1cDJUtGxAPfBOcY9a+Yv+Cq2mf2h+xn4nlNqLg2l3Yz78E+STOq+YPT75XP8At4718r/8EXZbe+8W+Obc67NY3Fjaw3MWiwzlE1BZCyPPKmfnEP7tV4G0zEnJIr7O/wCCk00cf7FHxMR5Y4y8Foi+ZIF3H7ZAcDPUkAkAcnFAH8/2DkUKDn1pBkce9L35oA3fBvhy58V+KNL0ezsJdSu7+6htYbWE4aWSR1VEU8csWAHIySK/py02wh0vT7WytwRb20axR7mJO1QFGT34A69a/AH/AIJ2W6z/ALZPw0LQR3Ijv3IWSISDPkSYbB7j7wbqpAI5Ar+gnrnnP1FABRyOgye1FFAH8zXxo8XS+PPi5408QyvITqesXVyqySeYVRpWKIDgDCqQowFGAAABxXFenv0r6w/b/wD2Nr/9mH4oT3mh2moXvw91hftFhqUitKLaVid9rLJj76kEqTyyMOSwbHivgX9nn4mfEjTYtU8OfDzxNrmkzSGBL/T9Knlty4IBAkVCvBPOCcd6APPra0nvZkhgieeVzhY41LMT7Ada/Qj9k3/glO/xu+GB8Y+NPFM3h6PVFV9It9KVZpVUM6ym4DjAOQAFUgjBJIxivtf9iT9hXw/+zl4P0rVvEmlWOp/Edg00uokb/sG4HEERyQSoJBkAySWAJXk/WSRrEFRQFx/CowMk5OPzz+FAH5hr/wAEQ9O/tB2Pxduvse8kRroC+ZtyOC/2jGffb+FZvxi/4I1Q6P4Z06b4deIdV8Q6ybvy7211R7eGPyWBxIh+XBQgAgliwbIxghv1SozjPtQB/Mr8VvhP4q+CvjK98NeMNHuNI1S3ZgBMhVJlDMvmRtjDoSCAwyDjrXHlj0/I1+uH/BXr4H+Ctc8Lr8SB4ostJ8eaRDDatotxdp5mp2ry4UJGWDBkzIwKghlVwRnkfkcwI4PB9CKAFz/kGv2w/wCCQnxCsfEX7N914ZXU5bjVdA1OXzbGYn/R4ZgGQx5GNjOJTgdGDZAyCfxPXI9Pxr9Uf+CKHh9Gb4o624YFV0+2i4+UhjcM3/Ah5aj6H3oA/Umvkz9sn9gPwV+0h4d17XtN0qPR/ig0AltdatWKG8kijwkNwpYIysAI95wy4Q7iqlT9Z0fp70AfzVfGz9n/AMcfs8+JrPw7460qPSdXurMX0dvHdw3GISzKCWjZgDmMnGc4A9a86OeB6V+j3/BZn4UxeH/iJ4Q8fLqF1cXfiKKexltJFHlWq26wlAhHJ3ebIT9K/OL2FACKxx1AP1r0j4C/AvxF+0R8QbXwb4WSH+1bmN5ka6ZliVVGWLsAdoABOcHkAYJIB85RQeCMc9cV+sX/AARZ+HNnH4Z8ceO1vA99JdDRjY7BmJVWObzA2ScMGUYOMGM+tAHUfBn/AII3+AfCsej6j4/8Ral4s1iB1lutPswlvpsmACYiChlZQcguGQsCCFUivu/wP4E0P4b+FbDw34csf7M0WwBW3tRI0mwFix+ZyzHJY8k9DgYwK36KAD9PcV8b/wDBVrxnrng39kvUk0lR9n1i/t9MvnTIeKFt0mQR0BMQU56h8V9kHhSfb6V+Zn/Baq813TvDvwylsry7i0Oee/hvLdZ2FvJNthMRePO0sFM2GIJAJwQSDQB+THIAz90HH6dc05fT/P6U3rznPYHtz1qSNxwMZBPPNAH6af8ABF3xZqsfjDxp4aHmf2LPp39osxPyefHLEgA9CFkOQOCDzjAr9Yq/Er/gkf4k1nQv2sI9IsZUOm6xpF1HqETsxXYqiVHQAgb/ADEQcg4VnGQcV+2tABRRRQB/Oh+2pNLcftZfFtpUWN/+ElvV2qcghZWAP1xgkepNeKqx6E4r6g/4KYaZYaT+2t8RYLCFLZJJLO4liRcL5slnC7tgdSxbcT1y5r5fOD/XbQAqn/Cv2q/4I2wyQ/sr6y8kZTzPFd2UY/xD7LaAn35BH1Br8V4vLGS7kYOQAM59q/b/AP4JFW8cP7I0MqSRu1xrt5K6RuGMZxEoVgOhwgIBxwQehFAH2vR14oqhr19caXoeo3lpYS6pd29vJNDYwMqvcuqkrGpYhQWIABJABIzxQB/Np8fI1t/jZ8QII9Yl8Qqdevf+JtcEeZeETsTKxHdjknHAJrgPu9Dj15rZ8Zx31v4w12PUtOm0bUkv51utOuIzG9rIJG3xOjAMGUggggEEc1jj5vw60AGcN1wK9F+DXwH8V/HjxJbaB4Qsl1DVbnd5dvuVBhVLsWdyFUBQSMnJ6DNecsu1s59wa/Tz/gi34P1z/hIPGvie2udPHh0wLp95byKxuvPyrxbMEBVK+YWJyCQAAMZABj+Ev+CKPjHUbSSTxJ8RtH0aXIMMen2Mt4cEEneWMQVgcDC7h1IY149+1B/wTT8e/s9XmiS6LLcfELRNSkW0+3afppjlhumYiOFoFkkbDAKQ4OCW29cZ/dbrxRzt9+/Of6f0oA/FvxD/AMEd/jLpOl2F5Yap4b124lVftVha3bxSQsck7WlRUYAAAtuB54U9a/RT9l39i7wP8AbbS/EcegQwePZtKgt9QuEmaSGCUqpmWEE4A3gjdjJAzwCRX0h/nJ60f564oA8f/ay+Knh/4L/s/eMfEfiaK+udLNmbA2+lyLHczPcEQqsbsQFOZCxbnaFZgGIAP85DNuLHJ568n1yO39B1r9If+C1HirUv+Fn+A/Df9pXg0gaMdQbTt5FqZjPJGJdoOC+1SuSPlGMH5jj83MADr9BigBKnh2/OGG9MH5c4we2PxqIfLz369K+vf+Cf/wCxZr/7SHxA07xNfQrZ/DzQdRik1G8ud3+nNGQ32SEcbmOFDnICK+eSVUgH09/wTX/YJ8J694D8PfGDxhN/wkJ1a3uktfDN5YobOECWW3Mkoct5xKgspwoXcCMnBr60s/8Agnx+zzYyB4vhbpJIcuPMlnkyTzyGkxjI6cgdsV9DRqsahUAVV4CgYAA4AAxxjpT6APjvx1/wS5+DXjbxZBdwaP8A8I7oItJo59L0kmNmuWYlJ0kZm2BQx/d4KEqnAAYN+Uf7Y37K9/8AsmfFZvCkuof25plxZR6hY6kqbGkhdnQCRBwjh4nXGSCADkZxX9EHX/8AVXj37WfwPvf2iPgD4r8DaXqkWjarqUEf2a8uFZo90cscojcjLBHMYVmUEqDkKxG0gH85KttbgdB64rrtR8S6RrGkaZYjSoLa7t8brxFCl+MEEDg885Iz71ga9ol/4X1vUNG1S3e01PTrh7S7tnxuimjYo6HBPIYEHHpj1FZvXp60AaV3bpFcRhBsDYLEcLgnj8DX9Gf7KWsQa7+zP8LLy2vV1FD4asI2uEIIMiQIki5HGVdWU+hUg81/PP8ADXxmPBfjTSdWuLCy1eC3mBNrqUCzwMcEAtGwIYKSDtYEHGCME1/Sr4Th0uHwzpA0KKzg0b7LG1lHp6qtuIWUFPLCgALtIIwMYIxQBsV+SH/BaL4Y+GvDvjDwF4y0+zFp4m8Rpd2+pSRfdukthbiORhj76rKE3dSoUfwgj9b68z/aD+COgfH34W+IPC2t6Xb3dxc2NxDYXkkSGaznZCElic4KsGCkgEBgCrZBIoA/myIz/Qf5+lPRzF6PyCOKt69ot74c1rUNI1CI2+o2Fw9rcwsQSkkbFXXjjggj8Koj1zQB+wn/AARl+Lus+LPhT4s8BaiVm07wncwz6XIEwyRXbTSSRkjggSIzAnLZlYHgKB+i2f8AGv5yP2S/jUPgH8ePCniu5XVbnRre7VdQ0/SbxoJLiIhlwQCFkALbhGxCsV2kgEmv6MYmaREcq0ZYZKtjI9jgnn8T7UAS14V+2d8dNM/Z7/Z78UeIL3UbrTdRvbeTStGlsVDT/wBoTRuImTJABTDSEkj5Y2IycA+61+SP/BbC0u7f4ifDm7YXQ0+60m4hXzJc27SRTgnYmeHAmXc2BkMoycEAA/ODUNWvNYvLq91C6lvb28la4uLq5cySzSMdzO7sckkkkkkkk5PY1T2/NxkkDkClXHPQ+melSKU8or0IOOmfqKAPqD/gnP8AA26+NH7TPh/fplpqPhzQj/amrpfxb4GhQ4RNpGGZnaMBTngknIBFfvlyCeOpz/n8OM//AFq+Mf8Agkz4V1jwp+yhGutaReaRLfazcX9uL6B4WuIJIoPLmQMBlGAOGHBAyOua+0KACiiigAooooAKKKKACjnt1oooAp6tpNlrul3mmalZwajpt5C9vcWl1EssM0TAq0bowKsrAkEEEEHBzX8737XHgHQvg9+0b8QPCPh2yez0bTb54raKaQu0aSBZFUEknCq4UZ5KqCSxya/otr+eD9u7w/e+Gv2v/ipa33meZPrUl6jSqRujmAmjIB7BZBjHGBQB4omlyTabJeIcBCB5ffGOTWfnv09qVW29GwPQj880mCe2aACj3H50n14HUHGa9L8G/s3/ABR+InhmXxB4Z8Ba9r2kRXC2puNPspJg0hBIVAAS+AASVBCggnAIyAebNySSOpGTSLwCOvPetq68F6/p/iS58O3Oiahba/atIk+ly2rrdRMgLOrRkbgVAJIIGACTjBrJmgltpGiljeCVThkdSCPUEHkUARnrz0pdufp/KljRpG2oCzYyQBk4qS3hLTIh+UHqW445/wAD+VAEbNtGM/jXrv7Is89v+1P8IDHMbdh4s0xdyttO03UauM56EEgjuCRXkv2dzI+1TIikZkUZAz059+ccjNfpR/wTk/4J46vrfiHQfi58R7KTTtDspItS0HRpgVmv5AS0VxJgho41YKyqwzIQpICY3gH62+n5ccc0HkEdfakUbRgDjt/LAHal68UAfIH/AAVWm1aH9irxcth9mNpJeaemoNcKd/2f7VEQY8EAP5wgySCNu/gEgj8JB/Sv3x/4KdXmj2/7F/joatJbebN9lSwjuJQjSXBuIyojBI3sFEjbQCcKTjCkj8D2zxn9KAEpdp7457UdGH19K6L4f/D7X/il4x0vwt4V0ybV9d1KTy7SygA3SFVLMcnoAASScAAEkgAkAH6K/wDBMz9hXwL8Y/hVqvj/AOJGiS67FeaisGkWtwZ7ZI1gz5kyOjqJkkZwhBGAYWByc4/V6OMRqEQbUHy7ccYA4wMfTpx1rk/hH4IHw1+F3hPwt5VtHNpOm29pP9jXETzLGBLIOFzufexJALFix5JrsKAD/PFfhF/wUx/ZztP2fPjnbvpF61x4e8SW8mo2NnJHg2J81hJbgjhkBIZTwQG2kEjc37vHv/SvzK/4LWfC8Xng/wAA/EKBFWWxvZtDun3HdIkqmaHAJxhWhm6DJMnPQUAfkycdOp6n6UDGefxpcbc5+9xzSDr/AI9KAP2C/wCCLHjC51T4P+OfDU1/58Wj6vDcw2jIQYFuIjkhuhVmhOF7FWP8VfoxX5j/APBEXw/e2vhf4sa29qyaZeXum2UFycASSwx3DyJ9VW4iJ/3xX6cUAZ/iDXbPwvoOpaxqMpt9P0+2ku7mZUZykcalnYKoJJABOACTjABNfzGeLPEN14v8U6vrl9c3F5ealdS3MtxdSmWWRnYsS7nkk5HJxnmv3O/4Kh+Mo/BP7IHiWZNXvtI1a+u7Ww057G5kgM0kkgMsTlCA6NbLc5RsqQMEZAr8Gm+XoeCMEe3BH9KACtTwv4b1Lxj4k0rQtHtXvtW1S6isrS2j+9LNI4VFHuWIHUVl16z+yn8SfC/wg+P/AIO8Z+MdNu9V0PRLv7W9vZ7fN8wKfKkAJAJRysgBIyUxkZoA/fn9nv4S2XwS+DvhPwna6XpOm31lp1rHqjaPbrFFdXqwRpNOSFUuzsmS7DcwAzXpFfBF/wD8FkvgzZ+K5bCDRfE97oaQ7l1e3tYhvlGTtWF5FbbggBiQckgqAM1it/wWr+F/9pwx/wDCD+LDpxz5twPs3mrjptjMuGz7sMe9AH6I/p9K4z4n/B/wd8ZvD8uieNNAtte0yR43eGYshYo25BuRlbAPOM4OTkGvmHVP+Ctf7Pum+H7PUINT17VLmfiTSrPSWFzbnbkhzIUiyD8uUdhkZBIya8Q+K3/BaSws/EWjL8OPBb6noiqX1OTxEPs88hJGEhETsEIAOWbdnOAoxkgH58ftN/C+D4NfHbxr4Rsri3utL0vVLiGxe3u1udsAclEdl6SqpAdTgqwIPINeWLjj17+let/tPfHz/hpL4qXvjH/hFdH8HxyxmKOw0mILvzLJKZZ3AHmzs0rFpMDdgcZFeSKtAHU/C/xJc+Cfih4P8QWUH2u80nV7O+ghLFfMeOZJAmRyMkYyOma/pvz8wx37/TP+fxNfy2WM32W+t5tvmCORX25xnBBxntnpmv6efA/iq18deD9B8RWCyJZaxYQahAshG4JLGJAGwSMgMM4J9iaANyv52P23PhXY/Bn9qb4heF9LXy9Livxd2sJOfKiuIluFjySSQok2gk5IAJwTX9E9fz4f8FDL7U9Q/bI+J8msReReR38cEYO3LW6QRLA5xx80Qjb15HoaAPnJqcPm4A59xTWFOUH9PSgD7b/4JLfCq2+IX7S0usap4YOv6L4c05rkXMwR7ewvGYC3kkVj8zELNsCgkMA4AC5H7fKMe/uev1Nfnt/wR68JeJPBfwq8RjW/BV5pFnr1zFrGna/cWqIL232CNELkhyo2s8YIIAkdgQHBb9CqACiiigBT/nivj7/gqR8ZU+Fn7K+taRbXclvrniyRNItBbuFfySwa6ZhkHy/KBjJGeZkB4Jr7A6f/AKq/N7/gtVrmk2/wv+Hek3Fg0usXmp3NxZXqtgQxxIizIR3DebGfqgoA/IhmBAxkDAAU+wGTTf0980voPY80n6+1AH2x/wAEmfhnZ+Lv2otO8SXeu6TZDwzFNLBpF5KPtWozS280YFvGSNwiBaRmBJXavGGyP3Cr8Zf+COGj6jefHrXdStvDOm6pp9np4ju9augTdaV5gk8v7P8APtHmlSrfKW2g4IG4N+zVABRRRQBznxF8D6b8TPAuveFtYhWXT9Xs5bOXcivsDqQHAYEblOGHBwVB7V/NL468K3vgPxpr3hjUXhlv9Fv59OuXhbcnmwyNG+1sDI3KRnAzgdq/p9P+ecV/Nz+1P5bftMfFd0hmto5vFOpTJFNC0Lqsl1I4yjAFeCPlIBGSDQB5WDU9nc/Y7qC48mKdYpFk8qZdyPgg7WGRkHGCMjIJqD7vGePpSD8+aAP6Gf2GfjVa/G79nXwrqdpol1og020i0uWOSIpbmSFQhFuS5LRAAAEkkDgkkEn6CrwD9gnR9F0T9kH4XQeH9Vk1nTX0oXBupCuVuJZHluYiF4HlzPLHjJI2YJJBJ9/oA4n4x/CvRvjL8PNa8La1Y6fdxXlrLHbTahZR3aWdw0bLHcKjgjfGWyCMH3FfzTX9qLW8ngQh1jcoGBznGOfoeMY9h3r+o+v56f29fhxoHwk/ay8feG/DQEOlJdR3i2qIqJbNcQx3DQoFAARDKQoA4XAJJBoA+fuO46df/wBVfpf/AMEcf2gLfRPEWr/CK80e1RtaeTVbLVrdMTvNHEN8Mx/iTy0LIRjaQ453gr+abSeZgMMbegFdb8J/iprXwU+Imh+NPDU/2fWNJuFuI9xO2Qch42wQdjKSrDPzBiDwcUAf0z7v8aX8ce9cV8H/AIseH/jf8N9B8c+GJJpdE1iFpYDdReVKpV2R0dcnDK8bKcEglSQSMGur1DULTSbG5vr65hs7K2jaae5uJAkcUags7uxICqACSSQAASelAH5Df8FmPipNrXxa8LeBbTXFn0zRdP8Atd3pcOQILyVmIMh6FvJEe0HO0O2MBzX50N69c17J+138df8Ahor9oDxX4zjjji02e4NtpypFsY2kWEhZwcneygM3JwWIGABXjVAC7jz/AIV+6X/BLn9nmP4K/s6Wev3nmf2/438rV7kSIV8m3Ct9liAJ5ARmk3YBJmI6KDX4keB9PsdV8beH7LVbmSx0u41G3hu7qKAzvDC0qq7iMYLlVJIUEEkY71/T4Bz78/Xrnr/T/CgB1FFFABRRRQAUUUUAFFFFAGJ421DV9J8Ga/feH9PTV9etbCefT9PkcItzcrGxiiLEgAM4Vc54znNfzK+KNUOu+ItV1M28duby7luDDCoCIXcsVA7AEkAZ6Y7V/UKfy96/Cf8A4Kdfs4/8KM/aDvdbsTAPDvjJpNWs4kZA9vMWBuYjGoG1Q7hlOACJAAWZWIAPj2hfmYD3xS/NjH86I15JPQcmgD9if+CLGrPN8CfG+mHT7uJbfxGLkX0igW8xktYlMaHJJdDDlhjAEkeOSa/RCvxc/wCCPPxavfCn7RGoeBvtEcek+K9Pd2haIsz3NqjyR7WA+XEbXBOcA4GTkAV+0ef/AK1ABRRQ3+c0Afi5/wAFita1u6/aH0rTNT1KGXSbPS420vTY8h4FcAyyv2O+RSATziLHAANfBG3B6c5xiv2d/wCCoH7F2sfHax8O+NfAmmHUfGFhIumXVjbxgS3lvI/7ty5IA8pi2S2BtkJLALg/kP48+H2t/DHxprHhPxDam013SZjbXdvG6yiORTyAykhhjnIOORzQBzOPx9PSlrtND+DPjnxJ4D1jxppfhTVdQ8K6RKIL/V7e1Zre3baGIZunAKFiOFDLnAYZ2Ph7+zX8UvixocuseD/Amua/pcVyLN7yxtGdBNt3FQfYEFscLlckZFAHmffHeiuv+KHwl8YfBbxQ3hzxtoN34c1dYxMtvdKPnjYkB0YEhlJVhlSRlSCcg44/p70AORzG6OjtG4IIZSQQR0IPY1/SV+zF4jv/ABd+zr8LtZ1S4uLvU7/wzps91dXTl5J5mtYy8jnuzEFsnk7s+or+bP8AlX9An/BOr4k6h8T/ANknwNd32nS2B0m2GiRSvEyR3cVqqwpKhOdwIXaWBxvRx2IAB9L14B+3prWoeHv2P/ihe6dfvYXa6UYvtEZ2tskkSN1BwcFldlyMEbuCCM17/wBv/rV8/wD7fXhO78a/sd/FPTrKdLeWLSG1BnkBIMdtIlzIvHdkhYA9ASM8ZoA/nmXCnI7c9Bj8P896G+Y5I5PpTGU9Og6H604Y756UAdH8N/C9v45+IXhbw3d6omiWusapa6fNqcihltEllWNpiCVBCBixBYAgYyOo/pyhgW3jSNN21FCLuYscDAGSSSc46nk9zX85f7HtjZ6t+1X8J7XUI45bSXxLY7o5cBWImUqDn1YAY7k471/RwPrnqf1//V+dAC0UUUAH16fSvjr/AIKoePJPCX7LGo6W9qslr4ju49OnmY4MIUGddoBGWLRKOh4DcHIr7Fr83v8Agtd4gvLf4XfDrQ4ygsb3WLi8m3ff8yGBUjAHoRcSE+4WgD8hl6e+ecfTijrR2HPrxSUAfoJ/wRy+HOua18eda8a2lrp8nh7RdPazvLi8UNMktwD5a2+QSGIjbcwI+TcD94A/svX5t/8ABE/UNEb4Y/EWyinb/hJF1iGa6t2GFFqYQIXU4GSXFwCMnAC5xkZ/SSgAooooAD/nNfmV/wAFnfg7pb+EvCvxNhaO31WO+XRLqNYhm5R0kkjckc5TynHOchwMjBz+mp/zzj9a+KP+Ctlz4PH7J+o2eu3lnF4k+3Ws/h21lk2zyTrOqzGNAclVt3mySNoyuSCVBAPw8b+tFFA9Mc5oA/Vn/gin8RbaTTfiB4Jn1S8k1BWh1W102QH7PFACY5ZE7B2eSMMMcgKc9QP1Br8Uf+COmiXup/tUahe2+py2Ntpvhy6mubeIcXiNLDGIn5GFDusmf70QHev2uoA/O7/gtJcwQ/AzwTD5S/a5teOyTAyIhA5cAehJj5/2R61+O3BYYzX7Nf8ABZy3nm/Zx8LvFZGVU8SwtNdCPJhU29wNpYDgM2zIJGSq4zivxmjYxsCODQA3B3dD+HWv1m/4IjXWpv4T+K1vLJKdGjvtPe2jx+6E7R3AmK+5VYM+wWvybZjI2SMn3Ffph/wRL1PWIfGnxK05fM/sKewtrh/l+T7QkhVcHpnZIxIHONvtQB+tNFFFABX4q/8ABYnwvbaL+05puowmdp9Y0C3urjzCNisjywgIAB2j3EknJOOMYr9qj0Nfkh/wWy8S6fN8QPhvoUNtEmrW+mXF7cXAjAkeGWULCjMDkhWhmIB4BYkZyaAPzU46U1vu9M06igD90P8Agkvq8up/sd6TFJYRWa2OrX1tHNGMG6XeJDK49QzlPpGK+yq+Of8Agk74gm1r9jnQ7SWOJItJ1O+sYCgwWQyeeSxzywaZxnA4AGOMn7GoA4b48LqD/A/4gppFob/VG8PagtpaqMmWY20gRAPdsD8a/mkuFfzMyD52G7OBg8kEjHbIx+tf1Jsu5SCMggjmv5wf2s/E2jeLv2kPiJqfh2DS4tBbWbiGxOiqos5IYm8tJI8EqQ4UOSOCXJAAIyAeSV9m/wDBJvQdB179rqx/tvTY9Tns9LubvTPMAK292vl7Z8HglUMgXOcMwYcgEfGPJPSvsL/glFrFvpP7ZHh2Oe6+zm9sL63jXZnzW8lm2E9shC2fVQO9AH7s0UUUAFHWiigD5y/4KCafpdx+yf44n1TTJtRWzhjuLZYJFjMNyJAscpJB+VS4JGMkZAIJBH8/FwxaVnddhbqo/DpX9D37cmtadoP7J/xHuNV05tUtpNO+zpChA2zSyJHBKckZEcrRyEDOdhHOa/ndkYknPJz97646UAI2SeOPTjNfYP8AwSgvLa3/AGzfDiXM5hebT76O3XOBJJ5DHaf+AhyPcCvj3B+nvX1V/wAEwtF1LVP21PAsmnwySR2S3l1eSKmVihFrKpZiPugs6KCcDc4HUgEA/fCiiigAooooAKKKKACiiigAooooAKKKKACiiigArN8ReJtI8H6PcavrurWWi6VbYM19qVykEEeWCjc7EKMsQBk8kgdSK0iduT6c9M1+Pn/BVj9sDw98WW0T4ceB9XfVNL0q4e71e7gyLeW4HyxxKSAWKDeSwJXLAAnBwAfo74F/bE+CvxI12TR/D/xJ0C91NLtbGO3lufs7XM7Eqq2/mhfPyRgGIsCSME7hn2brn2ODX8ttrFIzK8JMZUgiRcgKRnnI6dAfWv01/wCCYv7dHiPVPiMvww+Iut6x4nbXNqaNq2pXfnfYnijkYxSFvmIk4AbcSGVQQQcqAfq7RR/+oUUAR+WGDLsBQ53BgDnOQR/XJHINc/pPw28J6BZyWul+F9G062lXZJDa2EMSMMkkEBeQSc4IPJzXSUUAfIvxQ/4Jf/BH4kyeI71dIvfD+uaxcG7W+027ZUtpDkkRwnKCNmwzIFyOQrKDX5Qftk/sx3H7L/xSn8Ntd/a9MmUXGm3DxlGlhIGSQQQcNuUkHAKkdc1/QyTgZ6e9fn//AMFhvDs03wG0rVVmhZYtYhgWCS2UyLmKVmdZTlhkIo2jAwSTk4IAPxl7/wCFJ+f4U5sHt37UlAH6Jf8ABGPwvNqnxk8V622sW0dnpelbE0g3BE000rqvnrFnlEUOhYjAMygda/Yiv54f2E/Euq+Gv2tvhkdJvLi1a91q3sbpbWQp51vI4WVHA6pjkg/3c8dR/Q9/9b/CgAooooAKKKKACiij9PegA+8Dxntg9Pxr8+P+Cu/x30vwz8JdO+G1hr8lp4p1q7t7250+JZBv00CYF3YDYV82NBsJDEgEAgGvuT4jeNrD4a+AvEHinUmRLLR7Ga9kEjhA+xCwQHB5YgKAASSQACSAf50f2hvjNrv7QHxa17xr4jeFtQvpFQR2qlYI441CIkYJJChQDgkkkkkknJAPPGUBSfMVjnkDI7HnmmRsFOfYjg+tNVjuHf2pGU85GOc/hQBPZ3M9jcw3NtNJb3EDK8csblXRhyCpBBBBAOQQQa6LUPiX4t1fxB/bd74m1W41lk8ptQa8kE7LtC4L5yQQMEEnI4Irmdu1Qc9aXB3DkD8aALd9rGo6hIZLy/ubmRjkvNKzsfxJ5pn9rXxjCG9uCg6KJSR+RPFQSTCRQMYABBYEmmK2GBwDwcD+tAEs99c3n+unlnIOfnctye/J6nODxTZogqoQ4cMC20HkEkjn8ADTGUsCSMc84pNob+VACY9vrWr4Z8RX3hPxJpOvaZL9n1PS7uK9tpV4KSxuHQj6MAfwqm19JJB5TpH14baM8e/5VB14PHbgUAf0tfAv4waN8evhV4d8d6AJE0/WLfzfJlxvhlVissbY7q4ZSRwdoIyCCe+r8mf+CQf7TC6TrU/wYvtPuZU1OefVLC7hbescgjBkDg/dUrGCCvfJOM5r9ZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqapYWesaXd2N9bw3lhdwNDPbzKGjljZSrKwPBUgkEHgg4q4f84r5y/4KCeONe+Hf7JfjjXPD84tLuKOCCaUMyzCGaeOF/LYEbWxIOTnjdwTigD+fzUI1t9Qukj+4kzKvGOAT2BAHHaod3mMMd+Pxod2lkL/MS7FjuOSfXnqe31ohRd2XbGD3FAHpfwU8Kp4k+IHhOyFybYza1aW7uoy4DSDleD0GDnB7cHpX9JC9AOCfx75/z/QV/OF+z58RtK+Gfxu+H/inVBNLpeh6tb3tylsu6V1RgSFBIBbA4yQM4yR1r+jLR9Wtte0uy1OxkM1jewpcwSMjIWjdQynawDLkEHBAI79MUAZfj3wbafETwP4i8Lak00Wn65p1xply8DASLFNE0blchlDAOcZBGcEg4xX84vx2+EWo/AP4weK/AGrSi4utDvDAtyqqouISBJBNtV2C+ZE6PtLEruwTkHH9LdfDP/BTz9jXV/2ifB+l+MfCFvFceK/C1tcK+mw2oNzqtszRsI0kByTFtkZYyCWMjhcEgMAfiY3PQd8fjSc/Q1Z1GxudKvrmzvoJLS9tpGhmt51KyROpKsrA4IIIIIIzkYqv92gD0z9nD42XX7P/AMYPDvjWFLy4t9PuUku7OxvDavdQ5BaIyAE7WIG5SCGAweDX21/wUu/bO8E/tAfBXwRo/wAP9fs9Usbi+Ooavp91bSxX9pIsWIByAoALzBtpYE7MHBJP5s/lSd//AK9ABSj8D7E4pKKAPo//AIJ7+M7LwN+158PtS1CMS273jWhmklCJb+dE8RlYnjC+YSckYGT2r+gvPGe3rX82P7Mt5BZftC/Dma6tPttuuv2fm24baZUMqhlB4xkEjJ6Zr+k3G7t39B6n/wCuPxoAWiijqPb86AIZreK4heGWNZ4pFKujKCHBGCCDwcjIIPqar6RpNjoOn2+n6XZ2+m2FuuyG1tIlihjUHICooAAGTwAOvevmX9rT/goR8P8A9lPVodAure58WeLZIxNLo+mzIv2NCAVM8jZ8ssCCqgEkDJABUt+bHxe/4KqfG/4g+JNQl8OazH4H8PySE2mn6fBE8sUYyBvmdCzORgkjAz0AoA/bbxX4z8P+BNLGo+I9d03w9p5cRC71W8jtoS5BIXe5AyQCQM5ODjpXwp+0t/wVs8D+B/DsVv8ACYQ+NfE0k/ltLqFvNDY2qIRvLA7HkLDIUIQOSxYhdrflL8QPjd4y+KcTjxTr99rUskq3M019cNKzSAMqsATxhSF7nAHOAAOD+vpkgGgD75vv+Cznxqure4ih8N+CLQujKkqWN2zxk8BgGuSpI6gEEEjkEcV4348/4KJfHfx5d6HeSeN77Q7zS7doGl0OVrNLwlyxkmjQ7GYcLkKBgdMnNfNX+RRzgfTI+nSgDo/iF8QPEXxU8Xaj4r8WarNrev6k4kub24xucqgRRgAAAKoUAAAAAcACuc5PXknBzTcn6qCKdQAfXp3r9N/+CKmi6rdeJ/iNqlrrMlppFpFZxX2leUrLdvJ5/kuWIypj2S/d6+Zg9OfzKjiaR1VRvLEBVHUnsK/U/wD4IoafPYX/AMWxMrQuY9MDRtjOQbkZI6jqR9QfSgD9SaP89aKOtAH5o/8ABbTRWk+H3w11X7fbpHb6ndWv2FjiaQyRK3mKP7q+Vhj6ugr8lMbgO/0r9QP+C3muNJqXwn0cSN5ccWo3bxhhtJY26ocdcgI35mvy/HGMUAC53DHJzwMd6/Wn/gibHqP/AAiHxTllSU6O15p4tpGX92ZwlwZgD0JCtCSByAy56ivyXbK9eP0r9g/+CK96f+FN+PdPfcslvrqSlG4I3QKvI9zGR/wGgD9FaKKKACvzF/4LaeIraLwv8MtDMFx9snvLy+jmwvk7ESNGByd27MikcYxn2x+nVfjr/wAFn7rxM3xq8H22pXVu/hhdIeTSbeAndGzSAXDSgnlmZUAIAUqq4OQ1AH54Knyk56UbeCO9IM9gfwp0f3vegD7z/wCCOfhTUNW/aW1bXYbKSTTtJ0OeO4u9h8uF5XRY0LYwGYLIQCckI5AIU4/aWvyx/wCCJNjqazfFa+ETx6NKunQmQoAsk6G4IAbplVc5A5xIpPUV+p1ABRRRQB+C/wDwVE8Jw+E/2yPFrQXt1evqsFtqMpvG3NG0kSgxqe6KEUKOgGFGQK+Tt1fWH/BUjV9Q1L9tLxrDe3P2iCxisbe0VgAY4Taxybcgcje8hGefm9MV8nUAH16d6/Yf/gi94h0+4+DPjXQo3P8AadnrQu54yABsliVUIGcnmJgeOMDPWvx6X/INfq//AMEVG0e88P8AxDdbZI9espraIzhxmS2lDMBtxkkPGQWzggqABjJAP05ooo/z0oA/nT/ba8VR+Mv2svitqMVvZ28P9u3Fqi2K7Y3EJEPmH1Z/L3sR1Yse9eJjABxX0N/wUGsbSy/bJ+KMdlaQ2kbaksrx28QRfMaGNpGx3ZmLMx7szHvXzxtwMjOTQAu3c3tnriv11/4Io2ksfwz+I87W86RS6rbKlw0ZEUhWJ9yq2MFl3KSAcgMpPBGfyNUMzADoeM9q/e7/AIJnfDmL4dfse+Dv3LR3uutPrV2WcsGaWQiNgOwMMcIwO4J70AfU9FFFABRRQf8AOaAPwS/4KceOrzxh+2F41tD4gbWdG0h7eysbdZzJDZstvEJ4kXJCkTCTcBg7s55zXy1NFHCsZilWUsMsq5BH1zX0f/wUks2s/wBtj4mxmzgsd1xayBLdQFYNZwMHI7s2dzHuxJr5oGOlADhjr0PcV/Qt+wLpFjoX7IHwutdOkglt20s3DG3csqyyyySyISedyu7hhkgMCASOa/npjXcwGexJzwMfX1r9+f8Agm3p1vafse+B7uG38hr/AO03Ev7sIWYXDxhjjrlY15ODgAAYAoA+n6KKKACiijsaAP55/wBvjw/ZeHv2x/ipZ6beC9hl1drt5NoULLOiTSpwcfJLI6Z6krk88V8/8xuRxkcEV6r+1V8QLb4oftIfETxTYI0djf6zObYSReW3lKdiFlHRiqDPfJOea8qfaGO3JHYn170ABY8HOD65xX9CH7Cfxy8MfGz9nPwgNAv2n1Lw7plno2r2Vzhbi2uIYEjJYAnKuELq4OGBwcMGVf57VkKtnA291Nfrb/wRQ1yzbwT8TNEwqalBqFpeOpyGMTxyKuc9gY2P/Ah60AfpbR9eneiigD8Uf+CvPwg0j4d/tCaV4h0TSv7MtvFmnte3jRQlYZ75JWWaQHG0uytEzgc5bcQSxJ+EwT6d81+5f/BVT4E6f8Uv2a9S8VR2Fzc+J/Bn+nWMluzEi3eSJbtWTOCvlgSEgZHkg5AyD+Gf/wCoUAP+9z39jX7vf8Eufitc/FL9kzQ4r+e9utS8NXtxodxd3sxlacKVmjIY5O1Yp4owpOQI/TBP4Qdxx35/zx/Ovu//AIJJ/tCj4b/HC88Da1rSWHhnxbbmO3hunVYv7TVlMJDNwrOnmR7QRvZowckKKAP2nkmSGJ5HdUVAWZmOAuM5J9hg/lX4S/8ABS744R/HD9pbVI7C7t7rw54Ytl0vTnt5dwnPLyy5BZW3SOwBUgFI0JxyR+vX7XXxm0f4Dfs++L/FWs29rqCCzaytdNu8FL65mBjjhKFlLoSxZwpLCNZCAcV/OZuwxOSTngkDv6/4ds0AM+7njv6123wY+HEvxe+KnhbwVb6hBpc2uX8dgl5dE7ELHAGFBOT0A7kgHrXEsS3p1zmv0c/4I+/Ai51z4pal8SL9bb+z9AtDFZxyxs0xuLgMgdGI2jaiSg4JP70DGCaAP1i8GeFrPwN4P0Lw1pxmbT9HsbfTrdrht0pjijWNNzDGW2qMnGM5rboooAKKKKACiiigAooooAKKKKACvwJ/4KZeLx4s/bN8feXrDatZaabXTbYGTelt5VvEJoE5wu2czZAH3ixIzk1++skixozuQiKCSzHGAOpJr+Zv42aw3iL4zePdWN1Dem91+/uDdW0geOXdcO29GGQVOcgjIIII4oA4r3/KlX8PxqaG184SHKxhcFtxyfwFQDAYDPBJwyj+lAH6z/8ABLf9k34T+NPhjp/xU1TT38UeKBLdabd6drCQ3FhaTLKGV44Sh+fyjDgsTgsxAHGP0tjhWPcVVQG+ZsD7xPc+pxjk+g9K/Pr/AIIt6hE3wD8a6b9uie6t/ErXMmnrjzIUktYFWUjOdrmKRQeh8lsZINfoXQBinwXoB8UHxIND07/hIjCbU6t9jj+1mLP+rMxXft9s4qj4g+F/g3xbrEer654S0LWdWjg+ypfahpsM86w7iwjEjoWCAsx2g4ySccmuoooA4bSPgZ8OtA8QTa7pngLw1pusyxiJ9QtdJgjnZcAbd4XIGABjPauW+M37K/gD453fhe58R6DZS3Gg3QkjItkImtznfauCMGNjtOBypXjgsD7FRQB5B8Lf2SvhL8GtH8QaV4V8E2Npp2vmM6na3skl9HdCPcUDidn4BdsAcc5Ir1uGFYkRERURVCqqgALgcADsMADHsOBUlFABR9eneig/l9BzQB8H/wDBYzTdVv8A9lzTJbTTxd6bZeIbe5vpwx32mY5Yo5MdCpaXYeeGkTHevxV7Cv3+/wCCkWiXmu/sW/EiCys3vWit7a7khghaV1jiuoZHcbTwEVN7MeAisTxk1+APp69xQA1q+lv+CdOu6f4d/bM+G9/qN+LCMXclrESjMZZbiCS3SMbcgZMwBJwAAc9a+bFyDkfp1r66/wCCVtxpcP7avg6O/guJbqW01BNPeCQBIrgWkrFpAR8y+SJlwP4mU5wMEA/d/tntRR3/AJbutFAAv+c18Wf8FbvAdz4y/ZBu7+C6htk8M6zZ6xNHNwZ1Iktdins266Dc9QhHUivtM5xx17ZFfnd/wWY+IXiDw58GfCXhnT/sK+HfEl/J/aUkmDdM0HlSwrGCeEJLsxAJysYyASGAPx25o4bqcep7Uiglc5704NgjtznIFAH6q/8ABEnXdP8A7N+KWjIl2NVaaxu5DnNv5IWVVAAHD7i+ST8wx/d5/USvyr/4Ix/D7xha3Pi3xtY6ro6eCL5xpd/prAvfNcwr5kTrwBGqiZhkk7gzDaSAy/qp/npmgD58/b30/QL79kX4lSeI9Mt9StbXS3uLdJ38sxXQIEMqN1DLIykAEbuVOQxB/no7D09CSfXFf0J/t9/DvW/ih+yL8RdD0I/8TEWMeoCAK7tcLbTJcPEgUEl2WEhQAdzFQQM5r+ewxtExRlKsCQynsR1BoAKSl/DI7jOK9I/Z9+B+tftH/FbSPAXh27sbDVNSWaRLrUZHSBFiieVixVWYkhCAAp5I6DJAB5sfTvTfQnpX6F/8OW/iwvyt4x8HscEjbLcnnjAyYR6/p70S/wDBF/4sILLyvF3hEu5YXBM10FixnaVPk5cHA5wCCTwQKAPhvxp4B1DwG2lx6nPZSTahZpepHbTiRo0bIAcAfK2BnB5wQa5kgDOeK/XC8/4IxaHc/B+ws08b3o+JMEZln1B1DaZM5AJtxHt8xYwRgSZLcsxQghF4+8/4Ii6kt9ZCz+LFq1oyMbqSbQ2R4mG3AjQTkOCd2SWUjAwDngA/MHkZ46dc/lRwOvTvX6e+Iv8AgibqdnoN5PofxPh1XWIwptrO80g20MuCNytKJnKnbnBCkEgA4BJHU+Af+CLOg2fizVD4z8c3eq+GhCo06PRYxaXbSkgkzGRZEVVAIAUEtuBJXaQwB8V/sB/s/wBp+0T+0Vouha9ot3rHg+2jmu9Za3d0jhRYnMQdxjAeUIuAQSGODkV+/ml6XaaJp9rp2nWkNlp9nEsFvbW8YjihjUBURFGAFCgAADAArA+G/wAL/Cnwj8L2fh3wboNn4f0a2RUS3s4wN20Y3SOTukc93YlmJJJJJNdXQAV+FP8AwU6+FPgz4O/tGTaX4Xt/LGqaZDqlxELsy/ZZnklUx7SMoNsaEKSSAykcEAfutX4s/wDBYrwbb6R+1Bpmr2VmsL6z4dt7q7mjDEyyxSyw72J4yI0hTA4woz1oA+C+7cZo4/H0oxnpQQccjigD98P+CZd540vP2QfCH/CZW8kaxmSPRZLjcZptMBUwM4YkgAl1TGB5SxEDBBP1VXzz/wAE+9Sv9W/Y1+Fc2pRmK4TSzbqpBH7qKaSOE/QxIhz3yK+hqACiiigAr8nf+C2+qXUnib4XacZrX7BDZ3lwsKhvPEjvEpL542ERgKByCHJ6iv1ir8/P+CxPwZXxj8ENG+IEFxHBc+ELgxywGHL3EN1JDFgOOm1lU4PBBJBBwGAPxoo/T3o5/Sj/ACKAP0j/AOCJesXUPxQ+JOlJJiyudHt7mSPaMl4p9qHPbAmkBHfcPSv13r8Vf+COPjix8NftOaloV4wSXxHodxbWR25YzRMlwVz2BijmJPqoHev2qoAKKKKAD8/wr8Nv+CtWqaZq37YV9ZabZxwXmn6PZWuoSRwKnnzlWlDEjlyIpYl3NyAgXooJ/b3WtWs/D+j32qajOttp9jBJdXE752xxopZ3OBnAAJ4BPFfzdftF/ERPip8cfG3i+GOOKLVtVnuoVhkLqsZY7AGIGTjGTgZJ4A6UAecNGV+VuvcEUznPb3z0/wA/SlLFuvrnNLHG0sgVAWZiAFUZJJ4AA7n2oA/oN/YK+D+ofBn9nHwvpd54tPim2vrZdSshDAIrW1huAZtsO5RIwYyFiZMHJ4VeQfoyuD+Avh3VPCPwP+Heha3a/YtZ0vw5ptlfW6srCKeK2jSRNykhsMCMgkHqCRXeUAL9Otfmd/wVy/Zl1vxrHovxF8H+EDdDSLG7k8Tapa+Ur+SnlGFnQESSFVEpLAMFUAkgCv0wqjrui2XibQ9Q0jUrdbrTdQt5LW6t3JCyRSKVdSRyAVJGRzzQB/LnuLY7Z70Ht64OcV69+1h8GF+Af7QvjTwRGjpp9hfGTTzJJvY2coEtvlgBlhG6g8D5lNeRLgSY6igD9If+CRP7T3iLSfH0XwSvY/7Q8L6it5qFjKxYy6fcLGJGAJfCwMI5CUC8SSbs/M2fur9vf49aP8Df2cfFc13cW0mta3YzaVpemzOQ900qiORgo5xGshckjHAUkFhn8Tv2VPjFF8Af2hPBXju6hknsNLvcXscWWc20qNDMVGQCwSR2AJALAAkV7n/wUs/bK8P/ALUvjDw1pfg1LlvC3hlLkLeXUJha7uJXUM6puP7oJDHtLBWy75A4AAPjIc9vlP5c88Un3fz4wM0u87cHpQqncMDJzwCM5PpQB9j/APBKn4Z6T8RP2qdNudXtpL2Lw/Y3Gqw2/wBmE0BlULGhmJ6BWlDqeu9F9K/dH+7n36/nz/j7e9fLH/BN34O658I/2ZdBTxDLpk97rSpq1t9hs1ilgtJo1lignk2K0rqzyMSwO0yFQSAK+qKACiiigAooooAKKKKACiiigAz39K+Af+CxHwt0HXvgDpfje6vU0/xD4fv47SyXZk38c7APb5AzlQplBJwBHIAMtX39XkX7U/wDtP2lPgj4h8D3MiW17dRifTryT7tveR5aJmO1iELfK2Bko7Ac4oA/nGGT1P3uOaMFRkHHrziu5+N3wb8Q/AL4k614J8TfZX1fS5FSWawlaWCTdGrqUcgEja68MARkggHFcLjoc8EcUAdL8N/iN4g+EXjbSPFvhXUptK1zS5hNb3EJx7FGGfmRlLKynIYEgjBIr+h79mH4yTftBfAfwf8AEC40+PSrnWbZ3ntYZDIiSRyvE+0noCyMQDyAQCTgk/zctx0+hr9Rv+CTX7V/gvwP4Rm+E/ifVW0vWdR10zaQ1wGaOZ5kjTyQwG1AXjBAJALSH1oA/VSij/IooAK5KT4T+CpvEF3r8ng/QZNduyj3GpvpsLXMxUYUtKV3EgcDJJHQV1tFAGTb+FdHs9Ak0K30ixt9EeOSFtNjtkFsySEl18sAKVYs2RjBycjnnRhjWCNI0Ty41XaqKOFA6AY6YHA7dvSpenWsHx1468P/AA18J6l4k8U6va6JoVhH5lze3bhUUdAAOrMSQFUAsxIABJAoA/FP/grV4Nfwn+1hPdSazf6zJruk2+qAXpUizjLywpbx7QPkUwlhwCd/O5gzt8W7q+i/28vjZ4V/aA/aI1fxn4PudUutKu7S2gP9qQiHy3jiVGWJQxIQkbsnB3M3GDk/OvT3oAVunTPtX7z/APBLXXINW/Yp8EW8Ak36bPf2kzOpALm7lmyvqNsyjPrkdq/Bjkn19u1ftv8A8EfPEE+sfsly2c0Eccek+Iryyikj6yqY4ZiW9w0zD6KKAPuOsbxpoul+JPB+u6RrcPn6Nf2Fxa30QJ+e3eNlkXI55Ukcc88Vs1m+JpYoPDeqyXADQJaTNIp6FQhJH5ZoA/l7uPL86TyhiLcdobOdueB/+vmo1xnr9cdanvJFe8ncIEVnJCqAABnoB6dR+VRNIWjAIHB4KgfzoA9F/Zuv7HSP2ivhffapcR2mmW3inS5rqeR9qxxLdRl2LdgACSewFf0pf4+/5c/jxX80v7PviDSPCfx4+Hmt6+0Meh6d4h0+5vZLhC6RwpcIzuyjlgqgkgdQMV/SyM8E/U/Xkfr/AEoAdRRRQAfXp3r44/4KufDuy8Z/siazq85CXnhe+ttUtpABnLSC3dc+hE5OO5UelfY/+eleSftaeFbPxr+zH8T9KvrFL9G8O3lxDBJnAuIYmlhbjusscbDtlRnIoA/nB+6Mcfl60n0GfantG0TFT2JHHTPAPIxTPujpx3zQB+g//BF/xVBpf7QHi3Q5A5fVNAaSJ1Hygwzxk5HbIc4Pt71+ydfzp/sW+Oofh3+1L8Ntau9TbSdPTWIYLq6NwYUWGUmN97/3CH+YH5SM5IHI/orVtyhuoIzuHocEUALRR1ozxnt60AH5D3r81v8AgtVqGkW/w7+H9lJBjXbrUZngn2k5t44wJEz0B3SRH1IFfo/qmpQaTpt3f3LMltaxNNKyIXIVQSSFAJJAB4AJPQA1+Gf/AAUj/az0H9qD4ieGD4PvLy58L6HYyJFHd2otyLmRwZWAJJOVSIZOBgAAdSwB8d0nHpn2p3YknBz0pPwz3xQB+mv/AARR0Xw6viz4haxNrNsvir7JDY2ukNKqzPalxJNMEJ3MoZIVJAIXocFhn9Zj/nFfmH/wSI/ZU1Lw6jfG7W20+Sz1iwnsdDtwGkuIx54SWckgCPPlMowSxV2ztHDfp3QB8cf8FYNCu9Y/Y/1i5t7mOCLS9Ts7y5VwSZoyxiCjHQh5o2z6KfWvwsY9T3r9pP8Agsf4nu9I/Zm0bSrdpY4tW8Qwx3DLIQrRxwyuEYYwQWCEAnGUBGTyPxb9fwzQAZyf8a/UX/giLqWnLffFbT5bqMaxJHp9xDbtjzDApnWRlHcBnhBI6EqD1Ffl1kV9nf8ABJv4kQ+A/wBrCx0+7hhNp4m0+fSPtU0vlrbSnbNEQSCGZ3hEKrkEmXg9iAfuZRRRQAV+HP8AwVq8RS61+1hqFvI0pj0/T7a0gWaJo9qbRIQoIGVLyOwYcEnIJFftf4s8XaN4E8O6h4g8Q6pa6NounxGa6vruQJFEoOMknuSQABySQACSBX89v7S3x/s/jx8e/HPjm4s5riy1Kcw6VDcHaYbaNBFCSoyFYogYqCcMzZJ5JAPDm9O+OlI3Sl9SOBnO0duKO3XA9aAP21/4I9RPD+yjeAkmNvEl4yNk4I8q3HAI7EV9y1+dX/BFnWtevPgz44067t0/4Rqx1uNtPuMfMbmSAG4jz0wqi3Ye8h9QB+itAHPfETRYfE3w/wDE2kXKSSW2oaXdWkqRMVcrJEykAjkEgnBHINfzJatYzaXqVxZzgJLBIUdVIIBHBxjgjjGRxjFf1FzSJDG7yOqRqMszHAAAySSegA71/OP+1o2l3X7SnxNutGvLO90ufX7ue1uNPINtJG8rMpjI4KgEAFcqcEgkHNAHkH3evH1r0P4BfGbWPgB8XPDfjvQlhkvdKnz5dxGrrLC4KTJg5wXRnXcMFd2QQea88xz754Nb+k2dvZWL395EWcMGgViMHGSQQex4GKAP6Z/DusR+IdB0zVYopYIb62jukjnAEiK6BgrAEgEA4IB68DvWp2z2r80v2Gv+CoGmeILLQ/h78T45ovEbXC2OmavY2qLbyRFVWKOVQQUcHKgqpBBUHkEt+k1lfQajaQ3VtKs9vMoeOWM5DAjII9RigCejcPWj1HXtiuO+K3xU8NfBfwFqvjLxfqK6XoWnKrTz7WdmLMFRFQfMzMxACjufQZoA8d/4KFaP4b1b9lnxaviTUbHSxbhLrT5r64EW+6QkrHGCRvkdBIoQZLbjxxX8/czlpCN2RwB16D0Hb8a+n/24P21Lr9rbxlps9posmh+F9Gili0+0uZ/MmZnYFp5ADsV2CqNq5wBjJ618u9f/AK9AB+GfY8Cv0Z/4I6/AOTxP8SdV+LE+qG2tfDO/TraxhUbrqaeFg7Oc8IqHIGDliCCNpB/OiKNpZERFLuxAVVGSSegA5yTn0NfuX/wSy+BGp/Bf9n25utf0/VNI8R+IdSe6u9P1S1a2a3jjHlwosbE5yNz7iFJMmCCEBIB9m0UVFdXUNnby3E8qQwRKZJJJGCqigEkkngAAEknpigCWivzW/aM/4K8Q/Df4vX3hz4eaHpHjPw5p0XkXGrSzyBZ7vJLeQ6Ha0S5C7sfMwJU7cMdj4cf8Flvh1r02i2Pi3wtrHh6ae2xf6hbiOe1huQQCEUHeYm5OSAVJAII+YAH6I0Vx/wAJ/iloHxo8B6Z4y8MXLXeiaj5gt5XUBvklaJgR/vIePQD1rsKACiiigAooooAKKKKACiiigCO4i+0QSRb2j3qV3RnDDIxkHsR2NfzZ/HTwbeeE/il4r0uaGcNp2q3NqZ7gEPJtkZQXyBhioBwcZBzX9KDcgj29M18B/wDBWz4Jax4++F+j+LtOtrR7Hw40p1F8hLhUlaNUYEn5lDADA5BfIGCcAH41NJJFD5BI25BKk85x0zU+g65e+GdasNV0y4a21GyuEuLeeMYKSIQUYe4PY8HHOaqXMbwyEPwc8g/lUWSp9COfQ0Af0j/sw+LtX8efATwN4g8RXseo+INT0uC7v7mKNUWSZ1DEgKqrgZxhRgYIBOK9Tz/n6da/m7+EP7UnxU+BOY/BPjXVNIsju36eZvOtG3Ebj5EmUVjtA3KAwGcMOtfsf+yb/wAFDvAf7Q3hUJrmoWXg7xbY28I1G01K4jggnmIIZrYu3zISM4J3KGAPQEgH1rRXMaD8TfCXifXJNG0bxPpOsarFE072dhexzyxxqwUuwUkgAsoyeMnHWrHiT4geF/BscUmv+JNI0NJv9W2pX0VuH6nguwz0PT0NAG+fu59s5r88P+CzXjC/0v4K+EfD9s1ulpqmrPPdqw/fZiQCMLzwpMjZOMnaMEDIPt/xz/4KMfBP4I6YzHxPD4w1lkzBpfhl0u2Y5I+eYERRgEZIZw2OQrcA/k9+3F+2df8A7XXjewuLfTzo3hPR4jHpmnSqpnDPgySTOCdzMQBhSFAVRgnLMAfM6ru4zjngk8UHCsMnoeTn/Cjjvx9KcI227whKAgFscZPIGfXFAHv37Evwg+J3xM+OHh6/+G1vc215od7Fd3GuZ2W9hGGALSOTg5UsPLAYuCw2kZr+hdVx6DsCB9OMfpX50f8ABKT9kvx18JLa4+JfiTVm0zSvE2lKtn4ajcSrcQyGKaG9kZZCqsF3BUKlgHOSpJU/ozQAHjk0VT1rWLHw7o99qup3cdjp1jA9zc3U7BY4Y0Us7sTwAACSewFflx+1l/wVvjv9Ml8O/A/7bZXKXIE/iy+t0CvGN3y28EgY4b5CJJArDBGwZBAB+qImjaQxh1LgZKgjPbt+I/OnV/Nbov7Q3xF0H4pQfES08V6k/iuO++3G7kuHIlcvuZZFBAZGyQyEBWBIIwa/Zf8AYG/bitv2pvDn9h61BLb/ABC0u2e41QxwLHaTIJdqPDhy3IdQVIGCrHpgkA+u6Xr7e4pKPwz7HvQB4X+2Z8WvCfwh/Z+8VXnixpJLXVbObS7extWUT3MksbKBGCR90EsSc4CnGSQD/PBcS+fNK+OWYhV54GeB7jGf0r9I/wDgtJ48luPiN4I8Hrdztb2mlHU3tlceUskkskYYqOd+2MjnjDD1r81lbJHGeecdfwoAFzuH19M10/w2+HPiL4teN9L8KeEtKm1rXb+Ty7a1hH3sAksx6KoAJLEgKASSACa52YmSQ8YHdR9RX6Df8Ed/gbP4u+MmsfE26aWDTPCdubS18ssguL24RkIJ2kMscO8sMg7pYjyMigD1Lwv/AMET9Kk0/wA7xJ8SbxNQljRjbaVpyCO3kIJdfMkcmUAkANtQ8ZOc4HeaP/wRj+ENrsOoeJ/F2oYB3LHPbQqxyCDjySeme/8AhX6AUUAfG3gX/gk78AfB2qXF5d6ZrXixJYvLS11zUiYojnl1EKRNuI4yxIA6AHmutb/gmp+zf5NyifDaCJpl2eYNTvWZPQrumIBB7gV9OUUAfJOtf8Esf2eNYiVE8K32nuF2+ZZ6tOGPudzMM/hXn3iP/gjf8INSngfR9f8AFGiIMCaP7RFOHA7gtGCCT1JyCOgFfe9FAH82f7QHwgufgH8ZfFHgjVJP7QGk3Twx3PleR9ojYBopAuSVJV0bBJAzjJzz55HJHGmHQOGJCljgj2/+vX1T/wAFLPBc/gb9q3xp5i3skGqXEeqW91eKT5qzRI7hGI+ZI3LRjGQAoU8givlux083jzyucRxfM6qcEgkAACgDT8B+OtZ+HXiqw17w/qmoaPqNq/8Ax8aXdPbzbTw6B15AYZBGSCOoxxX9EH7Nv7QHhb9or4Z6Z4k8NXvmMYgLrTrmeJ76zO5lX7QkbHYX8tmXONy8iv5wpV3SbB05xu9Pc1+kf/BGLxhomk+OPGuh6hrsOn6vqUcH9m6S0pU3+BI0zAYwxjEakZwQJHwCM4AP1xooo+nX3FAEF5eQafZz3VzPHbW0KNJLPKwVI1UEliTwAACSTwAK+V9c/wCCm3wD0H4lW3hA+Jp75HVhPr9jb+bpdq6hmEbyg7nJwAGiR1y4BI5x4t/wVg/as134f+H4Phd4XWbT7nWYFuNU1TcMm1LMogjHJ+ZlO5hg4XbghjX5BwSJBIjFQwBB2gdeM+v4GgD+kb4Y/tK/DL4y6odO8F+M9O8Q34tzdtbWxYSLEGClmDKCOSOCAec9DXp2f8K/mi8AfGTxH8I/H2n+MPBt1/YOr2Llo2iUOjAjBDo2QwIJBByDn2r+gb9lv4yH4/fAnwl44mt/s93qNti6VY2SPz4yYpTGCMlDIjkcnHTJINAHq9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rf8FPpJR+xX49jiyWkayVtoz8ou4mP8uvavqmvKP2rvByePv2bfiTojrvabQrqWJc4zJFGZYwSemXRR9CaAP5vlkIwAeOlJyMZ555FPC4XB7cAHse4/rQFG7J7DnigDovh/ott4o8W6Xpt28tvBc3McTSW4G9QzAEqDwSAcgHjPWv6YvDujx+HtA03S4XeSKyto7ZHk+8QiBQTjjOAOnHWv5vPgZeaJp/xS8LT+JknPh2DUbZtSa1crKLcSqZGUgEkhMkAHJI45r+lRecn+X1P59qAFo/zxRRQB8iftnf8E+fD/wC1VqFt4ktNRHhvxbZWksAuI7dRHfnbmEXDgF8KwHzYY7SVGOMfiL8RfA158M/HniLwnqc0M2oaJqNxp1w1sxMZkikaMspIGVJUkE9q/p1r8W/+CxHgWw8L/tBaBquleH4dHtdV0QS3d5a2whS8vftMxkdiAA8m0x7mOScjPrQB8FcdjzSDpj3oooAKP09TRQOMHnrQB7J+x/pdpqv7TXwuivYo57STxLp8ckEjYDbp1AHv16Dniv6NVHTGPbAA49vav53f2IvhncfF39pvwRoFprH9hT/a/ty3i5LL9nUznZjo+IzgnjOK/oiH+HX+Z96AF68V5R+1L8cI/wBnP4FeKfHz26XtxpsSLa2sjbRLcSyLFGDzkgM4JA5wp6dR6uenHHvivw5/4KyfFSfxx+1Le+HYdamv9F8L2kNnDZmRGgtrl0WS4CbSctkqrFsMGjKnhVoA+TviJ461D4m+PPEHi3Vip1PWr2a+uNhYqHkYsVGSSFGcAZIAAFc59elGMcdeetHPbrQBPY2NzqFxFbW0ElzcSHCQxIWYkdgACSfYDNfYfwB/4Jd/E34+fDGPxnb6xoXh21vZP+JfBqcru9yisyvIxiVvLAZWUAgkkEkAbSeq/wCCR+n/AAvufjBr1341u7KPxTDBDD4bstQkAinMvmpcEKww7hfLVQT0lbCk4I/ZXQ9A07wzpcGm6Rp9tpenwZ8u1tIVijTJJOFXAGSSTjrk0Afk54d/4IneMp41OvfEfQrGTOWj0+zmuVI443MY/ft2HrX2v8Fv+CePwX+EvgVNDvfBmkeNdSmQfb9a8RWEdxPO/wA3MYfcIFG4gCMg4ChmZhur6dP/ANb05rzr4w/HHwl8GvDuqXuv+JdH0XUIrCa6srXVr1Lc3bqrFUjDEGRiyhSqAtyMDJFAH5x/8FbNM+Enw10Pwr4O0H4Y6bofiu8jbUbXW9DtYLCOGFZFjaORI0Bm3BW4ONhVSCcsK/MavT/2iP2hPFH7THxMv/GPiqWNLiRFgttPtS32azhUYWOJWJKjOWJzksxPGePMKADlWHOPev0w/wCCN3xn8O6R408WeAtTeeDxD4hSC40t2UNFOLZJWkiJH3XCtvHGCqMMggBvzPx6V9n/APBJfwTd+KP2vtJ1O0uIYE8O6be6jdJLkmSJo/s21AP4t9xGTngKCeoGQD9y6KKD70AfjT/wWVsdDi+PXhq7svEIv9bm0jytR0U7mOnoj/uXB+6BKHc7PvAxljw4Nfn393PpX3P/AMFePiR4b8cftIWGnaI0dxqHh3TBpmqXKx4/f+bI/k7sAsUDH1ALEZzkD4YoAdgnBByexr9fP+CK2vWknwo+IGhx2Tx3trrMV7JeheJYpYQiR57bDC555PmHHQ1+QK57fTFfqt/wRHtbuHT/AIsXGxm0+WXToxKQQBIguSVHbOHBPpketAH6iUUZ5x37j/P1FFABX4+f8FpvEOn3vxk8DaLFFex6tYaNJPcSTKot5IZZT5XlEfMWDRzBieOgHfP7B544OOOCK/OP/gtXomnN8HfAuqtplsdXj1020epFT5yQtBKzwA45VmCtgngx8Dk0AfkLteFgGGDjoRzTOhP9aWSQyck7j2NIucjHXPHOKAP1O/4In+L7j/i5PhmWRXtG+y6jBGQdyyAvHIc9wQ0fB6bcjqa/Uuvxr/4I9/FbwZ4E+LviXQvEOoxaVrHiGzhttGuLpwkU7iTLW+4kASOShUEfMVKg5Khv2UoAKB9fxo5xwM18M/tq/wDBSbSv2dfGHhvQfBUmjeNdUhvLhPElgs7M1mkYCiLep2pKzM+epUxEMvIBAPz+/wCCpiFP22vHJK4Bg05hg9c2UA/pj8Pevk1T/k1ueOPFl74+8aa74l1LZ9v1e+mvpwn3Q8js5C98AtgZ6AAdsVhHigBy4BU54IIIP+Ffrv8A8EZPhL/Y3w+8XfEKS8JfV7tdJis1AChIFEjSE9SSZQADgjDE5yDX5D7Qynpn0Jr96/8Agl/pF3pH7GfgwX1k9nJcy3dzH5iBWlja4kKSepyuME9gMcUAfV1GM8UUf55HFAH89f8AwUC0y00n9sb4pw2clzLC+qicteRlH8ySKN5AAQDsV2KqehUKRwQa+e9xzjFfYn/BVTxRpfif9r/WE0y8srxNO021tLiSzQgrOqEukj9JHAKgkcAAKeVIHx7DEZ5FUEDcepOBQBJb4WZOMpjJGf8A6x/ka/o9/ZY0Wz8Pfs3fDCy0+JoLUeHNPlEbOWw0lukjnJJ6sxOM9wOK/nL0eKD+0rUXAaeHzB5kUblSygjIBPQkZANf0zfDjw/b+E/h/wCGtEs3Z7XTdNtrSJmBBKxxKqkg9DgAkHoSaAOjooooAKP84oooA/EX/grT8INH+G/7RNtrun6lqN5d+L7R9VvoL+TesMgkMYETYBEZCgBDkqVwDggL8PjPXtX7n/8ABTr9ljUv2ifgzaav4XsG1Hxp4Ule6tbaInzLq0kAFxAoyAz/ACxyL1JMRVQWbB/DLHYk5HHXkHnIPrQAKfm54r9bf+CR/wC1dpOoeE7T4HalaXNvrVg91d6VfIHlhuoWd55I5DgiJ1LOwJAVhxw3DfkgQdwFeo/s+/tGeNf2Z/GyeKPBOoR2ly8YgvLS5iWWC8t/MVzFICOASgG5SrAEgEZ5AP6SaK8M/Za/a98CftVeE4b7w7fpZeIYYd+peGbuZfttkQVDHHBkhywAlAwdwB2tlV9z3D19+tABXN/EbxnpXw98C694j1zWLXQdL021eWbUbz/VQcYUkZyxLFQFHLEhQCSAdbW9csPDei6hq+qXcNhpmn28l1d3U7hY4IkUs7sTwAqgkk9AK/Dz9vj9va6/aZ8SJovg+bUNI+HllA1qbW4bYdUcyq/nyRjOFHlxlFbJXBOQWKgA+O728kvrye5kI8yZ2kYjOMsck5Prk9e1Rt09KRVpzL09KAFiQySIowCxA3MQBz3JPT6mv6Qv2Y/Btt4P+BPw4t10+ytNUTwrpVtezWiqTK0dqowZF++AzyEHJBLMQeTn+cPTmC3UO7BUuCwI4IzyOo6/UV/TJ8JtS03Wvhb4N1DRbea10a60aznsbe5/1kdu0EbRo5BPzBCATnqKAOtooooAiubeK6t5IJ41lgkUo0bgMrKRyCDwQRkc+tfzkftZfCG4+B/7Q3jjwo+jXGh6XDqdxPo9vNyG0+SRmtmR8ncuzAzkkFWBwwIH9Hlfmt/wWm+GOhXHw58F/EERmLxRbaouh7lfAms3inmIZTySkkY2kYwJWznIwAfkfkdh+YqWyuBa3kE5TzBHIrlCcAgEHH44qHBOMf5/zkUYPTFAH6Aft5ftr6P+194R8E+F/BlxJpmlJC2tavYanAiOl6oZI4llydxRTN0ChhIpyT8q/AMsZhkdD/CxU/Uf0pvK4yvPqAAfwxSgHjt9MD9aAHwg7lAxlsqCSAM/U8V/Rn+x74Fs/hv+zD8M9CsbiW7gTRbe7Ms2Nxe4U3D4wAAoaVgBgkKACSck/h/+yH+y14p/ai+JlnpWiWsZ0TT5Y7jXNRuCUgs7csTtYgZLybCqooJJBJwqsw/oY0vTbbR9OtbGyto7OxtYUggt4lAWKNQFVQB0AAAwOABQBbooooAKKKKACiiigAooooAKKKKAMPx1aWV/4I8RW2p2N1qumzadcR3VhYhvtFzEYmDxxBSrb2UkLtIOSMEHBH8yfiKLTIdf1NNFlup9HS6kWxl1CJY7l4AxEZlVSwVyu0kAkAkgE8V/UDfXiafY3F1IsjRwRtK6xRl3IUEkKoBJOBwACSeBX8ump3X23Ubq4DyP5krSBpDlyCSQT78847k0AVhjg/r0q9Y6kdPinRYYpGkxh3QMUIOcgn8f0qnvfABOR9TR9ePegD9df+CKurabdfD74l2aWLR63FqlrcXV8GGyaGSN1hjA7FGjnJPcSjFfpJkevvX49/8ABJv9qrwf8G4fHXg7xzqmmeGtKuVXW7TV7wpFvkQLFJblvvSMVKMkYBwVlIBLV99eKP8AgoN+z54QvNOgvviZpVw19bi6jk01ZL6ONSG4kMKt5bcEbGAcZGQM0AfRe4dO/wDkUn/6q+KPCX/BXL9n7xJqE1vf3viDwrCis63mraS0kUpBACKLZ5XyQcgsoGAQSDgGPwl/wV3+AviTWr20vpPEXhq1giMi6jqmmhopiCAERYHlfcc5GVAwpyRwKAPtuivkuH/gqZ+zdNG7N45uYtgLBZNFvcvjkAAQnBPbOB7iuLvP+CxHwHtYIXjs/F148jMGjh0uEGMDGCd86gg9sEnjkCgD7oor5Mh/4Kl/s2SWttK/ju4heQAvA+i3peEkZIYrCVJB4JUsM9CabH/wVO/Zva9uID41ukii2+XdNo12UnyMnaBEXGO+9V9s0AfWtFZPhXxRpPjTw7p2vaBfw6po2pQpc2t5bOGjljYZDKR9ec9DkHkYrW+vT6UAeEftyfEq6+Ev7KPxF8RWUUM18uniygS4Xcu65kjti205DbRMzbSCDt5BGa/neZty45/PPP4Hp24r97f+CoCzn9iH4heTGr/NYGQtjKr9utwSPfp07E1+BwFADtpPfA6V7B+yF4i1Lwt+1D8Lb7S9TXR7tvEFnam9kXcixzyCCQMMjKmOR1IyOGPI6jx/n1/LqK+k/wDgnd4B034jftffD/SdUs7bUNOSa4vbi2vE3xnyLeWVPlyMnekZwTjrkMMggH9Ai/LxkZ/ujp1OePT/APVmn01flUL0A4AA4x6fp+XSnUAB+6fpXwd/wWI8daP4f/Zn0/w1eWVvfaxr+swmwM8Ts1qIAXlnjcAqr4ZIsEgstxJgHBx941+RP/BaD4paxefEPwd8ODZm20Gw0/8AtpbhlObqeVpIuCeNqLGQMc5ds9qAPzb9+g6Yoo24DZ5p0eQwIGeeBQB+l3/BE2PWZPHfxOeG6jTw/Hp1ot3aeUN73LSubd94HAVEuRgEAmQenH61V+av/BEv+yD8PPiaIoh/bw1S0N1Jtx/o5ifyBn2YXB/EV+lVAGP4z8Ojxd4P13QmuZLNNUsbixNzD9+ISxshYe43ZHuK/mZ8ZeD9Y8A+KtW8N+ILCXTNY0y4a1ubSYYaKRSQRxwR3BGQQcgkEGv6fq/Mj/gsV+z9rOuaTpPxU0610saRosSWOomC2I1CRpZQqSSyBSHiXEaKGIKs5xndigD8nOeO3vV/RdavvDuqWmpaTe3OnajauskF1aTNDNCw5BSRSGUg9wQao9x9OPek6f8A1utAH9GH7J37R2mftN/C6DxDZxSx6jZNHZariBo7ZrwRI0rW7Fm3RbmIGSWAAyACCfaq/BH9hj9r/VfgL8XvBtp4o8Uavb/C23kuYbvS7eVmtofPVgJnhXiTbKUYnBYKG2gnAP7k+B/iN4V+JWl/2n4T8SaV4l0/dsa40q8juY1b+6ShODkdDg8D1oA6WjcPWqt7qVnptpd3V5dQ2ttaRmW4mmkCJCgBYs5JAUAAkk4AAJ6V8z/Fn/gpL8AvhT/aUM3jJfE+rWLRj+zPDMJvHlLbf9XPxbnarZbMowAy8sNtAH0h4l8Raf4R8O6rrmq3C2ml6ZazXt3cEEiKKJC7uQAScKpOACeOlfhZ+1F/wUO+IHxm+MM3iHwT4g1/4f8AhqwhbT9J0/T7+S2naEsGkluPLfaZZGVSVBKqFRQWK725f9qr9t7x1+0z4v1KeTULvw94QYG2tfD+n3MkcLW4clPtChsTSdCSRgEnaFGc/OXtxjqQP0oA/Sz9g/8A4KUeO9Y+MXh3wN8U9bg1nw/q0S6XZ6ndLHDNaXIAELySADzRIVEZLksWZWzncG/W/P8AjX80fwJ+EmsfG/4reGvBuiW97JLqN9DFcXFlbtMbO3MirJcuoxhYw24kkAYGSM5r+kfw3pNxofh/S9NutRuNYubO1it5dRvAPOunRQplfAC7mILHAABPA7UAalfi/wD8Fl/Etvqv7Snh7S7XU1uRpfhuCO4sY5d32SeSeeT5l6K7RGE4zkrtOMEZ/aH/ADyK/Bn/AIKheKNS8T/teeKI9Q8P2uhJpcUOn200ERWTUIVQMLiZzgSOd4UEY2okac7ckA+Sqdjd7+2M00c0beM57cUAfvv/AMEyVlT9iH4aCZHRwuoY38kr/aFyVPPbbjHtjHFfUdfMf/BNvxhaeMP2Nfh61pZWunnToZtMnt7POzzIp3UyEEk7pBtkbnBaRiOMV9OUAFFFFABXz7+354JvPH37IfxJ02w8w3Vvp/8AaKJF1dbaRZ3XHclY2AA5zivoKhlDLhhkEYIIzQB/LL1HP+PejGBnGR6V7f8Atdfsy65+yx8U/wDhGNbu9Ovo7+2/tSxn012ZDbvLJGoIYAqwMZyOQOMMeSPEB0znocmgDe8F+N9a+HXibTvEXh7UJtK1vT5hPbXtuxR0YZ6HuCCQQeoJB4r+g39j34+2f7RPwF8K+JTqVpeeIVtI4dat4p42mguVLRs0sa4MZkMbSBSANrgjIAJ/nV8wqoAHfJPX9K9M+BP7R3xA/Zs8TS614C1+XS5LhUW8tJFE1reIrZVZYmGGxlgGGGUM21hkkgH9JtRzXMVuqmWWOMMwRd7AZYnAAz3J4A6mvwQ0P/gpp+0H4f1DVr2Hxw10dSvftstvfWkNzDD28qFXUmGMgAbUIAxkYJJPnfx2/a4+Kf7SFrptt498RpqlrplxJc2UNvZQWqwM+M48pFLABQBuJI9eSSAfop/wU5/bc8QfDcX3w08E33hS/sNb0240zXJ47k3Op2DuNrxGNWCwlonwCwY8tjaQDX5GySFYxACNgO4hfXAB57jjNMkkaRmdyWLcksSScnOc+vuetEahm5IA/vHpQA3bj1+hpQWhberFXU5BB5BHIIq7HFZx28gkZnlH3NoABz2JqkWzxnAznB4/XrQB/Sl+zdq17rv7Pfwv1HU7ua/1G78LaVcXV1dSGSWaVrSJnd2JJZixJJPJJySa9Hry39lvVtM1r9m/4YXGkXdreWaeG9Otw9jIHiR47dEeMHJwVZWUqeVKkHBFepUAFH+euKKKAPzy/wCCuH7NOi+JvhbL8XrKxvn8W6Cbe0upbWQGJ7FpGUmRCcgI0gIKcjcdwI+ZfxzORlscYz+Ff0oftIeA7/4nfAPx/wCF9KgW61XVNEuobK2kZVWW4MZMUZLEKMuFGSQBnJIFfzdatpl5oep3mnajbTWV/ZzPbT286bJIZFYq6Mp5DAggjHBB9KAG3Wnz2tvbzvGY4pwTE/HzYODz7YH0zVXP4U5mcqFLEhc4XsM9cfU+lNoAUA5H9K+tv+CYfwp8HfF79p+103xnaRalZ6fptxqlnp1w4EN1dRvGEEiH/WBVd32AjPlgnKhgfklfc8YJzX7Vf8Er/wBmvwF4V+Cug/FK2tRqvjXW0uA2q3CuDZx+Z5TW8SFigwYmzIBuPmMpO3igD7sjUIqoqhQo6KOMduB7D/PFPoooAKKKKACiiigAooooAKKKKACiil/HHvQB+Rv/AAVw/Zi8Vaf4suPjJbXb6p4UvZLa1urSNGLaZMYliDtxjy5DFGPMJGGZUIGEJ/NhlKkhwVbvnt9Py/Sv6afir8MNF+Mnw613wX4iikk0fWLc28/kuUdSCGRlP95WCsMgjKjIIOK/Gb9sz/gm74h/Zn8N6R4m8OXl9448PPG41e6gsSh06UEFXdVLEQspIDE4UrgkblBAPjKONJGO+UR/XJyKVmNpdB4JiHQhleNipB6gg9iKhIG4EHtQPm+vXNAH2X+y3/wU4+I3wL1KGw8WXN38QvCBRIWsr+6P2q1VQQpglbPTIyrZBCgZUnI/VL4F/tvfB749aFp1/o/i7T9F1O/uxZR+H/EF3BZ6l55YKkYhLnzC+V2mMuDuC53BgP54lO0e+etTWN5cabeW93aTyWtzBIssU8DlHjdTkMpBGGBAIIIIIBGKAP6lOtY3irxpoHgXSJdV8R65p2gaZCN0l5qd3HbwqMgAl3IA5IHXqR61/N5efHz4nX1m9nc/EbxZcWTSi4a3l1y6ZDIM4fbvxu56kZ59q4i8upL6eS4uJnuLiRi8jyMSzMckkkjuee9AH7p+O/8Agql+z34MhuDY+JrzxTfwzGA2mjadMwYgEbhNKqRsmRjcrMTkEAjmvyc/ab/bK+JH7UGqNF4l1oR+G7afzbHQdNQ29lEQNokKZJd8EndIzFdzBdoJFeDfdOT+VKOegoAXn6CijpQ3pjvzxn9KADB6Y59P0r9pf+CNOh3emfsu65fXNtPBDqXii5mtZJEKrPGttbRl0J6gOkikjIyjDqCB+S/wZ+B/jL9oLxxb+E/A2jvrOryxGeQbwkVvCpAaWWRsKigkDJOSWVVBZgD/AETfBH4fv8Kfg94J8GyvbyXGgaNaadPLaJtilmihRJJFGAcMwZiSMktk85oA7euY+KGvQeFfhn4u1u7sItVttN0i7vJbCdgqXKRwu5jYkEAMAQSQcAng109cf8ZPDd140+EHjnw/YvHFe6toV9YQSSnCLJLbyRqWPYAsCT6UAfzOXU6XF1PMIliEjlxHHwq5JOAOeBwOT/jUGdxJ/KpJIzC5XjIyMLnHBwfrz+gphUrnpx0oA2PBOj3viDxpoOlabZNqOo32oW9tbWapuM8jyKqRgd9xIGO+a/p/XG0Dpjtjp7cfzr+Zb4O61qvhv4seCtV0GS0i1qy1mznsm1BWNss6zKyGUDkoGAJA5xnHNf0xae08lnbvdokV20atKiPuVXIG4AnqAQQDQBZooooAKoa9otl4l0PUdI1KH7Tp2oW8lpcw7iokidSrrkEEZUkZBBGeCKv0UAfz1/tkfs1eIP2fPifqOmSaBc6f4WkuriPQ76dlcXlsjAqxkHBYK6ZAwVJAIBPPzzztwRj054r+kD9p/wDZ/wBO/aY+Dms+Br+ePTp7to5rPVHtluHspkdWEiAkEEqHQkMDtdhnnFfgv+0f+zr4o/Zl+I1z4P8AFD2lxcrDHdxXViztBPC5YIyFlUkZVlORwykZ70AeUKf3Z9c96+0v2Nf+Cj3ir4HeJNA0Lx9qup+IvhlYWb2EGn26x+dpwLKUlUkB5lQBlEbvhVb5cFVWvi7jt1pGHbFAH9CXhH/goF+z344uLiGw+KOjWrQx+azawZNOQgkAhWuUjBYZGQOcEnoCRdvv27PgBp+j3OpzfFfw6ba3cRutvcGaYknAKQqpdx6lVIA5JxzX87+3b9frSYG3p355oA/RX9u3/gp9cfFOx1P4e/ClrjTPCc/mW+p+IJBsuNTiOVMUK9YoWBJJOHcEKQgDBvztLZ74Pt+XT9P1pvH/ANcmjHrx2PtQAY3A8+3Ne5/sV/Ag/tGftHeFPCVzaSXmgCb+0NbX5wosYSGlVnQhkEhKwhgQQ0ykEHFeHwxvJIkcaM8jkKqqMsSegx3J7etft1/wTN/Yxvv2c/Bt94w8Y2X2Px94gjERtfOJNhYnYyQuo+XzWddzcttCoowQwIB9j+FvDOm+C/DmleH9Es00/R9Lto7O0tYySsUSKFRQSSTgAZJyT1JJya1qKKAPDf20PgdpXx8/Z98SaFqk/wBkksIn1axuXl8uOG5hikKFz/cIZlb0DE9q/nl09rO3umN6kjwgHCRHa2eB1PbBP5V/UNe2kGo2c9rdwR3NrOhjlhmQMjoQQVYEEEEEggjGCQa/Fj/gqV+yuPhP8V18aeFvDuoW/hPxAplurxdr2UF8WIMEaqgMKlApVWJ3HdtwFIAB8MXEkTSHykMaZyoJy2Pcir2k6/e+H7y1u9LvLixuraaO4jkhcqUlQ5RlweoODn26Vl7R+OM0dM+3NAH6OfCX/gsv400m8EHxB8N2Gt2kt1a7rzS1MMltbKNs5EZOJZGGGBLqFbIwQQF+p/GX/BW/4E6D4ObVNDv9V8Sa28G+HQo7CS3kEhUkJLNIojUZAUshkIzkBsV+HlJxz+ZoA9q/aJ/a9+Jf7TmqNL4x16U6Ok3m2ugWWYtPtiC+wiMcM6rI6iR9z4OC2ABXirA+nH/1s/y5pfw74H1r6x0n/gnP8RLn9mHxB8XtTD6DLpsb3sXhu/snW5ubFFVnucgkoACzBWUZVGbIBBIB8m/xHHtS88eue1OmjeFyrqUfuGGD+NN/zyKAP2L/AOCLt48nwO8Z2v8AalvcxQ64so0+OILJbM8CAyM2MkSBABk8eUcda/Q+vzc/4Io+Hru0+GHxF1t4f9Cv9WtreKcMDveKJy6kdiomQ57hgO1fpHQAFQykEZBGCCMjFfzb/tK2raX8cfGlm8SW72+qXFu0KAARmORlK4HQjGMdRj3r+kiv5yf2yNNGk/tVfFeESNMG8S38odjnO6dm5x6bgBjpigDxzcM56c5pzSSSbQzl9vALHgfhTMkc9+vXFem/s5fBGT9ob4taN4ITxFpXhb+0JNp1HVJAq4BUFYkJHnTNnCRAgsTgkAEgA8+0fVb3QdSttS065ls762kWaC4hcq8bjkMCCMMCAQQQRgEV9KaB/wAFJv2hPDel6Vpth44RLHS4I7eGKTTbWQyIgAAdmjJYkAZJOTzzWp+0j/wTn+If7NemXfiDU5LXxD4Njk2HW9I3N5IZisQnhYB4yxx8y7owzKpYkgH5NZCrtkY98D8PpmgD9FfG/wDwWa8dax8OoNN8PeF9M8PeMXK/adeVzPAgG4kQ2sgYKSdnzO7jAYbckMvx38a/2nfib+0NcWsnj7xZd65Fa4MFptSC2jbBHmCGIKgcgkFgMkYyTivLMfl6/wCfqPzo9cngdaAJPLKxhuzdD61H644Pejpzgcdc9Pwr0b4O/s8/EX4/ajJZ+AvCl/4he3kSOe4iUJb25bO0STMQiZwSASCQpPY0Ae2f8E1/2f7X46ftJaRJq9vez6B4ZC61c/ZoVaIzxOrW8MztwqOwJwAxYIwAUEsv7zqoXoAOwwB/Kvnn9iT9k60/ZJ+E58PyXkOreJdSnF9q+pQRbUeXYqiGMkBmijAO0tgks7YXcVH0PQAdeP6Zr8z/APgtF8R9d0Twt4B8H2N7d2Wjaw9zdajHb3BVLvymh8uORQQWCsdwycFsHGVBH6YV8D/8FWP2a5fiT8OT8SLfUNTu7nwva+UNEjKm3EbyZknA4IYZUtgkkRqMYWgD8Xs49CccdO3HX8M8Uctx+AA96fNC8ZBdGAPAJGM4H9P1qPGePwoA/Sz/AIIp+Lo4fiN8QPCzyzGa40mLUYkVsxbYpljfI9czoRj1Oea/W6v5yv2UfjhqfwB+OPhXxPps80UYvobfUYYFDG6sZJFE0IU8EsoyM9GAI5Ar+jGGQSQowGAyhgPY8jOO/XpQBJRRRQAUUUUAFFFFABRRRQAVg+NvBOi/EbwrqPhvxHp8eqaJqEflXNpISokGQw5BBBBAIIIIIBBreo60AfiN+2x/wTy174FX6at4TttV8WeHLsmV7yCzwlgMlRHMFJweUxI20NuIAJBr4nvrCfTbiSC5heCeMlWjlUhl78g+3Nf1GtGJFwyhgRg8cc4zx37cH0r8gv2sP+CWfjfRfFWsa78N7M+JfDt1LJdxWEUmbyyQKCYysjZm54XYS5wMKcYoA/Obb2qRJWjyAzAHqoOP1HP4VY1bSbrRdSubC9tpbS8tZXgmhnTa0bodrKwOCCCCCDyDx1qqEf7wGRnHTv6UAdd4G+LnjH4Z2+uQeFPEeoaAuuWi2WoNYzeU88IYNt3DlckAErgkEgkgsDyTSFuSxJIz155ORz7cfr60qRtt3FDtHBIHGTnAz74P5GmNt7H3oAXB/T1pNp4xyT0xSNhRknjp0rs/CPwV+IPxAknXwx4G8R+IjbhTONK0qe5EYbOwtsQ4BwcE9cHFAHGde2a+lv2C/wBly+/ac+OFlaTW0b+ENBkj1HXp7qKRoJYRINtrlcYeYggAsCFWRhnaQfc/gL/wR+8e+PbfR9d+IutWvgrRryMXMukQq02rKpc4jkQgRwsyDdksxUsAybgyj9Zfhh8LfC/wa8F6f4S8HaRFo2hWIPlW8ZZiSTlnd2JZ2JJJZiST3wOADp4o1jjVEURovyhFGAAOgHpj05xjFS0UUAcZ8a9Lj1r4OePNPlnS2iu9BvoGnkGVjDW8iliPQZyfYV/NHqCmO5OBj5QRjIyMcEA9iOee1f1FzwpcQyRSosscilGV1DKwIwQQeCCOCO9fz5ftsfs++KPgp8ZNeu9V8Ptovh3W9WvptElRI1gmt1kyPLRSRGArphThgCAQDQB8+W0xt50lCK5HIVxkfj0/nXtn7GvxH0n4Y/tQeA/EeuP5Olx6ksU0zXBiit/NBjEspwMxx79xUkDAyTgYrxiz0671O6S3s4Jbm4c7VihQs7HGcAAEk4BOAOgr7a/4J0/sN658XviZpfjTxt4XkT4caVI0xTVEktxqUwDeWsS4HmIsgBbnaQpUk5IoA/bRW3fQnPf3x/TjtS/Xp3pq/LgYxjjHYDsMU40Afhx/wVgn+3ftYa/P9qS4jtrS0tlQHPlgQIxXjoQ7MSOxJr4uGQf0r9dP+Cnn7FMnjibTPiB8PPC+ra14v1C8W31Wx0yEzRtEsLEXBXnyyNiqdoIYsDgNy35N6xo82i6hcWV3FJZXlvIY57W4UrJG65DKwOCCDwQQCKAM5v3mQOSegFf0I/8ABP3wlL4P/ZB+G1tcafFp91daf9ukSOMIziaRpEkfH3mMbJyeQMDtX5RfsD/sc+Mfjx8VdL8QGwTTPB/hvUIry81HVLMTW008TpKtoIiV80sNu4AgBTyeVB/eT3749Pfv+f0FAC0UUUAFFFFABRRRQB82ftzfsq2X7TnwpuI7e2V/F+iQTXGiTu7Bd52s8RUEBt4jCgtnaSCBwa/BzxP4T1vwXq17pOq2F5pV/aOYrqzvITFNCwIyrqQCDkjggHFf07V+eH7aP/BNnxh8fPi5e+LPAmueHND0/Uoopb+z1Fp4ZHu1G1pQY4pFIZQpPT5txIJJJAPx4bkkMeeh5r7B/wCCYfw/8b+Jv2pPDeu+GLCP+y9BLT61qN3b77a3t3Qo0QPGJpFYrGASQQWKlUYj6E+Cv/BHvxHpfi4y/EjxFoVxoSq0g/4R+WZ73zsHyyrzQqqKGIYghiQuMc5r9C/gP8CfDH7O/gCDwn4UgmWyE8l1cXV0wae6nfBeWQgAEnCjAAAAAA4oA9Gozjn0oo/WgD8yf+Cw3wr+1TeCfHNna3as0U2lajfcm0hRGVrdX4wru00wBJGQuBkgV+V99bJb+bCNryowORwAB1r+nDxP4X0rxp4e1HQtbsYtS0nUIHtrq1nB2yxspVge4yM4III6gg818Tal/wAEcfgnfahJNHrPjKztmYlbOHUIGjiyc4UtAWwOnJJ460AfiwcYJJxk8HPBr97v+CZM17L+xj4EF39l8uM3iW5tSTmMXUpO8/39+/P+PJ8U+Ff/AAR/8H+F/izq+qeL9QPirwJGH/snRWnkinYsSFN1JGEJKgkjyyoLEHAAKn708C+BdC+GnhPTfDHhjS4dG0LTYhBaWNuDsjUEk8kkkkkksxJYkkkkkkA36KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjWk8nwd8eR2trLfXTaDfiK1hQvJMxt32ooAJJY8ADnJAHNdnXCfG74WRfGz4S+KfBE+qXehDW7NrYahYMVlgYkFWwCpdQyjcpIDrlSQCTQB/NIqsq85GQBx07/AMgP0pRypU9cjBrS8R6BqPhHxHqeiaxbPZatptzJZXdtKPmimjYo6H0IKkY6Ais44UEgdeSSf6UAdN4EtJ7zWNPtrONrm4uLmKNIo13M7EgBQBySTxgda/ptH5c8Age9fzwfsR3dvaftRfDM3Kb431+zhAYDBLSqoyDxgEjjrX9EHr6Z9T09fzoAKKKKAD6da+VP+ClXwTufjN+yv4h+wXFrb3/hcnxEn2mMnzY7eGUyxo45RjGzEHBDFFU4BLL9V1W1PT7XWNNu7C/tob2xuomgntrmMSRSxsCro6kEMpBIIIIIJB60Afy37ML6Nk5zz+VJivrr9u79hLWP2U/EH9uaMZtX+HGqXLLZ3exi+nMclbe4PrgkK/AcKTgEEV8jN1PtyRQAg60v3T1wM9TQoPpT9oYE7eB1NAH0h/wTu16w8M/tgfDm8v7pLKKS+NkrSZIaSaNoo04HVmkUZOACRmv6Bs/4ivw6/wCCW3gHwz4u/aX8L3WrW82oahpgutQt7bylaKCaKPEUsgwTtVmyCcESiMg+v7jf170AJ+GfavwZ/wCCmfwd1f4Z/tTeLdZk0B9L8NeJ7n+0dOvY1dre6laONrkhz/y080uzKD8pcYG0jP7zV4H+2t+zan7UXwH1XwpDMbPW7WVdU0ibaCv2uJXCK4yPldHeMnPBdWwduCAfzw/pS8H/AOvV/XPD+o+F9ZvNJ1nT7jSdVs5DDcWN9C0M0Lgcq6MAVIPYgGs/mgDU8N+INQ8K69Yavpd3LY6hZzpNBcQOVZGUggg4OMEA9DX61+Af+CzXgC38L2UXjjwz4gbxNEvl3cvhy0gksZCMAPH5twjKDyduGx2Yg1+QFFAH7Ia1/wAFpPhNDbL/AGT4O8YXc5yGS+itbdAACR8yTyE5PB44r4e/bs/bet/2wpfB62PhVvDdroUVwztPc+dLLNMUDAEBR5YEa4yM5JJxnB+UMDp1NCjjrQA3tjPHpT2UbQQcsfvDHAx0xSbTjPbnp7cml6kcZPYUAKv+c19A/sE+KtR8I/tafDO4068a0W71iDTrn5yolhmYRsjAcHIbgHuAe1eAdWz+QHep9PkuI7iH7O7JOsilGXIIYcg5HvigD+o/uOe3SivOP2dfFHiXxr8D/BGueMLcW3ie+0uGXUFUx4kl24MoEfygOAHCrwN2OMYr0f8AHHvigD8Lf+CpXwJt/gz+0c+p6ab2bSPF1mdXEl1uZY7kyuk0SSEnfjCOckkeaAc8E/G9frH/AMFnPhz4l8R6b4K8UafpWoXnh7Q7e5GoXkQVra1aWSFUL5+ZSxAAJ4PAHNfk95b7c4OPXHFACcNxXpXwP/aJ8efs6+JJNZ8Da9Npc80ZiuLZgJILhSCAHjIKkjOQSPlIGD2rzT3/AFp3mHcD3+nFAH6HfCf/AILE+MvBXw5vNK8XeHF8a+K1kkay1qa4W3TDZIE0aJ84VjxtKkjjIr0/4U/8ForPWNdtrLx38PG0nTn+WTU9GvTOYDj7xhkUZXuSHJAzgMcA/lExDfX0p0chj5A4yDz/AJ5FAH9PnhDxZo/jrwvpniHw/qMOq6LqUCXNrfW5JSVCBgjPIPUEHBBBBAIIr5s/4KgabbX37EfxEkmt4ZHtW0+aCSZAxicX1upZD1DFWZcjkhiOhNYH/BJzSNU0/wDZHsL3UpJpINS1i8urLzZC4WEFYSVHRQZYpTgcEknuSfrXxV4U0jxx4d1DQNf0631fR7+FoLqxu4w8UsZ6qwPXkA56ggEYODQB/L4udv6/0o/CvUv2lvgvqfwE+MfiTwrqGlahpVnDezyaV/aIy1xZGV1hmVwAJAQmNy8EqQcEEV5bQARsY3DhmVlOQynBB7Yr7S0j/grP8cPD/gXQvDtpLok9xpkCW761e2clxe3QQbR5jtKVYkAZbaGYjJJJJPxePYfpTRkjp7/WgD7Rm/4K3ftBSE41DQVUoyY/slOpBAcHPDKeR2yBkEcV8YyTNM7szFnclyzHJJJ6nuT/APXPemtlRyOOlAXnpznHTv6UAKq574+tN9c1IY2Cg9j0x+v8xTAeT39R7UAIuGYA+vI9q/ol/YZtZ7L9kb4WR3AxJ/Y0bDk/dZmZP/HStfzuRxmRgiHnryOg9fwr99v+Cb3jTXfGX7LPhz+3YY4P7JI0iwaOMp5tpDDEqMSeHOdwLDg7cZJBJAPqKkdhGrO5AUAkk8AAdc0tc58SPCsnjr4d+KfDcNwLSXWNKutOSdgSI2liaMMQOwLA8elAH89X7XXxWtPjZ+0l478Y2Nj/AGfYX18I7eH5dxjijWFHfazLvYRhmKsRljg4xXkSsVBA6dx6fSpr6z+x6hc2+5ZBDM0e5eQdpI49j9PSotvQ9ODk0AWtFMkeqW7xjfKsi4QLkk5GAB3yeMV/Tf4KvL3UvB+hXWpWf9n6jPYW8lzZlcGCUxqXjwf7pOPwr+ZzwnBHL4m0yN/MkU3cKqkOd7ZccDAJye3B5xX9PccZhjjTJOBgZOT+f0FAD6KKKACiiigBHUSKUcZVhggjjB61+C3/AAUO/ZFP7MXxekuPD2n3cfw71wC40qZw8qWshB8y0aUjllIZlDEsUZSSxDE/vVXy7+31+yPrf7XPw20bRvD/AIjttD1LR7430UOoI32W6JQpiR0BZCoJwwVupGOcgA/A4W5aF5MHCkAkHA56VCAP15r0T4yfAvxt8B/GGqeGvF+izWF3YSiNp41L204IykkUmAGVlOQeo5DAMCB53908c9qAN3wf4w8ReBtaTVfC2vap4e1dEZVvtJu5LadVbhgHQhsHuMgHuMDNfRPw/wD+CmP7Qvw9gsrQeN/+Ei0+yyq2/iCzivGk5J+e4Kidjz1MmegzgV8sZPbI96FXbjuf7oPH40Aet/Gz9qT4nfHzxFf6p4s8V38ttdMdujWdxJFp1shABjit9xUDCqCeSxGWLHJryTsOMc45NS29vNeXMVvBFJPPKwSOKNSzOxIAAABJJJAAAJJNfox+xT/wS38Ta94ys/E/xo8Pto/hK0RLm30G7mX7RqTsDtWWNG3RIvBZX2sSAMYLYAPzkEhVcDpnnjmlDH/61fQH7fHw90D4W/tcfEPw94XsItL0OC5t54LKFQscJmtYZpFVRwqh5G2qOFUgAAYr5++vX2oAfCjPJHs657V/Sf8As4yCT9nv4YkZx/wjGljBGOlrGP8APtiv5rVz0GeQQRX9H/7Jq3v/AAzL8LPt5Lz/APCN6eFJAz5Yt0CEkdflCn/HrQB6zRRRQAV538dPgV4T/aI+HuoeD/GOn/a7C5UtDPG22azn2kJPE3Z1zkZyp6MGUkH0SloA/ma+Mfwv8SfBj4h6r4S8W6f/AGdrmnsqSxrgo6kArIpHDKwwQRjPXGa4qPG7kgfhX6cf8FkP2c7bSdS0L4x6Na3Ak1SX+y/EEjXG6PzViRbSRUPKkpHIjFfl/dx8AklvzGoAdgBuvTkGnJ8rZIyMkEHjmmxrukA6fUV3fwV+D+u/HL4q+HvAWghItU1m48hJpgfLhRVLySOQCSqIrMQASQoA5IoA/UD/AIJC/s2+JfAfhnWPijr73OmWfiizit9J0vzvlntlYv8AaZYyDjJAERLA7WkO3DKW/R2vPfgF8I7f4FfB3wr4CtLxtRi0S0EH2x0Kec5ZndtpJKgszEDJwMDJxXoVABRRRQAUUUUAFFFFABRRRQAUUUUAc78RNWv/AA/8P/E+qaXp0msanZaXdXNrp0QJa6mSJmSIAAklmAUAAnJ4r+YuVi0jkgqcnIyT3/8A1D8jX9S316d6/An/AIKEfsp3P7Mfxonawsbe08DeJZZrvQDBKX8tU2edbsGJdTG0igE5DK6kEnKqAfLdKzZ+lH3vyzSEFeo29+RQAn48Z6VJI3mKgCKAo6KP1+tMJy2DwadyOcds5AoAbtx1/Kjbj6duaVvWkHUH34zQAUfTpTmyT+Gfwpo56UAA56Uu0+me2KFU7eBnvwPwp7RmNgHxlhnr2oA/Xv8A4Is+OtQ1j4V+PPC1zM89nouqQXVrvYkoLiNw6jJ4XdBuwOMux7mv0bPQ56V+U/8AwRL1DV49Y+J9mNPkbQZ4LOVr8wNsW5jaRRF5mQuSkhO05OFBGBnP6sfr7UAfNH/BSLUhpn7E/wAUJSnmbrW0h2npmS9t4wR9C+R7iv5/F6H64r+kH9qz4bXHxa/Zz+InhSzgFxf6ho8/2SDyg/m3EY82JQD/ABM6IAeoJBGSK/nCaMxsVYFcEgjgHgcg49DgfnQBGv3gPfpX2L/wShvtDsf2yvD66xJNHeXGnXsWkmIgRm6MJJEhPVTCJwMclyuOtfH8ULzEbRk9SCQBj3z/AFr7x/4JA/BO68cfH+8+IElwINL8FwE7DHuNzcXUU0MagngBVEjEjkEKMYYmgD9pKKKKADrxX5B/8FmviyPEHxK8IfD22FvJD4fs5L+6l2fvhc3G3ERJHCiJEb5ThjJg5KjH6+V8A/8ABWb9l/xD8Y/A/hTxj4M0C58Qa94duJLO70/S7Pzru4s5tpDAKTI4ikQARqrECeRuACaAPxkz8voepzSqzfUDr0q9rWi6h4d1ObTtVsLnS7+A4e1u4milTPJDIwBBx6gVXtbWS8uEt7eOSe5kcJFFGpZnJOAAB1JJwAOSaAP1P/4Igi4/s34wu0WLTz9KEcm3GXAu9wz3wChx2z71+odfIX/BNP8AZq1/9nX4M3T+IpLZb7xQ9vq4sBbSRXVkGgUeRcFwCXU8FMAKdwy2cj69oAKwfHHgjRfiR4Q1jwv4isV1HQ9Wt3tLu2YlfMjYEEBlIKkdQwIIIBBBANb1Hb096AP5wv2qP2edX/Zl+M2ueDtRimOnxyGbSr+RCFvbNifLkU9CR91gCQrqwycV5H/jjBr+jP8AaU/ZQ8B/tVeGYNK8Z2U8d3ZknT9YsJBHeWJJUuIyQykMFwwZSCMEDIVh+NHxe/4J/wDxe8DfFfxD4Y8O+AfEXiXRbG5P2HWrOwlkhu7ZuYpPMVdm/aQGVTlWDDBABoA+YzngE464z+X866XwH8SfFnwv1aXVPB/iXVvC2oyRGGS50m8e2eSMkMY2KEZUlVO08EqOMgZz7jw3rEeuz6S+l3h1ZLo2sln9ncTLcBtpjKY3Bw2V24znjGarajo9/pNzd2+oWVxZXFrMba4huYmjeGUEgxuCAVYFWBU4IweODQBa1vxXrOv6nqGpanq19f3+pStcXl1cXDSS3EjElmkJOWJJJJPPT0rH2lSQSQe/bj/IqdY1ZMlwpzwCK6/4d/Brx38V76W18G+D9b8SyxBTL/Z1jJMsQYkAuyghQSCAWIHB54NAHF8L79qmt7WS6nghhRp5pW2pFGCzMScAADOSTxgDNfT/AId/4Jt/G3XvilL4AuNEt9E1aGw/tF7zUJyLHySUU7J41YOQXAITcQQ2eRiv1M/ZA/YE8D/sx+G7S51Cw0/xb8QGkS6uPEF1ZxsbWUKR5dkWG6JFyRuGGcnJwAqqAeff8Eov2cbX4W/BeTx7f2N1F4r8XH5vt0Ko1vZxSMIliJy22TPmM2QH/d4G1VY/dNMRdoAHt69P6D2p9AB/nrivx0/4LQeA9T0n42eD/F085n0rWNINjbq2B5MltITImAehFwjAnkliOgr9i6+Vf+ChX7LF9+098HYk0Nol8UeHWmvbCC4jLLdKUHmQgjJV22JtI4JXB4OQAfgh97GPw/lShTtGQcdenY1LdWc9rjz4ZYjICyCVSCQCQSMjnkEfUeterfBH9lz4kfH3V9Fj8OeF9Wk0O/v1sX8QLYStYWpJAd3lVSoCg5PORkeooA/Vf/gj/earN+yvPBfaLLp9lFrly+n6g8WxL+Jgu91JOWKyCWMsAB8oAyVYD7mrjvhF8KfD/wAEvhzoXgfwvby2+h6PCYoFnkMkjMzNJJI7HqzuzOSABljgKMAdjQAUUUUAFH1GaKP8igD51/bC/Yt8L/td+GbCHVLyfQ/EWk+YdO1a1jRiNwGY5gwLNFkAgBlIIyDjIP4gfGz9mf4l/s93NpD488KXeiR3YJt7tik1vLhiMLLGzLuGMlCdwBUkAMCf6IfGXxU8FfDmS3j8WeMNB8LyXKloV1nU4LMyqCASokdScEgZHQkVC9v4H+NfhC3maPw/488K3TF4ZCsGo2UxUtGWU4ZGIO9SR0+YUAfzJrkA55HU05eMg8dRgiv2/wDi1/wSX+DXxH1zWtZ0qfWPBOo6gS8VvorwjT7abaBlLcxkhSQSUV1HJClRwPn7xV/wRN1BLXW5fDfxLglnRw2mWmqaaVWVcDImlRzsIO4AqjAgA4GcAA/MAEjOMUc9/XFfZGl/8EpvjzeeL9G0a80S206xuhG17rDXsMtvZBi24kK5aQqq9FBySBwCDX0H8N/+CKckOq6ZP46+IEVxpiNIb3TdBtSssgB/dhLiQ/LkHLfu+MYG4ncAD5o/Zp/4JtfEj9pn4cw+ONI1TQ9D0O4u5Le2/tiSdJblYzh5UCRMCu/KA7s7kYEcc/OPxM+Hes/Cfx9r3hDXYfK1bRruS0nAVlVsE4dQwBKMuHUkDKlSOCDX9Lvhbwzpfgzw3pug6JYxabo2mW6WlpZxZ2xQoNqKMk9AByTknk85r8L/APgqJcxx/tteOZLa6hnZ4NPEvlOG8thZQqyHHQ/KCQeeaAPk3yj5Yk4wxwVJ5P4VJHHC1ucs3mbgBjpjvn6VDj5unGeTgd/SrGngNeRIfuuwUgehODQB/R9+yvFb2/7MvwmS0hW3t/8AhFdLZY1AAGbWMk8dSSSSTySSeteqVgeBPB9l8P8AwV4e8MaYZX07RdPt9NtmnILmOGJY0LkAZYhRkgdR0Fb9ABRRRQAHoc9Mc84r8Nv+CrXwP8PfCD9oqLUPDgFpb+LbRtaudPUNthuWldZXUknCuwLbRjaSQABgD9yf/wBQ5r8yf+C3HiCa28I/CnQ1t7U297e6hevcPEDOrQxwoqI/UIRcMWHRjGh42jIB+TgzuHp7VqeGdRttI1mC5ubSK/gjzutpkDCQEdCDkD0z1Gays9KXnsOe1AHsXg/wT4c+Kn7Q3g3wrpkkOg6XrWqWVncT7jLDCZZFV9gdjnkkAEgE4Axmv6K9J0iy0HTbTTdMs4NP06ziWC3tLWNY4oY1ACoigAKoAAAAAAH0r+fL9g3wK/xA/a5+GVgu4RWerRarLg4+W1b7QAc56mMDH+1jqa/oZ9fTkigAooooAKKKKACiiigAooooAKKKKACiiigA/wA9apappdlrmm3enanZwahp13E1vc2d1EskM8bja6OjAhlYEghgQQSDwau0UAfnX+2F/wAEotN+KGtWviP4PDRPBWpSMI9R0W4Elvp8g5/fxiNW8thkAoqhSMkYYHf+Yvxc/Z38ffBX4h6l4K8SaBcf23Z2ragRYqbmOSzVSzXKOoOYgqOSxwF2sGwVIH9J1Y2qeEdF1o6h9u0m0uTqFp9gu3khUtcW3zZhdgMsh3N8p4+Y0Afy/YJ6DP4e2f5UY7ew/XpX7hfFL/gk38G/iJ4sh1nTv7R8GWzII7nStF8tbdwAPmQMpMb9SSSwP90V8+fFj/gi3f2FlPdfDrx2dUuGulWHTddt1g8uE5DM1xGSGYHB4jXIzwSACAfmFHGGZQc47kelEihXIByOCDX2Hff8Er/jla/Ei88J22l2V/Da6cL9vEKSSJpkxKkiGOVkDPKWBTbtBBIJ2oQ1Uvhr/wAEwvjx8QdVtra98LjwdZzQGcajrlwsccIwSEeNN0gYkgY25BJzjBoA+RtuRnt605OeQcbeSc1+wHhf/giz8PIfDdoniLxt4lvPEG0faJ9N+zwWu7OSER4ncAdMliTjoOlfQnw7/wCCdH7Pvw3uNPurL4eWesahaRCM3evTy3/nHaAZHhldodxPPyxqATlQMYoA/C74a/Bnxz8YtSmsvA/hTVvEs8DKJTp1q0kcO4kKZHxtQEjALEDg+hr7r+G3/BFvxzrCxXHjjxvovhuNlVxZ6XBJqEqgjJVyfKUMDgZVnBx1IAz+rvhPwL4d8A2Mtj4Z0DS/DtlLKZ3t9Jso7aN5CAC5WMKC2ABkjOABzgVvUAeVfs8/s1eCP2ZfCcug+DtPZPtTiW91K7KNdXjrkKZHVVB2gkABQACcDJJPqtFFABUN9ZxajZz2k6eZBPG0UiZI3KwIIyORkE8jmpqKAP5xv2sPglqXwC+OXiTwpe6bcWFitw02kvcsrm5sSxWGUMvBBVTnHIYEEAg15JCpkiOAzbRliOgFf0ZftNfsyeGf2ovh3L4X8QmSykSQT2uo2qIZoZFDADJBOzJBKgjJA5HWvlzwb/wRj+FukpM3iPxZ4l1+bz1eBrUwWaJGAuY3XZIWJIbJBHBAABBYgHwD/wAE8fgvqfxk/aq8GR2caHTvDd3F4h1OZwrKkNtIjIuCRu8yXy0ABJG8sQQpr+gIenX6k+vBryr4M/svfDH9ny81S68AeErfw7c6mqx3c0dxNO8iqSVQNK7FRkkkLgE9c4GPVqACiiigAooooAK8V/ae/Zb8IftM+CbrT9e0qG41+2tZ10fUmlkha1nZGCMWQ/MoYglSGHXg559qoz/nFAH4c/GL/glX8VPhH8PtS8XSanoeu29j5bPp2kyzS3IViFJCtEobBI4UkkYwDXxvqGl3ukXUltd2k1rcRNtkjlQq6n0KkAjtwRX9RbLuXBHvg845J9O3b6Vx/jT4OeBfiRIZvFPg7RteuSiR/ab+xjlnCoxZFEhG4AMzEAEAFj2JyAfzNFWXluOcfjTewNfv38QP+CcPwK+JXjibxRqvhN7a7uI1We00y5a1tZGAI8wpHghiCAdpAOMkZJJ4/WP+CSf7P2pLi307XtJJlEhNpqrMWUfwHzFfCnpxg4PBoA/DRclgACTkAADNffP7Ov8AwSN8ffFTw/8A234+1V/hlbSbTaabcWH2q/mQgEtJH5kYgHOAHJfKnKKME/qL8P8A9kv4OfC2aKfwz8OdB067hO6K8ayWe4jIO4FZZdzgggEYPUDFetKvboM59vf6/jQB8hfs+/8ABMX4WfAP4jP4vilvvFl5blH0lNcCONPkCkNLhAqyOScqWT5MDHzANX16qnj+f64p1FABRRRQAVh+MPBeh/EDQbjQ/EmkWeuaPcAebZX0KyRPjkZUjHB6HqPxrcooA/Ar4nf8E6/jX4L1fxpc2Pgy+1nw1oF7Ii6tCqL9qhGCssUJcyMpVgSVVgpDAng4+W2jMbbHBVlOCrHPY5r+ph0EiFHAdWBBUjIIPUV8z+MP+Cc3wF8aeKbzXLvwNbWc93EIntdOke1tQRwHSGNlVWKgAlcA8nAPNAH4LeEfB+uePfEFjoXh7SrnWdYvpVit7O1jLvIzEAAAdBkjk4AzkkCvsHwt/wAEkfjrrC/8TfT9O0GR5FRDNqMEqIDuyz+W7EKuBkKGJ3cA4r9m/h98N/DXwt8H6T4W8K6Na6LoOmRCK1tLePGzGCWJ6s7HLM7EszEliSSa6agD4R/ZP/4JW+E/gjr2l+LvG2or4w8Wae0NzaRW/mRWdldRsHEqHKtIVIAG8AcElckBft3XtBsvE2hajo+pQLdafqNtJaXMDj5ZI3Uo6n1BUkfQ1o0UAfgf+0B/wT/+Kfwx+JV74f8ADfhLXfG+lRIHt9d0nSpWiugVVicLuCsu4KRk8gkE5yeR+Af7FPxO/aA+IU/hXT9DudAXTyG1fUNYt3gi08E4AcMAzOTkCMAsSCcBQWH9DuPw4x/9Yf57Cq1npttp7TNa20VsZ5DNL5aBfMkPV2wBljgZJ54FAHD/AAH+DOj/AAB+EvhrwJoaRvbaTbJHPdLEY2vLjAM1wylmIaSQu+NxChgAcKBXoVFFABX82v7T1wLr9ob4kuk7XMP/AAkN95crHll8+QKc98jB/E+lf0lda/nI/bA8JQeBP2mPiRodtqE2pxWuszEXU7bpWDEORIcKCwLYJAAJBwTQB47x36Y7V6b+zCob9pP4VDDNnxVpZIRcsR9qjzgc5yO2OeleY++ce9fQn7AXgf8A4Tz9r/4ZacLqOxNpqqasTLk7/soa48sD1YRbc9iaAP6D7m2ivrea3uIkngmUpJFIoZXUjBBB4IIOPfNfHfxY/wCCVPwU+JE1tLpdlf8AgiaCN0LaJKGSZixYNIJQxJBJHykZBA4wK+zP5cUlAH5U+Mv+CJ93aaLPN4X+JUepaqgAis9S0420TkkAkzLJIQQM8BMHHUVxXhP/AIIu/E3U5lfxB4x8N6NbZIK2pnuphjoQCijn/e/Cv2LooA/K3T/+CIc/nlrz4uRxxDG0W+hFm98kzj+Vfoj8Cfgn4d/Z8+GekeCfDFv5en2CkyXDoomu5Ty0shUDc5IAyRkAKM4UV6DRQAUUUUAFV7yzg1K0mtruBLi1mjMcsMyhldW6qwIwRg4x9RVignbz/n1oA+IPjV/wSl+E3xAhuNT0e/1TwjrJeS5uLs3JureclizGSOQkIADtBQqFUcqxr8ZvH3hqHwd431zQrfUbXWItNvJbQahZEtBcbHKiSMnqjYyCeSDn0r9bP2uP+Cr3hX4dx6n4U+FMNt408S7TBJrkjB9KtWyAdhBzcsBkDBCZZTucAqfx4urh7y6kuZcGSZ2kPAAySSeOgHtQB1Xwg0nXde+LHg6x8M2Eep+IZdWtRYWksavHLMJVKBw3ylMgFtxC7QSSBk1/S9pbXUmn2j30aRXzRKZ44zlRIQCwBI5APHbtX4a/8EsdQ8T6f+1NYDwr4fsddmls2h1KW/AH9n6eZYhPcRncMSL8igjJIkK4INfur/LjH9aACiiigAooooAKKKKACiiigAooooAKKKKAOO8VfBzwJ45tbm28Q+DNB1mC5lNxML7TopS0pXaZMlSd+3jcCGA6GvJfEX/BPf8AZ+8S6eLS4+HNhbKsJijksppoHTPQ5VwGIOMFs8jGMcV9F0UAfG+mf8EnfgDp+ky2Uum65ftIpzc3OquJQxzh8IFUsASBlSPUHnPE+K/+COPwqvNFjtPDet69pOo+YN+p6hPHdYjAOR5IRFZjgAEFQAScHGD9/UUAfOPwP/YD+C/wN0mKOx8H2XiLWfKC3Gt+IoVvbiVgWJYK+Ui+8RiJVyAuSxGa+h7a0is4Y4YIkhhjAjSNFAVVAAAAHAAxgDtU9FABRRRQAUUUUAFY/iDwjofiy1W21zRtP1q3CkCLULVJ1wSCRhgRjIB/AVsUUAeO6b+yr8PvDPxb0f4g+G9DsvDGq2EM1u1vpNpHbwXCSRlDuRQACMk5UDPfPWvYMeo79B9c06igAooooAOx69O3WuKvPgv4A1DxL/wkV14G8N3ev+ctwNUn0m3e5EqncsgkKbtwIBDZyCAfeu1ooAaqbTxwM9uP5fgPzp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfT9KKKAPxr/AOCnH7Fup+CfijdfEPwPpWq6zofic3eq6vBa28lyNNuVYSXEzuqkRwuJPMG48ESdAAB8D6aqS3YjeITb/lVeSdx4AHrk9u9f1Fc7s/1H1xz6159b/s//AA8s/imnxIt/CWn2/jZYJITq8MZR2EnLuyD5WkOSDIQXwxGcHFAH5x/8E9f+CefiRfGmjfEr4i6dqHhq10W7ju9J0a9i8m6upkYlZZFLB4VV0B2uoLgDAKnNfq/Tcc49P8+/+RTqACiiigAooooAyfEXhnSPGGj3Gk69pNlrek3GPPsdRt0uIJQCCNyOCpwQDyDyARg1+G/7e37DviP9m3xlq/ivTrC2f4X6rqbDTLizkBOnmUvIlpJGTuBQK6qw3KyhSWDEqP3erF8U+D9D8caPJpHiPRrDXtJlIL2OpWyXELYJKkq4IyDgg4yCOOaAP5hWJAzjORjPbHT+hrrfhX8K/E/xk8baZ4W8J6VLq+s6hJsihjwFGBlmd+iooBJJIAAJJ4r9V7r/AII0+BbrxNfX3/Cb63b6dcXpmisVtopGihJJMZlbO5uRhipxgZDHmvtn4TfB3wl8EvCNj4d8IaJZ6TZ28EUUksFvHHNdsiBPNndVXzJGAyWbqfSgD51/4Jz/ALI3if8AZX8E+Jf+EvfSv7b8QXMM/wBn07MrWsUaMBHJLgbjl2O1cqvUMc8fYNFFABRRRQB8J/8ABRD9g3xP+1D4i8MeJfA8+g2OqWFtNaX8eoAwyXAJDRN5qxsXwdy4bGA2QeWFfkv8bP2f/H/7Pnib+xPHXhy50W4YZguGAltrpcA7oZkJSQYYZAJKk4IB4r+lQ9D/AEqhrOh6d4j0u50zWLC11XTrqNobmzvIVmhmRhhldGBDAgkEEYI4waAP5dtu1cjj1Pb8fzodAGwhyAAQSMfWv2a+KX/BHr4Y+J/F2man4P1XU/BemGcf2hpcchuovLCcGAyEujFgAdzMAGJAG3B9M+F//BMn4GfDTWrPV38OP4pvIbZrcw+ICtzaOxxmY25XaWAyACCBnIGQGAB+Fei+G9T8SXX2fStOvNQl6mO1iaVseuADx15PFfZv7HP/AATX8TfHrUItc8aR3PhPwTA8MxaaB1n1aNjuZbcnACFVwZM8F1IVsEV+y3hD4deGfAOm22n+GvD+m6HZWqssFvp9okCxhmJIAUDAJJJ9Sc10IUrx19/pj+f5dqAPAfDP7BPwB8JapLf2Pwv0WWWSIRNDqMbXsO0HgiKZnTd74zmvBvjx/wAEh/ht8QJ/EWs+Br288Ea3eReZZaZEytpCXIOSTHsLojAlcIwCE5VSo2H75o60AfzefFj9lv4o/BPWbrT/ABd4M1LT/IiNx9sjiE1rJEMAus8e6MgFlBAbKlsMFPFe9/snf8E6viX8TvE3gTxN4g8Pf2b8Or+cXd1eS3McU/2ZGJIEW4SAyBcKwUgbw3IFftrrnh3TfE1ultqljBqFskqTLFcoGUOjBlYAjggj9SDkVoL2yoz/AF7HoO3+FAGX4V8MaX4L8P6doOiWY0/SNPgS3tbZWLCONQAFyxJPGBknJxnJ61r0UUAea/tGfBi3/aE+C3in4e3Wpy6OmtQJGt/BGHMLxypKhKEjcu6NcruBIyARnI/L74xf8Eb/AIh+DfD/ANv8BeKLHx7NGoNxpckA0y5cllH7kvI0b4BLEu6HCkAMxAP7F0UAfzEeM/AXib4c6p/Zfivw9qnhvUcB/surWclrMV452yAEj0IGOSQcCueyM9PWv6bPiF8K/CXxW0WXSPGHhzTfEenujxiO/t1kaMMAGMbY3RsQB8ykEYGDkV4X4g/4Jq/s7+JNWS/n+H0Vm3lLEbfT724toW2gAEojjnA5PUk5OTzQB+BMcLPIigcucLkZyc44HfmvVPgb8DdR+N/xW8NeE9PWSGDV777Gb2CPzliIUu5J6HYgLEkjgHHrX6/eJv8AglH+z34gjthZ6Bq3h54gyu+m6rKxnzgguJ/MGRjjAA5Oc8Y+i/hL8FfBXwN8J23hrwT4ettD0i3kecLHukkklf70kkjkvI5GBuZiQAqj5QoABveC/DieDvCGh6DEYmj0yxgs1a3gEEZEaKmVjBIQHGQucAHGTya26KKAPGv2nv2WfBv7VngQ+H/FUDQXtuWl0zWbYAXNhMRjKE9UbADRnAYAHhgrL+W/x7/4JK/FD4c33n/D9f8AhZOhJaNczzRrDZ3cTAkmMQtKTIcAEeWSzE42kgA/tbR/nigD+dTw1+xX8dvGHnyaf8K/EoEZCOb6wa0G4kjgzbckEEHH3T1xXAeOvhL4z+GviC40LxR4W1TRdVgOWtrq0ZTgnAZTghlIAwQSD2Jr+mhRt6YHP0789Pf+ZpAuF4HbGOnGOOfrQB/PH+zH+yf4r/aF8bXvhq10mezlh09737ReBrdFGVVGLMMEbnQ4AJIBwDX3F8A/+COq6Tqt9f8AxP8AEhL281vJpKeGbrOcFzILjzrfGCBGAFP94Ejiv062lj05B6/n+f8A+qn0AfnX+0d/wST8BXvgXxZrvwyTV7HxekJutL0SS+D2DFNpaABo2kJZA4UmT77Lk7eB+RupeH9S0nVLnTr3T7ux1C1ma3uLO6gaKSGVThkZCAVYEEEHBBzxxX9Qx6H/ABx+tY+seEdD8Q3Nhcaroun6ncWFwt1aS3tokrW8o5WSMsDsYHGGGCMfjQB+CP7Lv7GPjT47fFSx8PX2h6v4f0qGWOTWNRurOSEWduyswyWX78gUhAeCTzwDX7z+BfAuifDXwhpPhfw3p8el6FpcAt7W1jyQqjkkknLMxJZmJJZiWJJJNbiqd2WHPt/n3p9ABQeh/rRRmgD8P/2+v2EPEHwa+JWoa/4B8HajefDe9jE8c2n771bBwFEqS4BaJdzDaXJBBwGyCo+YNK+B/wAQtWginsfA/iG9glO1JIdKmZCScAAhCCSeAO5r+lmaCO6ieKVFkjdSrK6gq2eDkEEEHpgjtTLHT7bS7VLaztYrS3j4SG3jEaKDycADAGfSgD8fP+Cff7BOo/EbUn8Y+MbLWvBt94a1nT77Tft1jiC/EcjvNEY3CnGUQEgkDfyD0P7Fhfw69Bx1z/TP40AYxgY9QDx/hS0AFFFFABRRQ3+c0AMkkSONmYqFAJJY4AA65PoO9fPGsf8ABQb9nrRfM+0fFHSpDHcm1It455zvBAJxHG2U7+YPlIPBrC/4KSfFSx+Gf7Kfi+EeIf7D8Q6xFHZaXDBcmK6uSZo/NEYUhiBFv3H7oU4PXB/A8sWYluWJySe/v+OSPx9qAP6EpP2uP2e/jBdJ8O18b6V4ml8VRNpp0qGKeQXaTIUaNmVMLlSQcsCOelfKf7Rn/BHPSvEGoXesfCDW4fDKNAgTwzqzTT27TAgOVuizSRqV+bDLISwIBAIC/k7b3UtndR3NvM8E8bBlkibYwIzggjkH/Gv18/4Jw/8ABQeH4iWKfDz4q+KlPjI3ENvomo6kdjaoHBAg3hAvmKyKAZG3SmYKMkYIB4HoP/BGT4s3clk+r+KfCVjA0oW4SG4uJpY492GZf3IDHHIBIyTjI6j6b0H/AII6/CmHwxaaXrmv69qd3bs7/wBoWQgtHctjIYFJCQAMAZwMk9a++M0Zx147UAfJvw3/AOCYfwG+G8dhLHoGpa1rNjdrewa1qWqTrcpIpVkK+QY0AUqCPkzk8k4xX0r448V23gDwXr/iW8t7m6s9GsLjUpoLNQ07xwxtI6oCQCxCkDJAJPJ71uk46nFfIP8AwVG+NFr8Kf2Wda0qDUJbLxH4qlj0zTorS5EU7Rh0kuXIyGMQiBjfaCMzorYElAH4mfEz4iax8WviD4i8Z6/N52ra5eSXk+1mKIWORGmSSERdqqCTtVVHauXPTH0zSfex9OhPfgcflUy7CuCDv7Hg8d8jvQBu+BvCN/468X6F4Y0tBNqutXsOn2sDMFDzSyKkaliQACzAEkgAckgCv6TPhb4Pm+Hvwz8H+FJboX0mhaPZ6Y90qbRMYYUiLhecBimcZ4Br8Yf+CYPwFvfin+0Ho/iSHVdPtLLwfcpqd5a3IL3EgU4jEaYAwXIG7cNuMkE7Qf3JoAKKKWgBKM++PejPBxz2xnvXmn7RfxYh+BvwN8aeN5biC3n0jTZpbT7UCUkuiNlvGVHJ3ytGuBj73JHJAB8Ff8FqfinqNppPgX4cppckWlXkra4+pMfllkiEkIhQdiolLNnqHT0r8pa7f4ufGnxr8d/FT+JPHfiC58Q6uY1hWSdUSOGNeiRRoFSNeCcK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alt=""></img></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(b) el valor nominal agregado, hasta el máximo de 16 millones de euros, correspondiente a las 16.000.000 acciones adicionales, de un euro de valor nominal cada una, que, en su caso, sean adquiridas para su amortización por la Sociedad en virtud del programa de recompra de acciones propias, aprobado por la Sociedad al amparo del Reglamento (UE) nº 596/2014 sobre abuso de mercado y publicado como hecho relevante el 6 de diciembre de 2018.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido, en la medida en que Naturgy Energy Group, S.A. había adquirido a 30 de junio de 2019 un total de 13.568.573 acciones en virtud del programa de recompra aprobado del apartado b, el Consejo de Administración fijó la cifra de la reducción de capital en 17 millones de euros (la Reducción de Capital) y acordó proceder a dicha reducción. La Reducción de Capital se llevó a cabo mediante la amortización de 16.567.195 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente, del 1,65% del capital social de la Sociedad al momento de la adopción del presente acuerdo de ejecución. Tras la Reducción de Capital el capital social quedó establecido en 984 millones de euros y está integrado por 984.122.146 acciones de 1 Euro de valor nominal cada una.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d9309598e48a9b065e8877715dbb4c8f"><span></span><span style="padding-left:12.44pt;">Programa de recompra de acciones 2019: A 31 de diciembre de 2019 se habían adquirido en virtud de este programa, un total de 5.162.320 acciones propias a un precio medio de 23,3 euros por acción que representaban un coste total de 121 millones de euros. </span></p><p class="paraStyle-0924deae84e1aa2f11b920f7f1286d9d"><span><br/></span></p><p class="paraStyle-0924deae84e1aa2f11b920f7f1286d9d"><span>Toda la información sobre acciones propias se describe en la Nota 11 de la Memoria.</span></p><p class="paraStyle-0924deae84e1aa2f11b920f7f1286d9d"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-eff95013c23e9e1fa7a3bccd664dbdbe"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">7.2. Información sobre los aplazamientos de pagos efectuados a proveedores. D.A 3ª Deber de&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; información de la Ley 15/2010, de 5 de julio</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span>El importe total de pagos realizados a los proveedores del ejercicio, con detalle de los plazos de pago, de acuerdo a los plazos máximos legales de pago establecidos en la Ley 15/2010 de 5 de julio, por la que se establecen las medidas de lucha contra la morosidad en las operaciones comerciales, es el siguiente:</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: justify; "><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 341.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-7ed7637cd504d4e73e06cfddd0532e5b" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2020</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>2019</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-648ce216ab050375af6c70c1f3bedda8" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>Importe</span></p></td><td class="cellStyle-493a96c4b71eb251f6a024139d9610ca" rowspan="1" colspan="1"><p class="paraStyle-ad33360389b0273084516d35220d46af" style="margin-bottom: 0; margin-top: 0; "><span>Importe</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Total pagos (miles de euros)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>458.021</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>1.947.320</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Total pagos pendientes (miles de euros)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18.284</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18.540</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-c7a138c25aeaa9843fadf4842ccd599e" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Periodo medio de pago a proveedores (días)</span><span class="Superscript"> (1)</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>18</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-b6eb30db63cfe3085b8fae96062193c3" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ratio de operaciones pagadas (días) </span><span class="Superscript">(2)</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>32</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>17</span></p></td></tr><tr style="height: 13.5000000000000pt; "><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>Ratio de operaciones pendientes de pago (días)</span><span class="Superscript"> (3)</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>38</span></p></td><td class="cellStyle-07f0cda163503ed601f4e1285369b9f2" rowspan="1" colspan="1"><p class="paraStyle-af12424b3f8f3e46be34c7f3271b061a" style="margin-bottom: 0; margin-top: 0; "><span>30</span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>(1) Calculado considerando los importes pagados y los pendientes de pago.</span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-ec151933d76b01d39acc73981ff533f8" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>(2) Periodo medio de pago en las operaciones pagadas en el ejercicio. </span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr><tr style="height: 12.7500000000000pt; "><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span>(3) Antigüedad media saldo proveedores pendientes de pago.</span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td><td class="cellStyle-7819ca2a792adce49f3de6e588cd1c3a" rowspan="1" colspan="1"><p class="paraStyle-eadf161e970b421a0633a6a9ff2a481e" style="margin-bottom: 0; margin-top: 0; "><span></span></p></td></tr></tbody></table><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8cf023955ca03c16e06115bd05268c45"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_160"></div><p class="paraStyle-a031e1b6ef6800b572cc6e072dd3eda8"><span>7.3. Hechos posteriores</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los hechos posteriores al cierre del ejercicio se describen en la Nota 30 de la Memoria.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><div id="i78264de57bf543b7bef050ccf886369a_163"></div><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8. Informe Anual de Gobierno Corporativo</span></p><p class="paraStyle-83ae87bf1ae79e1ca6fd8cf8669441e9"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se incluye como Anexo a este Informe de Gestión, y formando parte integrante del mismo, el Informe Anual de Gobierno Corporativo del ejercicio 2020, tal y como requiere el artículo 526 de la Ley de Sociedades de Capital.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">32</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_166"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4695de27e6d4bfeaf6e8e78fac2bc940" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-863d3f0cacca758c3c4831b3a1c97af4" rowspan="1" colspan="1"><p class="paraStyle-84d54bc4ca1547dcf77649c3d6be54ac" style="margin-bottom: 0; margin-top: 0; "><span>INFORME ANUAL DE GOBIERNO CORPORATIVO</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-394891e28a57d1a910175acd1fb25801" rowspan="1" colspan="1"><p class="paraStyle-84d54bc4ca1547dcf77649c3d6be54ac" style="margin-bottom: 0; margin-top: 0; "><span>DE LAS SOCIEDADES ANÓNIMAS COTIZADAS</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 223.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 223.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 22.5000000000000pt; "><td class="cellStyle-25a40e5aeeef97bf58eba91ea4e37766" rowspan="1" colspan="2"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>DATOS IDENTIFICATIVOS DEL EMISOR</span></p></td></tr><tr style="height: 36.7500000000000pt; "><td class="cellStyle-a67ba44349e69dffc079752b2295cc40" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Fecha fin del ejercicio de referencia</span></p></td><td class="cellStyle-a67ba44349e69dffc079752b2295cc40" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>31/12/2020</span></p></td></tr><tr style="height: 36.7500000000000pt; "><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CIF</span></p></td><td class="cellStyle-ee83514ec2d71aac62dc53a7d2f49f32" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>A-08015497</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 30.7500000000000pt; "><td class="cellStyle-09f58e6d6ef829d2aa53df0b6a7ea1fa" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Denominación Social:</span></p></td></tr><tr style="height: 30.7500000000000pt; "><td class="cellStyle-1fcd9c78d6b061135fae789bd4fd409b" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>NATURGY ENERGY GROUP, S.A.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 30.7500000000000pt; "><td class="cellStyle-09f58e6d6ef829d2aa53df0b6a7ea1fa" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Domicilio Social:</span></p></td></tr><tr style="height: 30.7500000000000pt; "><td class="cellStyle-1fcd9c78d6b061135fae789bd4fd409b" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Avenida de San Luis nº 77  28033 MADRID</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-a2ad8adb64613ddfea47ea1869ab78ee"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;  </span></p><p class="paraStyle-6a2ee57f24449cc56db4fe6ef9e2b315"><span><br/></span></p><p class="paraStyle-6a2ee57f24449cc56db4fe6ef9e2b315" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-top: 0;"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633">A.&#160;  &#160;&#160;&#160;&#160;ESTRUCTURA DE LA PROPIEDAD</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A.1&#160;  Complete el siguiente cuadro sobre el capital social de la sociedad:</span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 378.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 115.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 103.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 79.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de última modificación</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Capital social (¬)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de derechos de voto</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>21/07/20</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>969.613.801</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>969.613.801</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>969.613.801</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-d92f403238e1a92edb2fa498746d4c5d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si existen distintas clases de acciones con diferentes derechos asociados:</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-1aaaa6a1030a284dbaeef479aed52f6a"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;  SI&#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 378.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 86.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 91.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 68.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Clase</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nominal unitario</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número unitario de derechos de voto</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Derechos y obligaciones que confiere</span></p></td></tr><tr style="height: 21.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.2&#160;&#160;&#160;&#160;Detalle los titulares directos e indirectos de participaciones significativas, a la fecha de cierre del ejercicio, excluidos los consejeros:</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-8c24d10ac371579ea9ca964f8a72be1f"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 159.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 69.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="2" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="2"><p class="paraStyle-9dbb8088172e3231c0e544793f71916a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">% derechos de voto atribuidos a las acciones</span></p><p class="paraStyle-63904bd736c4353b63fe88aa78e460d1" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto a través de instrumentos financieros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="2" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% total de derechos de voto</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GLOBAL INFRASTRUCTURE MANAGEMENT LLP</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,6%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,6%</span></p></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>SOCIÉTÉ NACIONALE POUR LA RECHERCHE, LA PRODUCTION, LE TRANSPORT, LA TRANSFORMATION ET LA COMMERCIALISATION DES HYDROCARBURES</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>4,1%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>4,1%</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>FUNDACION BANCARIA CAIXA DESTALVIS i PENSIONS DE BARCELONA (LA CAIXA)</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24,8%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24,8%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners SICAV-FIS S.A.</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,7%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,7%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8c24d10ac371579ea9ca964f8a72be1f"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-e07b369b0c3c6f3023df79240eb94f08" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-20a242197c4c6ef83bf13455b8d6f1d1" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Detalle de la participación indirecta:</span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 113.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 106.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 87.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del titular indirecto</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del titular directo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto atribuidos a las acciones</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto a través de instrumentos financieros</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% total de derechos de voto</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GLOBAL INFRASTRUCTURE MANAGEMENT LLP</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GIP III CANARY 1, S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,6%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,6%</span></p></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>FUNDACION BANCARIA CAIXA DESTALVIS i PENSIONS DE BARCELONA (LA CAIXA)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24,8%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24,8%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners SICAV-FIS S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>RIOJA ACQUISITION S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,7%</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,7%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique los movimientos en la estructura accionarial más significativos acaecidos durante el ejercicio:</span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-4996e179403a7a5529d1cb3bd9afd5d0"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 389.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 141.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de la operación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de la operación</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-aabf3f04337bd9b98d314360a7d716a8" style="margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.3&#160;&#160;&#160;&#160;Complete los siguientes cuadros sobre los miembros del consejo de administración de la sociedad, que posean derechos de voto sobre acciones de la sociedad:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-60586a551522878c0f7db28d0e33647c" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-60586a551522878c0f7db28d0e33647c"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 448.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 96.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 45.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 60.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="3" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="2"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto atribuidos a las acciones</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto a través de instrumentos financieros</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="3" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% total de derechos de voto</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="2" colspan="2"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">% derechos de voto que pueden ser transmitidos a través de instrumentos financieros</span></p></td></tr><tr style="height: 9.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Directo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indirecto</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON FRANCISCO REYNES MASSANET</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,008</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,008</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>RIOJA S.À.R.L</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>THEATRE DIRECTORSHIP SERVICES BETA, S.à.r.l.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DOÑA LUCY CHADWICK</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON PEDRO SAINZ DE BARANDA RIVA</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0; margin-top: 0; "><span>0,002</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,002</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON RAMÓN ADELL RAMÓN</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,002</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,002</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DOÑA ISABEL ESTAPÉ TOUS</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,0005</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,00</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON CLAUDIO&#160; SANTIAGO PONSA</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON MARCELINO ARMENTER VIDAL</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,001</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,001</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON FRANCISCO BELIL CREIXELL</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,001</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,001</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DOÑA HELENA HERRERO STARKIE</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON RAJARAM RAO</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-020eb39b7d261228b33bd64c61aa7649"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 382.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 306.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 76.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% total de derechos de voto en poder del consejo de administración</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,014%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5"><span><br/></span></p><p class="paraStyle-8e98ed9586e7dc26727e24ddeb9e26c5" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Detalle de la participación indirecta </span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 96.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 51.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 89.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 84.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del titular directo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">% derechos de voto atribuidos a las acciones</span></p><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% derechos de voto a través de instrumentos financieros</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>%&#160; total de derechos de voto</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">% derechos de voto que pueden ser transmitidos a través de instrumentos financieros </span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Reynés Massanet</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>FRINVYCO, SL</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,008</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>D. Pedro Sáinz de Baranda Riva</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>INVERSORES DE TORNÓN S.L.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,002</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-5a9e9b62922170708b51812457827dec"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;Observaciones:</span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.4&#160;&#160;&#160;&#160;Indique, en su caso, las relaciones de índole familiar, comercial, contractual o societaria que existan entre los titulares de participaciones significativas, en la medida en que sean conocidas por la sociedad, salvo que sean escasamente relevantes o deriven del giro o tráfico comercial ordinario, excepto las que se informen en el apartado A.6:</span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 431.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 148.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 160.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social relacionados</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de relación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><p class="paraStyle-5911348fccdf63f15cea90e0f08dad99"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Observaciones: </span></p><p class="paraStyle-1b0ba34ec5936aee71be4a19dac33cb0"><span><br/></span></p><p class="paraStyle-6e877e0c78160232e0127c2dbc4a6c52"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ver apartado A. 7 </span></p><p class="paraStyle-5911348fccdf63f15cea90e0f08dad99"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.5&#160;&#160;&#160;&#160;Indique, en su caso, las relaciones de índole comercial, contractual o societaria que existan entre los titulares de participaciones significativas, y la sociedad y/o su grupo, salvo que sean escasamente relevantes o deriven del giro o tráfico comercial ordinario:</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-5911348fccdf63f15cea90e0f08dad99"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 138.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 225.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social relacionados</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de relación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>COMERCIAL</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Las relaciones existentes derivan del tráfico comercial ordinario y están referidas en el apartado D.2 y en las cuentas anuales.</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners SICAV-FIS S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>COMERCIAL</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Las relaciones existentes derivan del tráfico comercial ordinario y están referidas en el apartado D.2 y en las cuentas anuales.</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GIP III CANARY 1, S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>COMERCIAL</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Las relaciones existentes derivan del tráfico comercial y están referidas en el apartado D.2 y en las cuentas anuales.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-dddd84995e975666c015594a936b8494"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">5</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Body-Text-Indent-3" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.6&#160;&#160;&#160;&#160;Describa las relaciones, salvo que sean escasamente relevantes para las dos partes, que existan entre los accionistas significativos o representados en el consejo y los consejeros, o sus representantes, en el caso de administradores persona jurídica. </span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique, en su caso, cómo están representados los accionistas significativos. En concreto, se indicarán aquellos consejeros que hubieran sido nombrados en representación de accionistas significativos, aquellos cuyo nombramiento hubiera sido promovido por accionistas significativos, o que estuvieran vinculados a accionistas significativos y/o entidades de su grupo, con especificación de la naturaleza de tales relaciones de vinculación. En particular, se mencionará, en su caso, la existencia, identidad y cargo de miembros del consejo, o representantes de consejeros, de la sociedad cotizada, que sean, a su vez, miembros del órgano de administración, o sus representantes, en sociedades que ostenten participaciones significativas de la sociedad cotizada o en entidades del grupo de dichos accionistas significativos.</span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">6</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 104.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 91.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 128.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero o representante vinculado</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista significativo vinculado</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Denominación social de la sociedad del grupo del accionista significativo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción relación/cargo</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="8" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. MARCELINO ARMENTER VIDAL</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="8" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Criteria Caixa SAU</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical/ Consejero Delegado</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Caixa Capital Risc, S.G.E.I.C. S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vicepresidente Consejero Delegado</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Inmo Criteria Caixa, S.A.U.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Mediterránea Beach &#38; Golf S.A.U.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Presidente y Consejero Delegado</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Saba Infraestructuras, S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td></tr><tr style="height: 27.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Caixa Innvierte Industria, S.C.R., S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rep. Persona física del Adm. Único </span></p></td></tr><tr style="height: 27.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Criteria Industrial Ventures, S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rep. Persona física del Adm. Único </span></p></td></tr><tr style="height: 27.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Criteria Venture Capital, S.I.C.C. S.A.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rep. Persona física del Adm. Único.</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª ISABEL ESTAPÉ TOUS</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="2" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Fundación Bancaria Caixa dEstalvis I Pensions de Barcelona</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical/Patrona</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Criteria Caixa S.A.U</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejera</span></p></td></tr><tr style="height: 49.5000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dª LUCY CHADWICK. </span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GLOBAL INFRASTRUCTURE MANAGEMENT LLP</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical/Empleada</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. RAJARAM RAO</span></p></td><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GLOBAL INFRASTRUCTURE MANAGEMENT LLP</span></p></td><td class="cellStyle-79eb87a05f65b2c938a174beaef73533" rowspan="1" colspan="1"></td><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical/Socio</span></p></td></tr><tr style="height: 39.7500000000000pt; "><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-11ea7cad3ebb9c0c0d8acd58af51caa0" style="margin-top: 0; "><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">D. JAVIER DE JAIME GUIJARRO</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-a9ec78e01d0966a14d1c7dd5226abf49" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC CAPITAL PARTNERS SICAV-FIS S.A.</span></p></td><td class="cellStyle-79eb87a05f65b2c938a174beaef73533" rowspan="1" colspan="1"></td><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-11ea7cad3ebb9c0c0d8acd58af51caa0" style="margin-top: 0; "><span class="charStyle-ed3307acaf9950398b261ba8aaf6f563">D. JOSÉ ANTONIO TORRE DE SILVA LÓPEZ DE LETONA</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-a9ec78e01d0966a14d1c7dd5226abf49" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC CAPITAL PARTNERS SICAV-FIS S.A.</span></p></td><td class="cellStyle-79eb87a05f65b2c938a174beaef73533" rowspan="1" colspan="1"></td><td class="cellStyle-d290b98f6b477313e394189dfd284b63" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical/Empleado</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c"> A.7&#160;&#160;&#160;&#160;Indique si han sido comunicados a la sociedad pactos parasociales que la afecten según lo establecido en los artículos 530 y 531 de la Ley de Sociedades de Capital. En su caso, descríbalos brevemente y relacione los accionistas vinculados por el pacto: </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> SI&#160; &#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;NO&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">7</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 138.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 60.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 168.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Intervinientes del pacto parasocial</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% de capital social afectado</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción del pacto</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de vencimiento del pacto, si la tiene</span></p></td></tr><tr style="height: 144.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b592eb0b2fbab80bd7f824ec8f7bb55" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">CRITERIA CAIXA, S.A.U</span></p><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c"><span><br/></span></p><p class="paraStyle-7b592eb0b2fbab80bd7f824ec8f7bb55" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">GIP III CANARY 1, S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>45,4%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El pacto Comunicado en HR nº 242612 del 12/09/2016 indica que los intervinientes asumieron determinados compromisos relativos al gobierno corporativo de la Sociedad y que tienen por objeto el respeto al derecho a la representación proporcional, tanto en Consejo como en Comisiones.</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 170.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b592eb0b2fbab80bd7f824ec8f7bb55" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">ALBA EUROPE S.À R.L.</span></p><p class="paraStyle-7b592eb0b2fbab80bd7f824ec8f7bb55" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">RIOJA CAPITAL RESEARCH AND MANAGEMENT COMPANY INVESTMENT S.À R.L,</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20,7%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>El 1 de agosto de 2019 se modificó el Pacto comunicado en HR nº265818 de 18 de mayo de 2018, para incluir al nuevo accionista, Rioja Acquisitions S.à.r.l, en sustitución de Rioja Bidco Shareholdings (HR nº 281047). De esta manera, el Pacto afecta a 1.- La propuesta de designación de consejeros en representación de Rioja Acquisitions&#160; S.à.r.l, 2.-&#160; La adopción de decisiones en Consejo y Junta y 3.- Al régimen de transmisión de acciones.</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si la sociedad conoce la existencia de acciones concertadas entre sus accionistas. En su caso, descríbalas brevemente: </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-bde8cfa5cd9e1bfe80803f71eb0c49d5"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 388.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 103.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 81.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 99.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Intervinientes acción concertada</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% de capital social afectado</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción del concierto</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de vencimiento del concierto, si la tiene</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de que durante el ejercicio se haya producido alguna modificación o ruptura de dichos pactos o acuerdos o acciones concertadas, indíquelo expresamente:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">NO APLICA</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A.8&#160; Indique si existe alguna persona física o jurídica que ejerza o pueda ejercer el control sobre la sociedad de acuerdo con el artículo 5 de la Ley del Mercado de Valores. En su caso, identifíquela:</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-5edb329d40fec1bbb4c6df568a3110d3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; SI&#160; &#160; &#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; &#160; &#160;  NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 379.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 379.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 379.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 379.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.9 &#160;&#160;&#160;&#160;Complete los siguientes cuadros sobre la autocartera de la sociedad:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A fecha de cierre del ejercicio:</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 393.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 116.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 141.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 135.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones directas</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones indirectas (*)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% total sobre capital social</span></p></td></tr><tr style="height: 41.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>35.733</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>8.639.595</span></p></td><td class="cellStyle-29c6005b60f9dcddb462b3fe98ea3c45" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span>0,895%</span></p><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-5d54f352adc2223936c18625cd0946e2"><span><br/></span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">OBSERVACIONES</span></p><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las variaciones significativas habidas durante el ejercicio:</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 404.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 404.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explique las variaciones significativas</span></p></td></tr><tr style="height: 108.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-11ea7cad3ebb9c0c0d8acd58af51caa0"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El 21 de julio de 2020, el Consejo de Administración de la Sociedad, acordó ejecutar el acuerdo de reducción de capital, aprobado por la Junta General Ordinaria de la Sociedad celebrada con fecha 26 de mayo de 2020, mediante la amortización de 14.508.345 acciones propias de un euro de valor nominal cada una. </span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.10.&#160;&#160;&#160;&#160;Detalle las condiciones y plazo del mandato vigente de la junta de accionistas al consejo de administración para emitir, recomprar o transmitir acciones propias.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-070b7d8cc17c25cdb2ab0f0421ec3eda"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">1.- La Junta General de Accionistas de 5 de marzo de 2019,</span><span class="charStyle-5b86e858a5ed519674c942ee5ef8d993"> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">en su punto quinto del Orden del Día autorizó al Consejo de Administración para acordar en un plazo no superior a 5 años la adquisición a título oneroso de las acciones de la Sociedad, en las siguientes condiciones:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-089e41eba63906619016474ef585567e" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Quinto.- Autorizar al Consejo de Administración para que durante un plazo de cinco años pueda adquirir a título oneroso, en una o varias veces, acciones de la Sociedad que estén totalmente desembolsadas, sin que nunca el valor nominal de las acciones adquiridas directa o indirectamente, sumándose al de las que ya posean la Sociedad y sus filiales supere el 10% del capital suscrito, o cualquier otro que legalmente se establezca. El precio o valor de contraprestación no podrá ser inferior al valor nominal de las acciones ni superar el valor de su cotización en Bolsa. El Consejo queda facultado para delegar la presente autorización en la persona o personas que crea conveniente. La presente autorización es </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">9</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-089e41eba63906619016474ef585567e" style="text-indent: 0; margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">extensiva a la adquisición de acciones de la Sociedad por parte de sociedades dominadas. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-089e41eba63906619016474ef585567e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A los efectos del artículo 146 de la Ley de Sociedades de Capital, las acciones adquiridas al amparo de la presente autorización, así como aquellas que ya posea la Sociedad y sus filiales, podrán ser entregadas, total o parcialmente, directamente o como consecuencia del ejercicio de derechos de opción, a los trabajadores o administradores de la Sociedad o de sociedades de su Grupo. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-44124c4cbb877b6c0076bc641807febb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La presente autorización sustituye y deja sin efecto, en la parte no utilizada, a la autorización otorgada al Consejo de Administración por la Junta General de Accionistas celebrada el 14 de mayo de 2015, para adquirir a título oneroso acciones de la Sociedad.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Body-Text-Indent-3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">2.- La Junta General de Accionistas de 26 de mayo de 2020,</span><span class="charStyle-5b86e858a5ed519674c942ee5ef8d993"> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">en su punto octavo del Orden del Día autorizó al Consejo de Administración para acordar una reducción de capital en 2020 mediante amortización de un máximo de 21.465.000 acciones propias en ejecución del programa share buy-back.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-44124c4cbb877b6c0076bc641807febb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Octavo.- Reducir el capital social de NATURGY ENERGY GROUP, S.A. (la Sociedad) hasta el máximo de 21.465.000 euros, correspondientes a (i) las 465.000 acciones en autocartera que la Sociedad tenía a cierre de mercado del 24 de julio de 2019; y (ii) a las 21.000.000 de acciones adicionales, de un euro de valor nominal cada una, que se han adquirido y se podrán seguir adquiriendo para su amortización por la Sociedad en virtud del programa de recompra de acciones propias (el Programa de Recompra), aprobado por la Sociedad al amparo del Reglamento (UE) nº 596/2014 sobre abuso de mercado y publicado como hecho relevante el 24 de julio de 2019 (número de registro 280.517), cuya fecha límite de adquisición vence el 30 de junio de 2020, inclusive. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-44124c4cbb877b6c0076bc641807febb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En consecuencia, la cifra máxima de la reducción de capital (la Reducción de Capital) será de 21.465.000 euros, mediante la amortización de hasta un máximo de 21.465.000 acciones propias de un euro de valor nominal cada una, representativas, aproximadamente del 2,18 % del capital social de la Sociedad al momento de la adopción del presente acuerdo. En este sentido, a 22 de abril de 2020 la Sociedad tenía en autocartera 14.508.345 acciones propias, adquiridas al amparo del citado Programa, para su posible amortización.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-44124c4cbb877b6c0076bc641807febb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La cifra definitiva de la Reducción de Capital quedará fijada por el Consejo de Administración de la Sociedad en función del número definitivo de acciones que finalmente se adquieran en virtud del Programa de Recompra en los términos establecidos en el apartado siguiente.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-070b7d8cc17c25cdb2ab0f0421ec3eda"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">3.- La Junta General de Accionistas de 20 de abril de 2017,</span><span class="charStyle-5b86e858a5ed519674c942ee5ef8d993"> </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">en su punto decimocuarto del Orden del Día autorizó al Consejo de Administración para acordar en un plazo no superior a 5 años el aumento del capital social, en las siguientes condiciones:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-df6f68390a35517afe0fa43010073e8d"><span class="charStyle-abcb11565a39ef5350f9705fa91c93da">DÉCIMOCUARTO.-</span><span class="charStyle-c8a1a2a197a9b6229feaf0b12f55b190"> Autorización al Consejo de Administración, con facultad de sustitución en la Comisión Ejecutiva, conforme a lo dispuesto en el artículo 297.1 b) de la Ley de Sociedades de Capital, para que, dentro del plazo máximo de cinco (5) años, si lo estima conveniente, pueda aumentar el capital social hasta la cantidad máxima correspondiente a la mitad del capital social en el momento de la autorización, con previsión de suscripción incompleta, emitiendo acciones ordinarias, privilegiadas o rescatables, con voto o sin voto, con prima o sin prima, en una o varias veces y en la oportunidad y cuantía que considere adecuadas, incluyendo la facultad de suprimir, en su caso, el derecho de suscripción preferente hasta&#160; el límite del 20% del capital social en el momento de la presente autorización, dando nueva redacción a los artículos que corresponda de los Estatutos Sociales y dejando sin efecto la autorización acordada por la Junta General Ordinaria de 20 de abril de 2012.</span></p><p class="paraStyle-ed5c8bf9beff479ee3a0bc51d3661fb4" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-5dbeaae29449defc88e1dfea7d5eea01" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1) Teniendo en cuenta la cifra actual del capital social, autorizar al Consejo&#160; de Administración, con facultad de sustitución en la Comisión Ejecutiva, para aumentar el capital social en QUINIENTOS MILLONES TRESCIENTOS CUARENTA Y CUATRO MIL SEISCIENTOS SETENTA EUROS (500.344.670.-¬.) dentro del plazo de cinco (5) años, a partir de este fecha (20.04.2017), mediante desembolso dinerario, en una o varias veces en la oportunidad y cuantía que el mismo decida, emitiendo acciones ordinarias, privilegiadas o rescatables, con voto o sin voto, con prima o sin prima, sin necesidad de nueva autorización de la Junta General, así como para modificar los artículos de los Estatutos Sociales que sean precisos por el aumento o aumentos de capital que se realicen en virtud de la indicada autorización, con previsión de suscripción incompleta, todo ello de conformidad con lo establecido en el artículo 297.1 b) de la Ley de Sociedades de capital, dejando sin efecto la autorización acordada por la Junta General de 20 de abril de 2012.</span></p><p class="paraStyle-853bb1a8f126af519a4a80330d19e64f"><span><br/></span></p><p class="paraStyle-ed5c8bf9beff479ee3a0bc51d3661fb4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2) Se atribuye expresamente al Consejo de Administración, con facultad de sustitución en la Comisión Ejecutiva, la facultad de excluir, en todo o en parte, el derecho de suscripción preferente en relación con todas o cualesquiera de las emisiones que acordare en base a la presente autorización. Esta facultad queda limitada a que las exclusiones del derecho de suscripción preferente no superen, en conjunto, el 20% del capital social actual de la Sociedad. </span></p><p class="paraStyle-81d816068a29233e295c8d30851245da"><span><br/></span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A.11 Capital flotante estimado:</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 383.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 183.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 199.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-6aaa89b8f588f8eca7fdb69b37f23a3d" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Capital Flotante estimado</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>29,7</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">A.12&#160;&#160;&#160;&#160;Indique si existe cualquier restricción (estatutaria, legislativa o de cualquier índole) a la transmisibilidad de valores y/o cualquier restricción al derecho de voto. En particular, se comunicará la existencia de cualquier tipo de restricciones que puedan dificultar la toma de control de la sociedad mediante la adquisición de sus acciones en el mercado así como aquellos regímenes de autorización o comunicación previa que, sobre las adquisiciones o transmisiones de instrumentos financieros de la compañía, le sean aplicables por normativa sectorial.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-2702c161ee2c7edd0db2586223a14b18"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO</span></p><p class="paraStyle-702571e44b35f284772a4689f88aa058"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 404.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 404.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de las restricciones</span></p></td></tr><tr style="height: 189.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-top: 0; "><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como Sociedad que integra en su Grupo determinados activos y actividades regulados y cuasi-regulados, la adquisición de acciones de NATURGY ENERGY GROUP S.A. puede estar sujeta a lo dispuesto en la Disposición Adicional Novena de la Ley 3/2013, de 4 de junio, de creación de la Comisión Nacional de los Mercados y la Competencia.</span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por su carácter de operador principal en los mercados de gas y electricidad, la tenencia de sus acciones está sujeta a las restricciones establecidas en el artículo 34 del Decreto-Ley 6/2000 de Medidas Urgentes de intensificación de la competencia en los mercados de bienes y servicios.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="Bodytext"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Reales Decreto-ley 8/2020, 11/2020 y 34/2020 han establecido determinadas restricciones a las inversiones extranjeras -incluidos inversores intracomunitarios- que afectan a NATURGY ENERGY GROUP S.A., tanto por ser sociedad cotizada, como por desarrollar su actividad en un sector sujeto a control de inversiones.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">11</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A.13 Indique si la junta general ha acordado adoptar medidas de neutralización frente a una oferta pública de adquisición en virtud de lo dispuesto en la Ley 6/2007.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  &#160;&#160;&#160;&#160;&#160; NO&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-dfb949f9766c09d83e60fb898f2e3d16"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En su caso, explique las medidas aprobadas y los términos en que se producirá la ineficiencia de las restricciones:</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A.14 Indique si la sociedad ha emitido valores que no se negocian en un mercado regulado comunitario.</span></p><p class="paraStyle-f7e36218dedcf2e1d4bb560d27236249"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-1aaaa6a1030a284dbaeef479aed52f6a"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En su caso, indique las distintas clases de acciones y, para cada clase de acciones, los derechos y obligaciones que confiera.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-c6e625b1a828c0f5771babeb7a8e0ac9"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633">B.&#160; &#160;&#160;&#160;&#160;JUNTA GENERAL</span></p><p class="paraStyle-a26d8cd92f90a41ade4852e71a408ea1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d275caf43bded123415215ce0b0c688d"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.1</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Indique y, en su caso detalle, si existen diferencias con el régimen de mínimos previsto en la Ley de Sociedades de Capital (LSC) respecto al quórum de constitución de la junta general.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-bb7e5ef1b2cb837434e008820c68524b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 412.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 127.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 127.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% de quórum distinto al establecido en art. 193 LSC para supuestos generales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% de quórum distinto al establecido en art. 194 LSC para los supuestos especiales del art. 194 LSC</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Quórum exigido en 1ª convocatoria</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Quórum exigido en 2ª convocatoria</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-1afa0cc6194236869d56633be9d91928"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 412.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 412.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de las diferencias</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-198fdc817c2abc97651292f92c15ae33"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.2</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Indique y, en su caso, detalle si existen diferencias con el régimen previsto en la Ley de Sociedades de Capital (LSC) para la adopción de acuerdos sociales:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4cc0a05aca246cdea95b071feb5b76eb"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-b8270e2951971b9755db7fc957b26c90"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Describa en qué se diferencia del régimen previsto en la LSC.</span></p><p class="Bodytext"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">12</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 390.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 112.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 112.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 165.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Mayoría reforzada distinta a la establecida artículo 201.2 LSC para los supuestos del 194.1 LSC</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Otros supuestos de mayoría reforzada</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% establecido por la entidad para la adopción de acuerdos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="3"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Describa las diferencias</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="3"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="Body-Text-Indent-3"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.3</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Indique las normas aplicables a la modificación de los estatutos de la sociedad. En particular, se comunicarán las mayorías previstas para la modificación de los estatutos, así como, en su caso, las normas previstas para la tutela de los derechos de los socios en la modificación de los estatutos.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-243683a1963206565e7ac3764257b7b4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La modificación de los Estatutos Sociales se regula en el artículo 6.2 de los Estatutos Sociales y en el artículo 12 del Reglamento de la Junta General, que complementan las disposiciones correspondientes de la LSC. </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-243683a1963206565e7ac3764257b7b4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los accionistas constituidos en Junta General, debidamente convocada, decidirán con carácter general por mayoría simple en los asuntos propios de la competencia de la Junta. En tal caso se entenderá adoptado un acuerdo cuando obtenga más votos a favor que en contra del capital presente o representado.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-243683a1963206565e7ac3764257b7b4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Todos los socios, incluso los disidentes y los que no hayan participado en la reunión, quedan sometidos a los acuerdos de la Junta General.</span></p><p class="paraStyle-91e3954a0d895e5f67cbe07ea0daaba2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para que la Junta General ordinaria o extraordinaria, pueda acordar válidamente la emisión de obligaciones convertibles en acciones o de obligaciones que atribuyan a los obligacionistas una participación en las ganancias sociales, el aumento o la reducción del capital, la supresión o la limitación del derecho de suscripción preferente de nuevas acciones u obligaciones convertibles, así como la transformación, la fusión, la escisión o la cesión global de activo y pasivo, el traslado del domicilio al extranjero, y, en general, cualquier modificación de los Estatutos Sociales, será necesaria, en primera convocatoria, la concurrencia de accionistas presentes o representados que posean, al menos, el cincuenta por ciento (50%) del capital suscrito con derecho a voto. En segunda convocatoria será suficiente la concurrencia del veinticinco por ciento (25%) de dicho capital.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La modificación de los Estatutos deberá ser acordada por la Junta General y exige la concurrencia de los requisitos siguientes:</span></p><p class="paraStyle-91e3954a0d895e5f67cbe07ea0daaba2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1) Que el Consejo de Administración o, en su caso, los accionistas autores de la propuesta formulen un informe escrito, con la justificación de la misma.</span></p><p class="paraStyle-91e3954a0d895e5f67cbe07ea0daaba2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2) Que se expresen en la convocatoria, con la debida claridad, los extremos cuya modificación se propone, así como el derecho que corresponde a todos los accionistas de examinar, en el domicilio social, el texto íntegro de la modificación propuesta y el informe sobre la misma y el de pedir la entrega o el envío gratuito de dichos documentos.</span></p><p class="paraStyle-91e3954a0d895e5f67cbe07ea0daaba2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3) Que el acuerdo sea adoptado por la Junta General, de conformidad con lo dispuesto en estos Estatutos.</span></p><p class="paraStyle-91e3954a0d895e5f67cbe07ea0daaba2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4) En todo caso, el acuerdo se hará constar en escritura pública, que se inscribirá en el Registro Mercantil y se publicará en el Boletín Oficial del mismo.</span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">13</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Body-Text-Indent-3" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.4&#160;&#160;&#160;&#160;Indique los datos de asistencia en las juntas generales celebradas en el ejercicio al que se refiere el presente informe y los del ejercicio anterior:</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 407.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 96.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 74.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 82.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 50.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="5"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Datos de asistencia</span></p></td><td class="cellStyle-0438dedabfcde3825c39d196a2206a09" rowspan="1" colspan="1"></td></tr><tr style="height: 42.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha junta general</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% de presencia física</span></p></td><td class="cellStyle-23be0ccbab94937587da7e5c9b14c657" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% en representación</span></p></td><td class="cellStyle-e10bd071c0c241662d1c0437f7d2a457" rowspan="1" colspan="2"><p class="paraStyle-f22690c447234a032da2aef52d0336f7" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">% voto a distancia</span></p><p class="paraStyle-f22690c447234a032da2aef52d0336f7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160;  Voto </span></p><p class="paraStyle-f22690c447234a032da2aef52d0336f7" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">electrónico&#160; &#160;  Otros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-f22690c447234a032da2aef52d0336f7" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Total</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>27/06/18</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>68,69%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>15,13%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>83,82%</span></p></td></tr><tr style="height: 27.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-3010ced20b5e119f30457ed319bfe778" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De los que capital flotante en 2018 </span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0,2%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>15,1%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>15,3%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>05/03/2019</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>72,12%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>13,06%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>85,18%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>De los que capital flotante 2019</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>2,55%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>13,06%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>15,61%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>26/05/2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>64,07%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>11,39%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>75,46%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>De los que capital flotante 2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1,40%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>11,39%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>12,79%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-b3344ebe631a0cc1d4cccc06e84c5ea0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.5&#160;&#160;&#160;&#160;Indique si en las Juntas Generales celebradas en el ejercicio ha habido algún punto del orden del día que, por cualquier motivo, no haya sido aprobado por los accionistas. </span></p><p class="paraStyle-d275caf43bded123415215ce0b0c688d"><span><br/></span></p><p class="paraStyle-ede0b4ba91597b6ac8f581d520b01d87"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-29b0e9b45b4074ac5e3da4eef0aad853"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 404.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 213.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Puntos del orden del día que no se han aprobado</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% voto en contra (*)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-9ae5787d0925f47546066d447f4fc3b5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(*) Si la no aprobación del punto es por causa distinta del voto en contra, se explicará en la parte de texto y en la columna de % voto en contra se pondrá n/a.</span></p><p class="paraStyle-8b162b9eff8feb778929d3a2e8cf7df9"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-b3344ebe631a0cc1d4cccc06e84c5ea0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.6 &#160;&#160;&#160;&#160;Indique si existe alguna restricción estatutaria que establezca un número mínimo de acciones necesarias para asistir a la junta general.</span></p><p class="paraStyle-2c86af87338e640d52461cbf9a7d9e91"><span><br/></span></p><p class="paraStyle-38b56eaad6d61095901842029ebdd98c"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-08ace6cd23872d7d788dff82bb4402c2"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 396.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 295.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 100.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones necesarias para asistir a la junta general</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de acciones necesarias para votar a distancia</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">OBSERVACIONES</span></p><p class="paraStyle-d275caf43bded123415215ce0b0c688d"><span><br/></span></p><p class="paraStyle-f47819beb4d70a3808f6167f0cc86298"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.7&#160;&#160;&#160;&#160;Indique si se ha establecido que determinadas decisiones, distintas a las establecidas por Ley, que entrañan una adquisición, enajenación, la aportación a otra sociedad de activos esenciales u otras operaciones corporativas similares, deben ser sometidas a la aprobación de la junta general de accionistas. </span></p><p class="paraStyle-15536110fbd39b161704b91f6bbb4712"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-38b56eaad6d61095901842029ebdd98c"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 379.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 379.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de las decisiones que se deben someter a la junta distintas a la establecidas por ley</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">14</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-f47819beb4d70a3808f6167f0cc86298"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">B.8&#160;&#160;&#160;&#160;Indique la dirección y modo de acceso a la página web de la sociedad a la información sobre gobierno corporativo y otra información sobre las juntas generales que deba ponerse a disposición de los accionistas a través de la página web de la Sociedad.</span></p><p class="paraStyle-d275caf43bded123415215ce0b0c688d"><span><br/></span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Respecto al apartado de Gobierno Corporativo el itinerario es el siguiente: </span><span class="charStyle-b4301389b185fcee76168b4786afbfb0">https://www.naturgy.com/accionistas_e_inversores/gobierno_corporativo/normas_de_gobierno</span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Con el siguiente itinerario&#160; </span><span class="charStyle-b4301389b185fcee76168b4786afbfb0">www.naturgy.com</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; ’&#160; Accionistas e Inversores ’ Gobierno Corporativo.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Respecto al apartado de Junta General el itinerario es el siguiente: </span><span class="charStyle-b4301389b185fcee76168b4786afbfb0">https://www.naturgy.com/accionistas_e_inversores/gobierno_corporativo/junta_general_de_accionistas</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">, con el siguiente itinerario </span><span class="charStyle-b4301389b185fcee76168b4786afbfb0">www.naturgy.com</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; ’&#160; Accionistas e Inversores ’ Junta General.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-198fdc817c2abc97651292f92c15ae33"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-d19afd272b3670fb46c1c387940aebef"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633">C.&#160;  &#160;&#160;&#160;&#160;ESTRUCTURA DE LA ADMINISTRACIÓN DE LA SOCIEDAD </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-410698681fba061fb98ec07333511b61"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Consejo de administración</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.1 Número máximo y mínimo de consejeros previstos en los estatutos sociales y el número fijado por la Junta General:</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 236.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 102.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número máximo de consejeros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>15</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número mínimo de consejeros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>11</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de consejeros fijados por la Junta</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-7c93ae943a1acd65528fa8eca1d5baac"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Observaciones </span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-86c999b81c3fe8f1f59977d4ab3ed5d6" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">15</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f9fc5092d1ed55cd02b7248d27ad10ba" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.2&#160; &#160;&#160;&#160;&#160;Complete el siguiente cuadro con los miembros del consejo:</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 467.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 55.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 53.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Representante</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Categoría del</span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo en el consejo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha primer nombramiento</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha último nombramiento</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Procedimiento de elección</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de nacimiento</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Reynes Massanet</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Ejecutivo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Presidente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>6/02/2018</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>08-04-1963</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Ramón Adell Ramón</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero Coordinador</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>18/06/2010</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>09-01-1958</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Isabel Estapé&#160; Tous</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>16-03-2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>26-05-2020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>05-04-1957</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Marcelino Armenter Vidal</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>21/09/2016</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span>26/05/2020</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>02-06-1957</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Belil Creixell</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>14/05/2015</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24-05-1946</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Helena Herrero Starkie</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejera</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>04/05/2016</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0; "><span>26/05/2020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>13-06-1959</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Rajaram Rao</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>21/09/2016</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>26/05/2020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>03-04-1971</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>RIOJA, S.à.r.l</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Javier de Jaime Guijarro</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>01/08/19</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>26/05/2020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>26-11-1964</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>D. Claudi Santiago Ponsa</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/ 2018</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20-09-1956</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>D. Pedro Sáinz De Baranda</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/ 2018</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018 (aceptación 6/07/2018)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>23-03-1963</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Lucy Chadwick</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>16-03-2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>26-05-2020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>11-02-1967</span></p></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>THEATRE DIRECTORSHIP SERVICES BETA,&#160; S.à.r.l</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. José Antonio Torre de Silva López de Letona</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>18/05/2018</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Acuerdo Junta General de Accionistas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>23-10-71</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 336.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 226.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 109.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número Total de consejeros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>12</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">16</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique las bajas que ya sean por dimisión, destitución o por cualquier </span></p><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">otra causa, se hayan producido en el consejo de administración durante el periodo sujeto a información:</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 438.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 114.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 62.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 80.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 54.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 86.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría del consejero en el momento de cese</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha del último nombramiento</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de baja</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Comisiones especializadas en las que era miembro</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Indique si la baja se ha producido antes del fin del mandato</span></p></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Enrique Alcántara García Irazoqui</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20/04/2017</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>16-03-2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>CAU</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>SI</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Scott Stanley</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>05-03-2019</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>16-03-2020</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>CNR</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>SI</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Causa del cese, cuando se haya producido antes del término del mandato y otras observaciones; información sobre si el consejero ha remitido una carta al resto de miembros del consejo y, en el caso de ceses de consejeros no ejecutivos, explicación o parecer del consejero que ha sido cesado por la junta general</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El consejero dominical Sr. Stanley dimitió de su cargo como consejero de la Sociedad y vocal de la Comisión de Nombramientos y Retribuciones, mediante una comunicación remitida al Presidente del Consejo, con efectos desde el día 16 de marzo. El Sr. Stanley no dirigió comunicación específica al resto de miembros del consejo, pero el Presidente informó a los Consejeros que la razón que le había comunicado era posibilitar una mayor presencia de mujeres en el Consejo.&#160; </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Sr. Alcántara presentó su dimisión como consejero dominical y vocal de la Comisión de Auditoría&#160; y Control al comienzo de la sesión del Consejo que se celebró el día 16 de marzo de 2020 el Sr. Alcántara realizó la explicación de sus razones al resto de miembros del Consejo durante dicha sesión que incluía facilitar una mayor presencia de mujeres en el Consejo.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-776b15915b342003fbcbd7b6bc2a2e46"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.3&#160;&#160;&#160;&#160;Complete los siguientes cuadros sobre los miembros del consejo y su distinta categoría:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f3a9e7dc19e6e935e3ca4ba13f28aad9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">CONSEJEROS EJECUTIVOS</span></p><p class="paraStyle-6b5e517f0713b2e616657e37153d85c7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 111.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 117.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 217.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo en el organigrama de la sociedad</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Perfil</span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Reynes Massanet</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Presidente Ejecutivo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil ingeniero y empresarial internacional: Ingeniero Industrial, especialidad mecánica, por la Universidad Politécnica de Barcelona, y MBA por el IESE, ha cursado también programas de Alta Dirección en Estados Unidos y Alemania</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 355.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 270.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número total de consejeros ejecutivos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% sobre el total del consejo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>8,33%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6b5e517f0713b2e616657e37153d85c7"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 355.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 355.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6b5e517f0713b2e616657e37153d85c7"><span><br/></span></p><p class="paraStyle-879df019a0fb77c0cc047255dc8e9090"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">CONSEJEROS EXTERNOS DOMINICALES</span></p><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">17</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 113.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 116.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 216.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 74.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación del consejero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación del accionista significativo a quien representa o que ha propuesto su nombramiento</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Perfil</span></p></td></tr><tr style="height: 74.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Isabel Estapé Tous</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil económico y empresarial: Licenciada en Ciencias Económicas y Empresariales. Notaria. Consejera de Criteria Caixa y Patrona de la Caixa.&#160; Es además académica de número de la Real Academia de Ciencias Económicas y Financieras.</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Marcelino Armenter Vidal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil económico y empresarial: Licenciado en Administración y Dirección de Empresas y Master en Administración y Dirección de Empresas por ESADE.</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Rajaram Rao</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GIP III Canary 1 S.à r.l.</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil IT, económico y empresarial internacional: Ingeniero Electrónico y de Telecomunicaciones cualificado. También tiene un MBA de la Universidad de Delhi y un Master en Finanzas de la London Business School.</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Lucy Chadwick</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>GIP III Canary 1 S.à r.l.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil económico y empresarial internacional:&#160; Forma parte de la alta dirección de GIP. Fue directora general del Área Internacional y de Medio Ambiente del Departamento de Transporte de Reino Unido.</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Rioja S.à.r.l.. (D. Javier de Jaime Guijarro)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Rioja Adcquisitions Sarl, S.L.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>Perfil económico y empresarial</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span>Licenciado en derecho por la Universidad de Comillas (ICADE) y MB por la Universidad de Houston</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>THEATRE DIRECTORSHIP SERVICES BETA,&#160; S.à.r.l.  (D. José Antonio Torre de Silva López de Letona)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Rioja Acquisitions S.à.r.l.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>Perfil económico y </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span>Empresarial.&#160; Licenciado en Ingeniería Industrial por la Escuela Técnica Superior la Universidad Pontificia de Comillas (ICAI) y MBA por la Universidad de Navarra (IESE).</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-3aa4d493d98a1a7d9270346d40d60eaf"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 351.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 248.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 102.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número total de consejeros dominicales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>6</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% sobre el total del consejo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>50,00%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-3aa4d493d98a1a7d9270346d40d60eaf"><span><br/></span></p><p class="paraStyle-3aa4d493d98a1a7d9270346d40d60eaf"><span><br/></span></p><p class="paraStyle-3aa4d493d98a1a7d9270346d40d60eaf"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 351.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 351.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5"><span><br/></span></p><p class="paraStyle-6203443bef91e06e3a8a2496d4269be2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">CONSEJEROS EXTERNOS INDEPENDIENTES</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 123.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 323.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 30.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-cd5460073d1ce26ec9ce8a3cec3b857d" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Nombre o denominación del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-061f9bac68e5b6ce1bb994c8c3fbd6e7" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Perfil</span></p></td></tr><tr style="height: 74.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Ramón Adell Ramón</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil experto en el área financiera y contable: Doctor en Ciencias Económicas y Empresariales. Abogado. Catedrático de Economía Financiera y Contabilidad de la Universidad de Barcelona. Es académico de la Real Academia de Ciencias Económicas y Financieras de España y Miembro de Honor del Consejo Superior Europeo de Doctores y Doctores Honoris Causa.</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Claudi Santiago Ponsa</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil Industrial, Internacional, sector Energético. Ha sido Presidente/CEO de GE Oil&#38;Gas. Licenciado en Ingeniería Informática (UAB). International Executive Program (INSEAD). Executive International Business (Georgetown).</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Belil Creixell</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil ingeniero y empresarial internacional: Ingeniero Superior. Ha sido Consejero Delegado de la región Suroeste de Europa en Siemens y Presidente de la Cámara de Comercio alemana para España y de la Federación de la Industria Química Española.</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Pedro Sáinz de Baranda Riva</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil ingeniero y empresarial internacional; mercado de capitales: Ingeniero de Minas por la Universidad de Oviedo, Phd en Ingeniería, Rutgers University of New Jersey y MBA por la Sloan School of Management de Massachusetts, Institute of Technology (MIT).</span></p></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dña. Helena Herrero Starkie</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Perfil IT e ID+i y empresarial internacional: Licenciada en Ciencias Químicas. Es Presidenta y Consejera Delegada de Hewlett Packard (HP) para España y Portugal.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6b5e517f0713b2e616657e37153d85c7"><span><br/></span></p><p class="paraStyle-2ddcd04014976795bc10d258d4b01b54"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 345.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 262.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 83.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número total de consejeros independientes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>5</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% total del consejo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>41,66%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 347.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 347.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si algún consejero calificado como independiente percibe de la sociedad, o de su mismo grupo, cualquier cantidad o beneficio por un concepto distinto de la remuneración de consejero, o mantiene o ha mantenido, durante el último ejercicio, una relación de negocios con la sociedad o con cualquier sociedad de su grupo, ya sea en nombre propio o como accionista significativo, consejero o alto directivo de una entidad que mantenga o hubiera mantenido dicha relación.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En su caso, se incluirá una declaración motivada del consejo sobre las razones por las que considera que dicho consejero puede desempeñar sus funciones en calidad de consejero independiente.</span></p><p class="paraStyle-cf18da08e8c26a88b75dc88ee5874e61"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 141.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 124.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 114.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de la relación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Declaración motivada</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-cf18da08e8c26a88b75dc88ee5874e61"><span><br/></span></p><p class="paraStyle-819fe5b71d7d15bebf19c3d03c178c4e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">OTROS CONSEJEROS EXTERNOS</span></p><p class="paraStyle-6b5e517f0713b2e616657e37153d85c7" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se identificará a los otros consejeros externos y se detallarán los motivos por lo que no se puedan considerar dominicales o independientes y sus vínculos, ya sea con la sociedad, sus directivos o sus accionistas:</span></p><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 345.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 85.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 120.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 62.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Motivos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad, directivo o accionista con el que mantiene el vínculo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Perfil</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 345.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 213.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 132.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número total de otros consejeros externos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% total del consejo</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 347.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 347.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique las variaciones que, en su caso, se hayan producido durante el periodo en la categoría de cada consejero:</span></p><p class="paraStyle-cf18da08e8c26a88b75dc88ee5874e61"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 345.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 106.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 79.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 79.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 79.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Fecha del cambio</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría anterior</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría actual</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-97a969974d888878b71afb138dcafcd9"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 347.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 347.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-97a969974d888878b71afb138dcafcd9"><span><br/></span></p><p class="paraStyle-92ad96ec44b358fad23b690d74e1ea84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> C.1.4</span><span>&#160;&#160;&#160;&#160;Complete el siguiente cuadro con la información relativa al número de consejeras al cierre de los últimos 4 ejercicios, así como la categoría de tales consejeras:</span></p><p class="paraStyle-eeb8af6d377317647d77ca0c80b61cfd"><span><br/></span></p><p class="paraStyle-7b382439b88f5d56f36acd042074222b"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 465.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 87.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 47.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="4"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de consejeras</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="4"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>% sobre el total de consejeros de cada categoría</span></p></td></tr><tr style="height: 27.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t-1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t-2</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t-3</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t-1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-f3ca907309734e77b449fb57c047cc60" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ejercicio</span></p><p class="paraStyle-f3ca907309734e77b449fb57c047cc60" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">t-2</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio t-3</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Ejecutivas</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Dominicales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>33,33%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Independientes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>20%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>20%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>20%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>50 %</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Otras Externas</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Total:</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>25%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>8,33%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>8,33%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>17,65%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">20</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.5&#160; Indique si la sociedad cuenta con políticas de diversidad en relación con el consejo de administración de la empresa por lo que respecta a cuestiones como, por ejemplo, la edad, el género, la discapacidad,&#160; o la formación y experiencia profesionales. Las entidades pequeñas y medianas, de acuerdo con la definición contenida en la Ley de Auditoría de Cuentas, tendrán que informar como mínimo, de la política que tengan establecida en relación con la diversidad de género.</span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><p class="paraStyle-4296b03dea620a6d05d73e9076d990a5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d805c886fc60222aebee771fa195827d"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;Si &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;No&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Políticas parciales X</span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><p class="paraStyle-43ec8b3f7f37d754517ec8a0004c766d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En caso afirmativo, describa estas políticas de diversidad, sus objetivos, las medidas y la forma en que se ha aplicado y sus resultados en el ejercicio, también se deberán indicar las medidas concretas adoptadas por el consejo de administración y la comisión de nombramientos y retribuciones para conseguir una presencia equilibrada y diversa de consejeros.</span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><p class="paraStyle-43ec8b3f7f37d754517ec8a0004c766d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En caso de que la sociedad no aplique una política de diversidad, explique las razones por las cuales no lo hace</span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de las políticas, objetivos, medidas y forma en que se han aplicado, así como los resultados obtenidos</span></p></td></tr><tr style="height: 325.5000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La política de selección de consejeros de Naturgy incluye directrices encaminadas a seleccionar candidatos cuyo nombramiento favorezca la diversidad profesional, de conocimientos y de género en el seno del Consejo de Administración. En todo caso, dicha política se aplica con pleno respeto al derecho de representación proporcional legalmente reconocido a los accionistas.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Nombramientos y Retribuciones vela por que los procedimientos de selección no adolezcan de sesgos implícitos que puedan implicar discriminación. </span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Durante la Junta de accionistas de 26 de mayo de 2020, se hizo público el compromiso de la Sociedad con la implementación de medidas que favorezcan la diversidad de género en la composición del Consejo de Administración y anunció el objetivo de alcanzar a finales de 2020 un 30% y a finales de 2021 un 40% de presencia femenina.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A lo largo de 2020, la renuncia de algunos de los consejeros dominicales permitió avanzar sustancialmente en términos de diversidad de género, cubriéndose todas las vacantes con mujeres: Dª Isabel Estapé para cubrir la vacante del Sr. Alcántara y Dª Lucy Chadwick para cubrir la vacante del Sr. Stanley. Ambos nombramientos tuvieron lugar por cooptación en el consejo de administración celebrado el 16 de marzo de 2020 y fueron posteriormente ratificados y nombrados en la Junta de accionistas celebrada el 26 de mayo de 2020.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La misma Junta de accionistas acordó nombrar por un nuevo periodo a Dª Helena Herrero cuyo mandato había expirado.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En conclusión, el 100% de las vacantes producidas durante 2020 han sido cubiertas con mujeres.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d44fad51efe38514ddd30bb835877afc"><span><br/></span></p><p class="paraStyle-275d5d150cbf555a3319fb5b4ee51b0b"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.6&#160;&#160;&#160;&#160;Explique las medidas que, en su caso, hubiese convenido la comisión de nombramientos para que los procedimientos de selección no adolezcan de sesgos implícitos que obstaculicen la selección de consejeras, y que la compañía busque deliberadamente e incluya entre los potenciales candidatos, mujeres que reúnan el perfil profesional buscado y que permita alcanzar una presencia equilibrada de mujeres y hombres. Indique también si entre estas medidas está la de fomentar que la compañía cuente con un número significativo de altas directivas:</span></p><p class="paraStyle-f9d12cddc097d2e45b6adc2a8a471441"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de las medidas</span></p></td></tr><tr style="height: 281.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span><br/></span></p><p class="Bodytext"><span>La Comisión de Nombramientos y Retribuciones tiene encomendada la misión de revisar las aptitudes necesarias en los candidatos que deban cubrir cada vacante, el cumplimiento de los requisitos exigidos para cada categoría de Consejeros y el proceso de incorporación de los nuevos miembros, elevando al Consejo los oportunos informes o las propuestas cuando proceda. En la cobertura de nuevas vacantes se vela para que la selección no adolezca de sesgos implícitos que obstaculicen la propuesta de Consejeras, valorándose especialmente, en las mismas condiciones entre los potenciales candidatos, las mujeres que reúnan el perfil buscado. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración aprobó en febrero de 2020 una modificación de la política de selección de consejeros, incorporando una matriz de competencias que refleja las necesidades de la Compañía respecto a las competencias, conocimientos y experiencia requeridos en el Consejo. Dicha matriz deberá ser utilizada en los procesos de selección de Consejeros.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-d9247f6663d1603d028df00e1efb13d7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tras la aprobación en junio de 2020 por la CNMV de la modificación del Código de buen gobierno de las sociedades cotizadas, el Consejo de administración en su sesión de 24 de noviembre ha revisado de nuevo la política de Selección de consejeros, para contemplar la implementación por la Sociedad de medidas que fomenten la designación de un número significativo de altas directivas.</span></p><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-f9d12cddc097d2e45b6adc2a8a471441"><span><br/></span></p><p class="paraStyle-43ec8b3f7f37d754517ec8a0004c766d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando a pesar de las medidas que, en su caso, se hayan adoptado, sea escaso o nulo el número de consejeras, explique los motivos que lo justifiquen:</span></p><p class="paraStyle-f9d12cddc097d2e45b6adc2a8a471441"><span><br/></span></p><p class="paraStyle-f9d12cddc097d2e45b6adc2a8a471441"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de los motivos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span><br/></span></p><p class="Bodytext"><span>Durante el ejercicio 2020 la Sociedad ha efectuado un esfuerzo muy importante para incrementar el número de consejeras. De esta forma, las 3 vacantes que se han producido durante el ejercicio se han cubierto con mujeres.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>No obstante,&#160; hay que tener en cuenta que&#160; la Comisión de Nombramientos y Retribuciones de la Compañía está obligada a respetar el derecho legalmente reconocido a la representación proporcional de sus accionistas y en atención a dicho principio sólo puede desplegar plenamente sus facultades de propuesta en relación con los consejeros independientes, como así ha hecho en relación con el proceso de selección de candidatos encaminado a cubrir el puesto de la Consejera independiente cuyo mandato había expirado.</span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6e413b2c3fc67fa52b405050bbf06f13"><span><br/></span></p><p class="paraStyle-43ec8b3f7f37d754517ec8a0004c766d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.7 Explique las conclusiones de la comisión de nombramientos sobre la verificación del cumplimiento de la política dirigida a favorecer una composición apropiada del consejo de administración.</span></p><p class="paraStyle-82336e34fb10e6e5583235dc5994d167"><span><br/></span></p><p class="paraStyle-cb31d0f67174efbdcb6e4b2d6f19d2fa"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Nombramientos y Retribuciones ha verificado que la Política de selección de Consejeros ha sido cumplida en lo que se refiere a la provisión de las vacantes existentes en el Consejo, todo ello en el marco de la estructura accionarial de la Compañía, que impone el respecto a determinadas exigencias legales de representación proporcional de los accionistas. Las recomendaciones de buen gobierno corporativo deben ajustarse a este condicionante de carácter imperativo. La Comisión ha constatado que en los procesos de selección de consejeros se ha tenido en consideración el equilibrio de criterios tales como: i) conocimientos, ii) competencias, iii) diversidad y iv) experiencia.</span></p><p class="paraStyle-60182c7ac361464b1b52c0bd1f310090"><span><br/></span></p><p class="paraStyle-cb31d0f67174efbdcb6e4b2d6f19d2fa"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El porcentaje de perfiles femeninos entre los Consejeros independientes representa un 20% del total. La conclusión de la Comisión es que se deberá seguir aumentando a medida que sea preciso cubrir nuevas vacantes.</span></p><p class="paraStyle-60182c7ac361464b1b52c0bd1f310090"><span><br/></span></p><p class="paraStyle-827897421cb5356e2e3a000ce2a5af1c"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.8&#160;&#160;&#160;&#160;Explique, en su caso, las razones por las cuales se han nombrado consejeros dominicales a instancia de accionistas cuya participación accionarial es inferior al 3% del capital:</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">22</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 361.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 213.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 148.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Justificación</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-984f66cc0bcca3ec74049acfa2b35f35"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-f46a5bc4ffd8f3bbe63dc931af67b07f"><span><br/></span></p><p class="paraStyle-f46a5bc4ffd8f3bbe63dc931af67b07f"><span><br/></span></p><p class="paraStyle-38bd234f746e5400147ea48ae706dc40"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si no se han atendido peticiones formales de presencia en el consejo procedentes de accionistas cuya participación accionarial es igual o superior a la de otros a cuya instancia se hubieran designado consejeros dominicales. En su caso, explique las razones por las que no se hayan atendido:</span></p><p class="paraStyle-0f4acda1e9ae186a70532db3fa0b2626"><span><br/></span></p><p class="paraStyle-5110b45d66763c4a9073c63e99328d82"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-08ace6cd23872d7d788dff82bb4402c2"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 360.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 212.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 148.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-3fccf3e7bbc79d2068fa10087b247fd0" rowspan="1" colspan="1"></td><td class="cellStyle-3fccf3e7bbc79d2068fa10087b247fd0" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-e330518b663924bb17205c0db556ceb8"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1. 9&#160;&#160;&#160;&#160;Indique, en el caso de que existan, los poderes y las facultades delegadas por el consejo de administración en consejeros o en comisiones del consejo:</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d94b9a12445755582ad2ed498d077834"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 368.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 177.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero o comisión</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Francisco Reynes Massanet</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Tiene delegadas amplias facultades de representación y administración acordes con las características y necesidades del cargo de Presidente Ejecutivo.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.10 &#160;&#160;&#160;&#160;Identifique, en su caso, a los miembros del consejo que asuman cargos de administradores, representantes de administradores o directivos en otras sociedades que formen parte del grupo de la sociedad cotizada:</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 386.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 88.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 159.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 53.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Denominación social de la entidad del grupo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>¿Tiene funciones ejecutivas?</span></p></td></tr><tr style="height: 16.5000000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 16.5000000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6a32976d6804bae32f5f258c740ca28e"><span><br/></span></p><p class="paraStyle-6a32976d6804bae32f5f258c740ca28e"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.11 &#160;&#160;&#160;&#160;Detalle, en su caso, los consejeros o representantes de consejeros personas jurídicas de su sociedad, que sean miembros del consejo de administración o representantes de consejeros, personas jurídicas de otras entidades cotizadas en mercados regulados distintas de su grupo, que hayan sido comunicadas a la sociedad:</span></p><p class="paraStyle-dc12d06ddfdab1cbc4af06a061424960"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 410.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o&#160; denominación social&#160; del consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Denominación social de la entidad cotizada</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Ramón Adell Ramón</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Oryzon Genomics, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>D. Pedro Sáinz de Baranda Riva</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gestamp Automoción, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Lucy Chadwick</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Nuovo Transport Viaggiatori (NTV)&#160; Italo SpA</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consejera</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">23</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4d8125b60fde9174601824f30c9f1452" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.12 &#160;&#160;&#160;&#160;Indique y, en su caso explique, si la sociedad ha establecido reglas sobre el número máximo de consejos de sociedades de los que puedan formar parte sus consejeros identificando en su caso dónde se regula:</span></p><p class="paraStyle-3a245bea53c86ecbd7492eba98d7db28"><span><br/></span></p><p class="paraStyle-e3376093595e7691b3d41e83023d615e"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160; &#160; &#160; &#160; &#160;  </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160;  NO&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-746340da62f511e01fd1bb00e8683e74"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 395.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 395.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de las reglas e identificación del documento dónde se regula</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8712d145dd84437c2ae8b7d730a33915"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.13&#160;&#160;&#160;&#160;Indique los importes de los conceptos relativos a la remuneración global del consejo de administración siguientes:</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 352.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 297.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 54.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Remuneración devengada en el ejercicio a favor del consejo de administración (miles de euros)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a5b3add7facbcc889b66db5995aeb2ce" style="margin-bottom: 0; margin-top: 0; "><span>7.404</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Importe de los derechos acumulados por los consejeros actuales en materia de pensiones (miles de euros)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a5b3add7facbcc889b66db5995aeb2ce" style="margin-bottom: 0; margin-top: 0; "><span>7.568 (*)</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Importe de los derechos acumulados por los consejeros antiguos en materia de pensiones (miles de euros)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 354.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 354.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>(*) incluye el importe correspondiente a la retribución variable 2018, 2019 y 2020 que se liquidan como aportación al Plan de Previsión Social del que es beneficiario el Presidente.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.14&#160;&#160;&#160;&#160;Identifique a los miembros de la alta dirección que no sean a su vez consejeros ejecutivos, e indique la remuneración total devengada a su favor durante el ejercicio: </span></p><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 382.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo/s</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Carlos Francisco Vecino Montalvo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Comercialización</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Pedro Larrea Paguaga</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Gestión de la energía y Redes</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Jorge Barredo Lopez</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Renovables, Innovación y Nuevos Negocios</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Enrique Tapia Lopez</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Personas y Organización</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Rafael Blesa Martinez</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Sistemas de Información</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Manuel García Cobaleda</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Secretario General y del Consejo</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Jordi García Tabernero</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Sostenibilidad, Reputación y Relaciones Institucionales</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Steven Fernández Fernández</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Mercados Financieros</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Jon Ganuza Fernandez De Arroyabe</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Planificación, Control y Administración</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-dc12d06ddfdab1cbc4af06a061424960"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160;  </span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 333.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 248.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 84.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Remuneración total alta dirección (en miles de euros)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>23.821</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-32f8c85587845e0d3f18f2b3aee0608c"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><div style="margin-bottom: 0;"><p class="paraStyle-da56a776445e02cb629303ebe2a7ea26" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">24</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-da56a776445e02cb629303ebe2a7ea26" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 372.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 372.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>OBSERVACIONES</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Se han enumerado los directivos que tienen dependencia directa del Consejero ejecutivo</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-09f58e6d6ef829d2aa53df0b6a7ea1fa" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Los Sres. D.&#160; Manuel Fernández Álvarez, D. Carlos Javier Álvarez Fernández y Dª.&#160; Rosa Mª Sanz García finalizaron su relación laboral con la compañía el 31 de julio de 2020 y D. Carlos Ayuso Salinas cesó en su cargo como Director de Auditoria Interna en dicha fecha.</span></p></td></tr></tbody></table><p class="paraStyle-da56a776445e02cb629303ebe2a7ea26" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.15&#160;&#160;&#160;&#160;Indique si se ha producido durante el ejercicio alguna modificación en el reglamento del consejo:</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-eb3e5853e97feae98d5aa892fb70078d"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160; </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160; &#160;&#160;&#160;&#160;X&#160; &#160; &#160; &#160;  </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">NO&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 423.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 423.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción modificaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0; "><span>En la sesión de 24 de noviembre de 2020 se modificaron los artículos 10, 11, 24, 25, 26 y se añadió un nuevo artículo 27 para (i) adaptarlo a las nuevas recomendaciones de Buen Gobierno de la CNMV (ii) actualizar la denominación de las comisiones del Consejo e incorporar la nueva Comisión de Sostenibilidad. </span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6a8ac03c2777086cebaa83c38bd301f9"><span><br/></span></p><p class="paraStyle-6a8ac03c2777086cebaa83c38bd301f9"><span><br/></span></p><p class="paraStyle-6a8ac03c2777086cebaa83c38bd301f9"><span><br/></span></p><p class="paraStyle-0a957a7ac6a23901ae1ce3716df14749"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.16&#160;&#160;&#160;&#160;Indique los procedimientos de selección, nombramiento, reelección, y remoción de los consejeros. Detalle los órganos competentes, los trámites a seguir y los criterios a emplear en cada uno de los procedimientos.&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-a27f5aeca3711b893cb601a8fc709f6f"><span><br/></span></p><p class="paraStyle-a27f5aeca3711b893cb601a8fc709f6f"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los procedimientos de nombramiento, reelección, evaluación y remoción de los Consejeros están regulados en el artículo 7 de los Estatutos Sociales y en los artículos 9 y 10 del Reglamento de organización y funcionamiento del Consejo de Administración y sus comisiones, complementados con las disposiciones del art. 529 decies LSC. </span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1.- Nombramiento y reelección:</span></p><p class="paraStyle-461cecfc81a15ca6fb8f1343dfef60ce"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Es competencia de la Junta General el nombramiento de los Consejeros y la determinación de su número, dentro de los límites fijados por el artículo 7 de los Estatutos Sociales.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Si durante el plazo para el que fueron nombrados los Consejeros se produjeran vacantes, el Consejo podrá designar por el sistema de cooptación las personas que hayan de ocuparlas hasta que se reúna la primera Junta General de accionistas.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No se requiere la cualidad de accionista para ser nombrado Consejero.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No podrán ser propuestos, designados o calificados como Consejeros Independientes quienes se encuentren en alguna de las situaciones que conforme a la legislación vigente impiden dicha caracterización.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El nombramiento habrá de recaer en personas que, además de cumplir los requisitos legales y estatutarios que el cargo exige, gocen de reconocido prestigio y posean los conocimientos y experiencia profesionales adecuados al ejercicio de sus funciones.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El nombramiento y reelección de Consejeros está sujeto a un procedimiento formal y transparente, y las propuestas que someta el Consejo de Administración a la consideración de la Junta General y las decisiones de nombramiento que adopte dicho órgano en virtud de las facultades de cooptación que tiene legalmente atribuidas deberán estar precedidas de una propuesta de la Comisión de Nombramientos y Retribuciones en el caso de Consejeros Independientes o de un informe para el resto de Consejeros. Cuando el Consejo se aparte de las recomendaciones de dicha Comisión habrá de motivar y dejar constancia en acta de sus razones.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">25</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, el Consejo de Administración, a propuesta de la Comisión de Nombramientos y Retribuciones y en línea con las recomendaciones de la Guía de la CNMV de Comisiones de Nombramientos y Retribuciones, aprobó en su sesión de octubre de 2019 una matriz de competencias, para lo que se contó con la ayuda de experto independiente. La Política de selección de Consejeros fue modificada con fecha 4 de febrero de 2020 para incorporar la exigencia de elaboración y toma en consideración de esta matriz de competencias en todos los procesos de selección de Consejeros</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.- Reelección:</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros elegidos a partir de 27 de junio de 2018 ejercerán su cargo durante el plazo de cuatro años, pudiendo ser reelegidos (los elegidos hasta esa fecha tenían un mandato de 3 años). </span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros Independientes no permanecerán en su cargo como tales por un periodo superior a doce años.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.- Cese o remoción:</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros cesarán en su cargo por el transcurso del período para el que fueron nombrados, salvo reelección y cuando lo decida la Junta General en uso de las atribuciones que ostenta. Asimismo, cesarán en los demás supuestos en que así proceda de acuerdo con la Ley, los Estatutos y el Reglamento del Consejo de Administración.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-83f1b3a58dca6f4e32eda03142f3afde"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros deberán poner su cargo a disposición del Consejo de Administración y formalizar, si éste lo considera conveniente, la correspondiente dimisión en los casos siguientes:</span></p><p class="paraStyle-609fad2ee35f5854204e056084796436"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.81pt;">Cuando los Consejeros Ejecutivos cesen en las funciones ejecutivas.</span></p><p class="paraStyle-1cde1f75957294dca0b6fea48c0603b6"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.81pt;">Cuando se vean incursos en alguno de los supuestos de incompatibilidad o prohibición previstos en las leyes, Estatutos Sociales o en este Reglamento.</span></p><p class="paraStyle-d8d0c94259a70ab08da046bfd81f0517"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.37pt;">Cuando infrinjan gravemente sus obligaciones como Consejeros, poniendo en riesgo los intereses de la Sociedad.</span><span>&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d8d0c94259a70ab08da046bfd81f0517"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.81pt;">Cuando concurran en ellos circunstancias que puedan afectar al crédito o reputación de la Sociedad o, de cualquier otra manera, poner en riesgo los intereses de esta</span></p><p class="paraStyle-1cde1f75957294dca0b6fea48c0603b6"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.81pt;">Cuando desaparezca la causa por la que fueron nombrados como Consejeros Independientes, Ejecutivos o Dominicales.</span></p><p class="paraStyle-4411142cb97d565173b4c6f2c8ec27e2"><span><br/></span></p><p class="paraStyle-d17829ef2dc87684d8ca2d81edea98b8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En todo caso, el Consejo de Administración presta especial atención a las cuestiones de diversidad y no sólo diversidad de género, en el marco del pleno respeto al derecho de los accionistas reconocido por la Ley de representación proporcional. Tal y como se ha explicado en apartados anteriores, la política de selección de Consejeros modificada en febrero de 2020 incorpora una matriz de competencias que debe ser utilizada en todos los procesos de cobertura de vacantes o reelección de consejeros,&#160; y&#160; que&#160; ya se ha utilizado en el proceso de cobertura del puesto de 1 Consejera independiente y de 2 Consejeros dominicales cuya reelección/nombramiento se sometió a la aprobación de la Junta General de Accionistas celebrada el 26 de mayo de 2020., </span></p><p class="paraStyle-d17829ef2dc87684d8ca2d81edea98b8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este mismo sentido, el Consejo de Administración aprobó el 24 de noviembre de 2020 una modificación a la política de Selección de Consejeros para recoger expresamente el compromiso de la Sociedad con la diversidad de género, previendo la implementación por la Sociedad de medidas que fomenten la designación de un número significativo de altas directivas.</span></p><p class="paraStyle-9683514789bdc11c5580ca6e18566fb1"><span><br/></span></p><p class="paraStyle-a27f5aeca3711b893cb601a8fc709f6f"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.17&#160;&#160;&#160;&#160;Explique en qué medida la evaluación anual del consejo ha dado lugar a cambios importantes en su organización interna y sobre los procedimientos aplicables a sus actividades:&#160; &#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; </span></p><p class="paraStyle-88359fb963080b59029e63f52b77da67"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 433.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 433.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción modificaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-afc2edf49623978caee8103d09b3acd7" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span>La CNMV publicó en junio de 2020 nuevas recomendaciones de Buen Gobierno. Parte de ellas ya se cumplían por la Sociedad, pero otras cuantas requerían la adaptación de algunas políticas o la aprobación de otras nuevas, las cuales se acordaron por el consejo el 24 de noviembre de 2020:</span></p><p class="paraStyle-bcfde7e530ce5b2570287e6febd97f21"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:0.00pt;">Política general de comunicación de información económico-financiera, no financiera y corporativa </span></p><p class="paraStyle-6e04a53968b684a31b5c804bd6ed45fb"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Política de selección de Consejeros de aspectos relacionados con la promoción de la diversidad en la alta dirección.</span></p><p class="paraStyle-6e04a53968b684a31b5c804bd6ed45fb"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Política de riesgos</span></p><p class="paraStyle-6e04a53968b684a31b5c804bd6ed45fb"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Política de comunicación con accionistas e inversores</span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span>Adicionalmente se modificó el Reglamento del Consejo y se revisó la distribución de competencias entre las tres Comisiones del Consejo</span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-88359fb963080b59029e63f52b77da67" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">26</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Describa el proceso de evaluación y las áreas evaluadas que ha realizado el consejo de administración auxiliado por un consultor externo, respecto del funcionamiento y la composición de sus comisiones, y cualquier otra área o aspecto que haya sido objeto de evaluación.</span></p><p class="paraStyle-a5143f044c201beb8fea14be3ce69cdd"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 433.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 433.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción proceso evaluación y áreas evaluadas</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">En el ejercicio 2020 la Evaluación del Consejo ha sido llevada a cabo por un consultor externo. En el marco de este proceso de evaluación, los consejeros han cumplimentado una serie de cuestionarios relativos al funcionamiento del Consejo y sus </span><span>c</span><span class="charStyle-fd22eb08aab47dd201ba2082fa0371ce">omisiones y han mantenido entrevistas personales con el consultor externo.</span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span><br/></span></p><p class="paraStyle-679af9e0a1c042fbfdb126358efc78d3"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tras el proceso de evaluación el asesor externo concluyó que el Consejo y las Comisiones funcionan con un alto grado de satisfacción, pero que existen variados puntos de vista sobre el Consejo que requieren de una reflexión del mismo.</span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span><br/></span></p><p class="paraStyle-679af9e0a1c042fbfdb126358efc78d3"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Respecto de la situación excepcional originada como consecuencia de la crisis sanitaria causada por la Covid-19, el asesor destacó que todos los consejeros han valorado de forma altamente positiva el desempeño del Consejo durante los meses más críticos de la crisis, destacando, en particular, la celebración de reuniones semanales del máximo órgano de administración de la Sociedad, el cual, a su vez, ha estado constantemente informado de la situación de la Sociedad en todos los aspectos relevantes, facilitándose de este modo la toma de decisiones por parte del Consejo durante gran parte de este excepcional ejercicio 2020.</span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span><br/></span></p><p class="paraStyle-679af9e0a1c042fbfdb126358efc78d3"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En relación con la composición de los órganos de gobierno, en términos generales, se ha calificado de forma satisfactoria entendiendo que el Consejo y las comisiones disponen de un grado de conocimientos y experiencia adecuado que favorece su apropiado funcionamiento y correcta toma de decisiones y ello pese a que el sector en el que desarrolla su actividad la Sociedad es altamente regulado y extremadamente complejo</span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span><br/></span></p><p class="paraStyle-679af9e0a1c042fbfdb126358efc78d3"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Parte de las recomendaciones, como por ejemplo la asignación de competencias claras a cada una de las Comisiones ya se han implementado en 2020 y otras como el refuerzo de los planes de formación se ejecutarán en 2021.</span></p><p class="paraStyle-679af9e0a1c042fbfdb126358efc78d3" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a5143f044c201beb8fea14be3ce69cdd"><span><br/></span></p><p class="paraStyle-27d0e8f7c80abfd7ce0382a31b9e79ac"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.18 Desglose, en aquellos ejercicios en los que la evaluación haya sido auxiliada por un consultor externo, las relaciones de negocio que el consultor o cualquier sociedad de su grupo mantengan con la sociedad o cualquier sociedad de su grupo.</span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-98edc617f03de9d87f4d918d95c5b11f"><span class="charStyle-6e59c23d8252479ee61d419c7dce4fe8">NINGUNA</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> </span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.19&#160; &#160; Indique los supuestos en los que están obligados a dimitir los consejeros.</span></p><p class="paraStyle-a19f0bcd9b852b9fa9e714252e9e0708"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros cesarán en su cargo por el transcurso del período para el que fueron nombrados, salvo reelección y cuando lo decida la Junta General en uso de las atribuciones que ostenta. Asimismo, cesarán en los demás supuestos en que así proceda de acuerdo con la Ley, los Estatutos y el Reglamento del Consejo de Administración.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los Consejeros deberán poner su cargo a disposición del Consejo de Administración y formalizar, si éste lo considera conveniente, la correspondiente dimisión en los casos siguientes:</span></p><p class="paraStyle-b1e45c433c37bbff0b2b60a5f1229bb4"><span><br/></span></p><p class="paraStyle-f46089ae657fe9b09f120f3b18b7165e"><span>a.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Cuando los Consejeros Ejecutivos cesen en las funciones ejecutivas.</span></p><p class="paraStyle-eefdb70bf1f5e5e51d941bae58db753b"><span>b.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Cuando se vean incursos en alguno de los supuestos de incompatibilidad o prohibición previstos en las leyes, Estatutos Sociales o en este Reglamento.</span></p><p class="paraStyle-eefdb70bf1f5e5e51d941bae58db753b"><span>c.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.23pt;">Cuando infrinjan gravemente sus obligaciones como Consejeros, poniendo en riesgo los intereses de la Sociedad.</span></p><p class="paraStyle-eefdb70bf1f5e5e51d941bae58db753b"><span>d.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Cuando concurran en ellos circunstancias que puedan afectar al crédito o reputación de la Sociedad o, de cualquier otra manera, poner en riesgo los intereses de esta</span></p><p class="paraStyle-eefdb70bf1f5e5e51d941bae58db753b"><span>e.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Cuando desaparezca la causa por la que fueron nombrados como Consejeros Independientes, Ejecutivos o Dominicales.</span></p><p class="paraStyle-275a4ffaf84482e34434435bc3e1f36e"><span><br/></span></p><p class="paraStyle-f19cc44dd313b7774873bd339757a40c"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.20 ¿Se exigen mayorías reforzadas, distintas de las legales, en algún tipo de decisión?</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-3291d196356f3085629f2d5d6a0ddf78"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">SI </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95"> X</span><span>&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160;  </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95"> </span></p><p class="paraStyle-6f3f8372a98673fb2aa0324fe33aba70"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En su caso, describa las diferencias.</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 433.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 433.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de las diferencias</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-c83c5c04624c0018569e15a23dc4694e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-f84c4074870e31be214d3f6ec8e2d1c2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El artículo 7.4 del Reglamento del Consejo de Administración indica lo siguiente:</span></p><p class="paraStyle-c83c5c04624c0018569e15a23dc4694e"><span><br/></span></p><p class="paraStyle-f84c4074870e31be214d3f6ec8e2d1c2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.- Los acuerdos deberán adoptarse con el voto de la mayoría absoluta de los Consejeros que concurran, presentes o representados, salvo que la Ley, los Estatutos o el presente Reglamento establezcan una mayoría reforzada. </span></p><p class="paraStyle-f84c4074870e31be214d3f6ec8e2d1c2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con carácter especial, se requerirá el voto favorable de&#160; más de dos tercios de los consejeros concurrentes, presentes o representados, para la válida adopción de acuerdos sobre las siguientes materias reservadas al pleno del Consejo y, por consiguiente, indelegables: </span></p><p class="paraStyle-f84c4074870e31be214d3f6ec8e2d1c2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a) La adquisición o enajenación de activos pertenecientes a la Sociedad (con independencia de los medios jurídicos que se utilicen a tal efecto y, en particular, aunque se realicen mediante operaciones de fusión, escisión u otros de sociedades dependientes) por importe superior a 500.000.000 euros, salvo que su aprobación corresponda a la Junta General o se realicen en ejecución del presupuesto o plan estratégico o de negocio de la Sociedad. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b) La aprobación del presupuesto y el plan estratégico o de negocio de la Sociedad. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c) La modificación de la política de distribución de dividendos y la aprobación de una nueva. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">d) La suscripción, modificación, renovación, no renovación o terminación por la Sociedad de contratos de financiación o refinanciación por un importe superior a 500.000.000 euros. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">e) La suscripción, modificación, renovación, no renovación o terminación por la Sociedad de cualquier contrato material, distinto de los previstos en el apartado d) anterior, cuyo importe exceda de 500.000.000 euros en el caso de contratos de aprovisionamiento de gas y de 200.000.000 euros en el caso de otros contratos. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">f) Las modificaciones materiales en los criterios y políticas contables o fiscales de la Sociedad, salvo que se deban a modificaciones de la legislación aplicable o al cumplimiento de las directrices y criterios fijados por las autoridades competentes en la materia. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">g) La reformulación de las cuentas anuales de la Sociedad, salvo que tal reformulación se deba a una modificación legislativa o al cumplimiento de las directrices y criterios fijados por las autoridades competentes en la materia. </span></p><p class="paraStyle-180ef90cc586fa4a54b7c365af7e490e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">h) La realización de inversiones de capital (capex) no previstas en el presupuesto anual de la Sociedad por importe superior a 200.000.000 euros. </span></p><p class="paraStyle-f84c4074870e31be214d3f6ec8e2d1c2" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">i) La modificación de las materias de los apartados a) a i)&#160; o la modificación de la mayoría reforzada de voto prevista para cualquiera de ellas.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-f448757d27eed878ea861e0631af7388"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.21&#160;&#160;&#160;&#160;Explique si existen requisitos específicos, distintos de los relativos a los consejeros, para ser nombrado presidente del consejo de administración.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-e7e7ab84dad85e4451b6b2b8eb20aa5e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">SI </span><span>&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160; &#160; </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 360.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 360.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción de los requisitos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-dc12d06ddfdab1cbc4af06a061424960"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; </span></p><p class="paraStyle-702571e44b35f284772a4689f88aa058"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; </span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.22&#160;&#160;&#160;&#160;Indique si los estatutos o el reglamento del consejo establecen algún límite a la edad de los consejeros:</span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><p class="paraStyle-bc42faedf32f6960f8082951bda384fa"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; NO&#160; &#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-97436463844f95078424fd3e9bdbfa2b"><span><br/></span></p><p class="paraStyle-2c56bc663d4f4705b88365c9ff8e9f42"><span><br/></span></p><div style="text-align: center; "><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 243.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 129.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 114.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4d813bb3ac0a22d02ad44010fff49eee" style="margin-bottom: 0; margin-top: 0; "><span>Edad límite</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Presidente</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Consejero delegado</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Consejero</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-97436463844f95078424fd3e9bdbfa2b"><span><br/></span></p><p class="paraStyle-dfb949f9766c09d83e60fb898f2e3d16"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Observaciones</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">28</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.23&#160;&#160;&#160;&#160;Indique si los estatutos o el reglamento del consejo establecen un mandato limitado u otros requisitos más estrictos adicionales a los previstos legalmente para los consejeros independientes, distinto al establecido en la normativa:</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160; </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> SI&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; NO&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 326.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 220.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Requisitos adicionales y/o número máximo de ejercicios de mandato</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.24 Indique si los estatutos o el reglamento del consejo de administración establecen normas específicas para la delegación del voto en el consejo de administración, la forma de hacerlo y, en particular, el número máximo de delegaciones que puede tener un consejero, así como si se ha establecido alguna limitación en cuanto a las categorías en que es posible delegar, más allá de las limitaciones impuestas por la legislación. En su caso, detalle dichas normas brevemente.</span></p><p class="paraStyle-a32dc22b407529bae5b2648be32c7e30"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El artículo 7.5 de los Estatutos Sociales establece: Los Consejeros que no puedan asistir podrán delegar su representación en otro Consejero, con o sin instrucciones de voto, debiendo comunicarlo al Presidente o al Secretario.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por su parte, el artículo 7.3 del Reglamento del Consejo indica Cada Consejero podrá conferir su representación a otro Consejero, sin que esté limitado el número de representaciones que cada uno puede ostentar para la asistencia al Consejo. La representación de los Consejeros ausentes podrá conferirse por cualquier medio documental escrito, siendo válido cualquier medio electrónico dirigido a la Presidencia o a la Secretaria del Consejo antes del inicio de la sesión. </span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, en el Consejo de Administración, en su reunión de octubre de 2019, se acordó instar formalmente a los Consejeros a que, con carácter general, en línea con la recomendación 27 del Código de Buen Gobierno de las Sociedades Cotizadas, incluyeran instrucciones en los supuestos de delegación de voto.</span></p><p class="paraStyle-8712d145dd84437c2ae8b7d730a33915"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.25&#160;&#160;&#160;&#160;Indique el número de reuniones que ha mantenido el consejo de administración durante el ejercicio. Asimismo, señale, en su caso, las veces que se ha reunido el consejo sin la asistencia de su presidente. En el cómputo se considerarán asistencias las representaciones realizadas con instrucciones específicas.</span></p><p class="paraStyle-8712d145dd84437c2ae8b7d730a33915"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 404.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 340.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones del consejo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>24</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones del consejo sin la asistencia del presidente</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-c9270415c374216e0806528fb66a1c63"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 394.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 394.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Durante los meses de marzo, abril y mayo, se aumentó la frecuencia de las reuniones del consejo de administración hasta hacerlas semanales para un mejor seguimiento de la crisis del COVID.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indíquese el número de reuniones mantenidas por el Consejero Coordinador con el resto de consejeros, sin asistencia ni representación de ningún consejero ejecutivo.</span></p><p class="paraStyle-d77096b66840a6fb4188d28af03cc7c8"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 396.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 333.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 63.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-99a78bf9abc7eb57b777f2729575b241"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">29</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 396.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 396.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 63.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Al ser el Consejero coordinador también Presidente de la Comisión de Nombramientos, Retribuciones y Gobierno Corporativo y haberlo sido en el pasado de la de Auditoría y Control, de la que sigue siendo miembro, ha mantenido habitualmente contactos con los Consejeros no ejecutivos y especialmente con los consejeros independientes, tanto en lo que respecta a cuestiones retributivas como de gobierno corporativo en general, que han hecho innecesaria la convocatoria de reuniones específicas.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d77096b66840a6fb4188d28af03cc7c8"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique el número de reuniones que han mantenido en el ejercicio las distintas comisiones del consejo:</span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 400.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 354.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 46.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones de la comisión ejecutiva o delegada</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones del comité de auditoría</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>10</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones de la comisión de nombramientos y retribuciones</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>9</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones de la comisión de nombramientos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones de la comisión retribuciones</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones de la comisión de sostenibilidad</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>4</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 402.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 402.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.26 &#160;&#160;&#160;&#160;Indique el número de reuniones que ha mantenido el consejo de administración durante el ejercicio con la asistencia de todos sus miembros:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">30</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-df4704405bc9ed7973f355611a4d29a7" style="margin-top: 0;"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 404.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 347.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 57.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones con la asistencia presencial de al menos el 80% de los consejeros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de asistencia presencial sobre el total de votos durante el ejercicio</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>99,3%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Número de reuniones con la asistencia presencial, o representaciones realizadas con instrucciones específicas de todos los consejeros</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% votos emitidos con asistencia presencial y representaciones realizadas con instrucciones específicas, sobre el total de votos durante el ejercicio</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>99,3%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 396.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 396.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.27&#160;&#160;&#160;&#160;Indique si están previamente certificadas las cuentas anuales individuales y consolidadas que se presentan al consejo para su aprobación:</span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; &#160; &#160; &#160; NO&#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160;  </span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Identifique, en su caso, a la/s persona/s que ha/han certificado las cuentas anuales individuales y consolidadas de la sociedad, para su formulación por el consejo:</span></p><p class="paraStyle-cf29a57098e6e0c31dc3a87f2158ab5b"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 361.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 177.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 183.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Carlos Javier Álvarez Fernández</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Financiero, hasta 31 de julio</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Jon Ganuza</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Director Planificación, Control y Administración, desde 31 de julio</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-cf29a57098e6e0c31dc3a87f2158ab5b"><span><br/></span></p><p class="paraStyle-cf29a57098e6e0c31dc3a87f2158ab5b"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.28&#160;&#160;&#160;&#160;Explique, si los hubiera, los mecanismos establecidos por el consejo de administración para evitar que las cuentas individuales y consolidadas por él formuladas se presenten en la junta general con salvedades en el informe de auditoría.</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En virtud de los establecido en el artículo 529.4 de la Ley de Sociedades de Capital, en los Estatutos Sociales y de las competencias atribuidas por el Consejo de Administración, a la Comisión de Auditoría y Control, le corresponden, entre otras,&#160; las funciones de informar a la Junta General de Accionistas sobre las cuestiones que se planteen en relación con aquellas materias que sean competencia de la Comisión y, en particular, sobre el resultado de la auditoría explicando cómo esta ha contribuido a la integridad de la información financiera y la función que la comisión ha desempeñado en ese proceso, así como supervisar el proceso de elaboración y presentación de la información financiera preceptiva y presentar recomendaciones o propuestas al órgano de administración, dirigidas a salvaguardar su integridad.</span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A estos efectos, la Comisión de Auditoría y Control ha supervisado el proceso de elaboración de información financiera y se ha involucrado en un diálogo fluido con el auditor externo, desde el máximo respeto a su independencia, donde ha sido informada del Plan de auditoría, de los resultados preliminares y definitivos de sus análisis, y donde se ha velado específicamente por su independencia.&#160; En todo caso, es de destacar que en el ejercicio 2020 no se han formulado salvedades a las cuentas. </span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-db8c55d72f12cb38bfaae29d6b450f1f"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.29 &#160;&#160;&#160;&#160;¿El secretario del consejo tiene la condición de consejero?</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-32f8c85587845e0d3f18f2b3aee0608c"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-56253d9129d7ba490928edfb0410ff57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-43ec8b3f7f37d754517ec8a0004c766d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Si el secretario no tiene la condición de consejero complete el siguiente cuadro:</span></p><p class="paraStyle-964e10087f04cffb7b3efb78b8165405"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">31</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 366.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 195.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 171.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del secretario</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Representante</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Manuel García Cobaleda</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-15a443f1aa4d9adb9a070691acd998c4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 366.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 366.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-964e10087f04cffb7b3efb78b8165405"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.30&#160;&#160;&#160;&#160;Indique los mecanismos concretos establecidos por la sociedad para preservar la independencia de los auditores externos, así como, si los hubiera, los mecanismos para preservar la independencia de los analistas financieros, de los bancos de inversión y de las agencias de calificación, incluyendo cómo se han implementado en la práctica las previsiones legales. </span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-f7a2cdc3cb7c156e124fbccb1bd3a0a8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Entre las funciones legales que corresponden a la Comisión de Auditoría y Control están la de establecer las oportunas relaciones con el auditor externo para recibir información sobre aquellas cuestiones que puedan suponer amenaza para su independencia, para su examen por la comisión, y cualesquiera otras relacionadas con el proceso de desarrollo de la auditoría de cuentas, y, cuando proceda, la autorización de los servicios distintos de los prohibidos, en los términos contemplados en los artículos 5, apartado 4, y 6.2.b) del Reglamento (UE) n.º 537/2014, de 16 de abril, y en lo previsto en la sección 3.ª del capítulo IV del título I de la Ley 22/2015, de 20 de julio, de Auditoría de Cuentas, sobre el régimen de independencia, así como aquellas otras comunicaciones previstas en la legislación de auditoría de cuentas y en las normas de auditoría. En todo caso, deberán recibir anualmente de los auditores externos la declaración de su independencia en relación con la entidad o entidades vinculadas a esta directa o indirectamente, así como la información detallada e individualizada de los servicios adicionales de cualquier clase prestados y los correspondientes honorarios percibidos de estas entidades por el auditor externo o por las personas o entidades vinculados a este de acuerdo con lo dispuesto en la normativa reguladora de la actividad de auditoría de cuentas.</span></p><p class="paraStyle-f46a5bc4ffd8f3bbe63dc931af67b07f"><span><br/></span></p><p class="paraStyle-f7a2cdc3cb7c156e124fbccb1bd3a0a8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">También es función de la Comisión de Auditoría y Control emitir anualmente, con carácter previo a la emisión del informe de auditoría de cuentas, un informe en el que se expresará una opinión sobre si la independencia de los auditores de cuentas o sociedades de auditoría resulta comprometida. Este informe deberá contener, en todo caso, la valoración motivada de la prestación de todos y cada uno de los servicios adicionales a que hace referencia la letra anterior, individualmente considerados y en su conjunto, distintos de la auditoría legal y en relación con el régimen de independencia o con la normativa reguladora de la actividad de auditoría de cuentas.</span></p><p class="paraStyle-f46a5bc4ffd8f3bbe63dc931af67b07f"><span><br/></span></p><p class="paraStyle-f7a2cdc3cb7c156e124fbccb1bd3a0a8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, el Consejo de Administración ha encomendado a la Comisión de Auditoría y Control, entre otras, las siguientes funciones: velar que la retribución del auditor externo por su trabajo no comprometa su calidad ni su independencia y asegurar que la sociedad y el auditor externo respetan las normas vigentes sobre prestación de servicios distintos a los de auditoría, los límites a la concentración del negocio del auditor y, en general, las demás normas sobre independencia de los auditores.</span></p><p class="paraStyle-6b388be348ec10d3f6b20db83ad875af"><span><br/></span></p><p class="paraStyle-6b388be348ec10d3f6b20db83ad875af"><span><br/></span></p><p class="paraStyle-f7a2cdc3cb7c156e124fbccb1bd3a0a8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los principios que fundamentan la relación de la Compañía con analistas financieros y bancos de inversión están basados en la transparencia, simultaneidad y no discriminación, además de la existencia de interlocutores específicos y distintos para cada colectivo. </span></p><p class="paraStyle-6b388be348ec10d3f6b20db83ad875af"><span><br/></span></p><p class="paraStyle-f7a2cdc3cb7c156e124fbccb1bd3a0a8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, la Compañía presta especial atención a no comprometer ni interferir en la independencia de los analistas financieros al respecto de los servicios prestados por los bancos de inversión, de acuerdo con los códigos internos de conducta establecidos por ellos mismos y orientados a la separación de sus servicios de análisis y de asesoramiento.</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.31&#160;&#160;&#160;&#160;Indique si durante el ejercicio la Sociedad ha cambiado de auditor externo. En su caso identifique al auditor entrante y saliente: </span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-32f8c85587845e0d3f18f2b3aee0608c" style="margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; NO&#160;  X</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">32</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-2f8ba32f397f536e90894d2613a94a27" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 334.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 177.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Auditor saliente</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Auditor entrante</span></p></td></tr><tr style="height: 16.5000000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-edc090263d44d1a73b5acefa80d02467"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>La compañía ha acordado proponer a la Junta General de accionistas a celebrar en marzo de 2021, la designación de KPMG como auditor para las cuentas de 2021, en sustitución de E&#38;Y que ha sido el auditor externo de las cuentas en el periodo 2018-2020.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-c7e61740276877f33d166c4fbbf1e766"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de que hubieran existido desacuerdos con el auditor saliente, explique el contenido de los mismos:</span></p><p class="paraStyle-4141a5ee8117cd0f3888ab0eb1d304c8"><span><br/></span></p><p class="paraStyle-3a6c294546c0ad95a1ba5d5ded87fc3a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; SI</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span>&#160; &#160;  NO&#160;  </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">X</span></p><p class="paraStyle-329fcb187a6af1155545398017beabf9"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de los desacuerdos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8712d145dd84437c2ae8b7d730a33915"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.32&#160;&#160;&#160;&#160;Indique si la firma de auditoría realiza otros trabajos para la sociedad y/o su grupo distintos de los de auditoría y en ese caso declare el importe de los honorarios recibidos por dichos trabajos y el porcentaje que supone sobre los honorarios facturados a la sociedad y/o su grupo:</span></p><p class="paraStyle-4141a5ee8117cd0f3888ab0eb1d304c8"><span><br/></span></p><p class="paraStyle-3a6c294546c0ad95a1ba5d5ded87fc3a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; SI&#160; </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">X</span><span>&#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; NO&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 393.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 184.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 71.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 70.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 67.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Sociedad</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Grupo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Total</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Importe de otros trabajos distintos de los de auditoría (miles de euros)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>127</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>110</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>237</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Importe trabajos distintos de los de auditoría / Importe trabajos de auditoria&#160; (en %)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>14,50%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3,20%</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>5,50%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.33&#160;&#160;&#160;&#160;Indique si el informe de auditoría de las cuentas anuales del ejercicio anterior presenta reservas o salvedades. En su caso, indique las razones dadas por el presidente de la comisión de auditoría para explicar el contenido y alcance de dichas reservas o salvedades.</span></p><p class="paraStyle-a2dd0038978bc3e15761c3ecfa71031d"><span><br/></span></p><p class="paraStyle-3a6c294546c0ad95a1ba5d5ded87fc3a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">SI&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  NO&#160; &#160; </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">X</span></p><p class="paraStyle-4141a5ee8117cd0f3888ab0eb1d304c8"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 354.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 354.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación de las razones y enlace directo al documento puesto a disposición de los accionistas en el momento de la convocatoria en relación con esta materia</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.34&#160;&#160;&#160;&#160;Indique el número de ejercicios que la firma actual de auditoría lleva de forma ininterrumpida realizando la auditoría de las cuentas anuales de la sociedad. Asimismo, indique el porcentaje que representa el número de ejercicios auditados por la actual firma de auditoría sobre el número total de ejercicios en los que las cuentas anuales han sido auditadas:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">33</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c" style="margin-top: 0;"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 342.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 191.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 72.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Individuales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Consolidadas</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de ejercicios ininterrumpidos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-b500ee65b808527eea7f55847088e130"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 342.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 189.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 79.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 72.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Individuales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Consolidadas</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nº de ejercicios auditados por la firma actual de auditoría / Nº de ejercicios que la sociedad ha sido auditada (en %)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0; "><span>10%</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b592eb0b2fbab80bd7f824ec8f7bb55" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10%</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-b500ee65b808527eea7f55847088e130"><span><br/></span></p><p class="paraStyle-b0c426cbcd2d9938c09795d22cc7509b"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8712d145dd84437c2ae8b7d730a33915"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.35&#160;&#160;&#160;&#160;Indique y, en su caso detalle, si existe un procedimiento para que los consejeros puedan contar con la información necesaria para preparar las reuniones de los órganos de administración con tiempo suficiente:</span></p><p class="paraStyle-bf523cbedcb31bc7c2d5285a5ee8e87d"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">SI&#160; </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95"> X</span><span> &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;NO&#160; &#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">34</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 435.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 435.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Detalle el procedimiento</span></p></td></tr><tr style="height: 492.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-afc2edf49623978caee8103d09b3acd7" style="margin-top: 0; "><span>El artículo 6, puntos 2 y 3, del Reglamento del Consejo establece: 2.- La convocatoria de las sesiones se realizará por el Presidente, o por el Secretario o Vicesecretario por orden del Presidente, y se efectuará por cualquiera de los medios estatutariamente previstos. La convocatoria incluirá el lugar de celebración y el orden del día de la misma y, se cursará, con una antelación mínima de 5 días a la celebración de la reunión, haciendo constar el orden del día. En caso de urgencia debidamente justificada a juicio del Presidente y así apreciada por el Consejo al inicio de la reunión, se realizará una convocatoria por teléfono, fax, correo electrónico o cualquier otro medio telemático, con un preaviso suficiente que permita a los Consejeros participar en la reunión. Con carácter previo a cada reunión, los Consejeros dispondrán de la información y documentación consideradas convenientes o relevantes sobre los temas a tratar en el Consejo. Además, a los Consejeros se les entregará el acta de la sesión anterior, haya sido o no aprobada. La facultad de establecer el orden del día de las reuniones será competencia del Presidente, ello no obstante cualquier Consejero podrá solicitar la inclusión de asuntos en el orden del día. 3.-Será válida la constitución del Consejo, sin previa convocatoria, si se hallan presentes o representados todos los Consejeros y aceptan por unanimidad la celebración del Consejo.</span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span>El procedimiento seguido supone remitir, ordinariamente con una semana de antelación, la convocatoria de la reunión, el orden del día y toda aquella información que esté disponible y pueda resultar útil para el conocimiento de los asuntos a tratar en la sesión del Consejo. El resto de documentación se remite según va estando disponible -ordinariamente con 5 días de antelación, salvo aquella que por ejemplo por razones de urgencia no permite tal antelación-. </span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span>A estos efectos, la documentación del Consejo se pone a disposición de los Consejeros a través de una plataforma electrónica, que les permite acceso permanente a la misma. Los Consejeros tienen acceso a la documentación de todos los órganos del Consejo con independencia de que sean o no miembros de alguna Comisión. Adicionalmente, se pone a disposición de los Consejeros a través de dicha plataforma otra información relevante para el ejercicio de sus funciones (hechos relevantes, novedades regulatorias, acceso a revista de prensa etc)</span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span>Asimismo, los asuntos tratados por el Consejo son presentados habitualmente por los directivos responsables de las propuestas, de forma que los Consejeros puedan pedirles directamente aclaraciones, datos u opiniones en relación con los puntos tratados en la sesión y pueden apreciar directamente su capacitación para el puesto.</span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7"><span><br/></span></p><p class="paraStyle-afc2edf49623978caee8103d09b3acd7" style="margin-bottom: 0; "><span>Finalmente, los Consejeros pueden solicitar la información adicional que estimen necesario para el ejercicio de sus funciones a través de la Secretaría del Consejo. </span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d51a43bc12e269649c76ddc1a1a57b15"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; &#160; &#160; &#160; &#160; &#160;  &#160;&#160;&#160;&#160;</span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.1.36 Indique y, en su caso detalle, si la sociedad ha establecido reglas que obliguen a los consejeros a informar y, en su caso, dimitir cuando se den situaciones que les afecten, relacionadas o no con su actuación en la propia sociedad que puedan perjudicar al crédito y reputación de la sociedad:</span></p><p class="paraStyle-32229f8ba02786e89e10065d9331e154"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160; NO&#160; &#160; &#160; &#160; &#160; &#160; &#160; </span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">35</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 435.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 435.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explique las reglas</span></p></td></tr><tr style="height: 254.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span>Conforme al artículo 11.4 del Reglamento del Consejo, el Consejero está sometido al deber de lealtad en los términos establecidos en la legislación vigente y, en particular, el epígrafe e) de dicho artículo 11.4, establece que el Consejero deberá informar a la Sociedad sobre cualquier tipo de reclamación judicial, administrativa o sobre hechos de cualquier índole en los que se encuentre implicado que, por su importancia, pudieran incidir gravemente en la reputación de la Sociedad. El Consejo examinará la cuestión y adoptará las medidas que sean aconsejables en interés de la Sociedad con la urgencia requerida.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Asimismo, el art. 10.2 del Reglamento del Consejo establece los Consejeros deberán poner su cargo a disposición del Consejo de Administración y formalizar, si éste lo considera conveniente, la correspondiente dimisión en los casos siguientes:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-0e47a1ab760b6fab96ef118eafc8232f"><span>a)</span><span>Cuando los Consejeros Ejecutivos cesen en las funciones ejecutivas.</span></p><p class="paraStyle-2edcef59850ca8928bbfa73af408daed"><span>b)</span><span>Cuando se vean incursos en alguno de los supuestos de incompatibilidad o prohibición previstos en las leyes, Estatutos Sociales o en este Reglamento.&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d8acc89de7bd37990d874920f44cd3e8"><span>c)</span><span>Cuando infrinjan gravemente sus obligaciones como Consejeros, poniendo en riesgo los intereses de la Sociedad.</span></p><p class="paraStyle-d8acc89de7bd37990d874920f44cd3e8"><span>d)</span><span>Cuando concurran en ellos circunstancias que puedan afectar al crédito o reputación de la Sociedad o, de cualquier otra manera, poner en riesgo los intereses de esta</span></p><p class="paraStyle-d8acc89de7bd37990d874920f44cd3e8" style="margin-bottom: 0; "><span>e)</span><span>Cuando desaparezca la causa por la que fueron nombrados como Consejeros Independientes, Ejecutivos o Dominicales.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.37 &#160;&#160;&#160;&#160;Indique salvo que hayan concurrido circunstancias especiales de las que se haya dejado constancia en acta, si el consejo ha sido informado o ha conocido de otro modo alguna situación que afecte a un consejero, relacionada o no con su actuación en la propia sociedad, que pueda perjudicar al crédito y reputación de ésta: </span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160; &#160; &#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160; NO&#160; &#160; &#160; &#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X&#160; </span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; </span></p><p class="paraStyle-4141a5ee8117cd0f3888ab0eb1d304c8"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 395.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 120.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 170.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 104.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre del Consejero</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Naturaleza de la situación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-c7e61740276877f33d166c4fbbf1e766"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el supuesto anterior, indique si el consejo de administración ha examinado el caso. Si la respuesta es afirmativa explique de forma razonada si, atendiendo a las circunstancias concretas, ha adoptado alguna medida, como la apertura de una investigación interna, solicitar la dimisión del consejero o proponer su cese. </span></p><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-c7e61740276877f33d166c4fbbf1e766"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique también si la decisión del consejo ha contado con un informe de la comisión de nombramientos.</span></p><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-6a8ccda4b4e3628a7a6194666fa67847"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;  &#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;NO&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-4141a5ee8117cd0f3888ab0eb1d304c8"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 338.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 179.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 159.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Decisión tomada/actuación realizada</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explicación razonada</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.38&#160;&#160;&#160;&#160;Detalle los acuerdos significativos que haya celebrado la sociedad y que entren en vigor, sean modificados o concluyan en caso de cambio de control de la sociedad a raíz de una oferta pública de adquisición, y sus efectos.</span></p><p class="paraStyle-a92a5ee878d4ab8905c69f6a59af0924"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una parte importante de las sociedades participadas por Naturgy junto con socios ajenos al grupo contienen cláusulas de cambio de control que permiten al otro socio optar por adquirir las participaciones en caso de cambio de control de la sociedad tenedora del Grupo Naturgy.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">36</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, la mayor parte de la deuda financiera viva incluye una cláusula relativa al cambio de control, ya sea por adquisición de más del 50% de las acciones con voto o por obtener el derecho a nombrar la mayoría de miembros del Consejo de NATURGY ENERGY GROUP, S.A. Dichas cláusulas están sujetas a condiciones adicionales, de modo que su activación depende de la simultaneidad de algunos de los siguientes eventos:  la reducción importante de la calificación crediticia o rating provocada por el cambio de control, o la pérdida del grado de inversión por las agencias calificadoras; la incapacidad de cumplir las obligaciones financieras del contrato; un perjuicio material para el acreedor, o un cambio material adverso en la solvencia. Estas cláusulas suponen el reembolso de la deuda dispuesta si bien suelen contar con un plazo mayor al concedido en los supuestos de resolución anticipada. </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En concreto, los bonos emitidos, en volumen aproximado de 8.941 Millones de Euros, como es habitual en el euromercado, serían susceptibles de vencimiento anticipado siempre que ese cambio de control provocara una caída de dos o más escalones o full notches en al menos dos de las tres calificaciones que tuviera y todas las calificaciones cayesen por debajo de investment grade y siempre que la Agencia Calificadora expresase que la reducción de la calificación crediticia viene motivada por el cambio de control. </span></p><p class="paraStyle-4e16e1b64951340d2e3cd2747b154b8c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, existen préstamos por un importe de aprox. 1.765 millones de Euros, ligados casi en su totalidad a financiaciones a largo plazo de infraestructuras con fondos del Banco Europeo de Inversiones, que podrían ser objeto de reembolso anticipado en caso de cambio de control. Para la activación de estas cláusulas además del evento del cambio de control se requiere una reducción del rating y cuentan con plazos especiales de reembolso de la deuda más extensos a los de los supuestos de resolución anticipada. </span></p><p class="paraStyle-a92a5ee878d4ab8905c69f6a59af0924"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.1.39&#160;&#160;&#160;&#160;Identifique de forma individualizada, cuando se refiera a consejeros y de forma agregada en resto de casos e indique, de forma detallada, los acuerdos entre la sociedad y sus cargos de administración y dirección o empleados que dispongan indemnizaciones, cláusulas de garantía o blindaje, cuando éstos dimitan o sean despedidos de forma improcedente o si la relación contractual llega a su fin con motivo de una oferta pública de adquisición u otro tipo de operaciones.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">37</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-56253d9129d7ba490928edfb0410ff57" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 432.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 112.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 319.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de beneficiarios</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>19</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de beneficiario</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Descripción del acuerdo</span></p></td></tr><tr style="height: 542.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-11ea7cad3ebb9c0c0d8acd58af51caa0"><span>Presidente</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95"> </span><span>ejecutivo</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-11ea7cad3ebb9c0c0d8acd58af51caa0"><span>Directivos</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span>El contrato del Presidente establece una indemnización por cese o por no renovación del cargo de Consejero por importe de dos anualidades del conjunto de: (i) retribución dineraria fija total anual, (ii) la retribución variable anual y (iii) en atención al concepto de retribución variable plurianual, un importe a tanto alzado equivalente al 1,25 de la retribución dineraria fija total anual. Este concepto sólo se multiplicará por una anualidad si al momento de devengarse no se hubiera alcanzado el objetivo de rentabilidad mínima del plan de ILP; la segunda anualidad se podrá recuperar si el objetivo mínimo se alcanzara finalmente al finalizar el plan.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>No procederá la indemnización en caso de incumplimiento grave y culpable de sus obligaciones profesionales que ocasione un perjuicio significativo a los intereses de Naturgy. Adicionalmente y en concepto de pacto de no competencia post-contractual durante un año se establece una indemnización equivalente a una anualidad de retribución fija total.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>El contrato del Presidente ejecutivo prevé la extinción del contrato y el abono de una indemnización en caso de que perdiera sus funciones ejecutivas y continuara como Presidente no ejecutivo. En tal caso, la indemnización prevista es idéntica a la señalada en el primer párrafo&#160;  de este apartado, pero reducida a la mitad, esto es, una sola anualidad. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Los contratos suscritos con 13 directivos contienen una cláusula que establece una indemnización mínima de dos anualidades de retribución fija en determinados casos de extinción de la relación, que incluyen ciertos casos de cambio de control, despido improcedente o los supuestos contemplados en los arts. 40, 41 o 50 del Estatuto de los Trabajadores. Asimismo, estos contratos contienen una cláusula que establece una compensación equivalente a una anualidad de retribución fija por no competencia post-contractual por un período de dos años. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Adicionalmente, 1 directivo tiene un acuerdo de indemnización cuyo importe le da derecho a percibir una indemnización mínima dos anualidades de retribución en determinados casos de extinción de la relación, que incluyen el despido improcedente o los supuestos contemplados en los arts. 40, 41 o 50 del Estatuto de los Trabajadores.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0; "><span>Por otra parte, existen acuerdos de compensación con otros 4 directivos, equivalente a una anualidad de retribución fija por no competencia post-contractual por un período de dos años. </span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-a92a5ee878d4ab8905c69f6a59af0924"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si más allá de en los supuestos previstos por la normativa estos contratos han de ser comunicados y/o aprobados por los órganos de la sociedad o de su grupo. En caso positivo, especifique los procedimientos, supuestos previstos y la naturaleza de los órganos responsables de su aprobación o de realizar la comunicación:</span></p><p class="paraStyle-d77096b66840a6fb4188d28af03cc7c8"><span><br/></span></p><p class="paraStyle-d77096b66840a6fb4188d28af03cc7c8"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">38</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 411.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 184.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 148.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Consejo de administración</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Junta general</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Órgano que autoriza las cláusulas</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>SI</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>NO</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-8ffd2d10ec3531e76508329f29d7b881"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 411.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 262.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 71.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 78.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>SI</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>NO</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>¿Se informa a la junta general sobre las cláusulas?</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>X</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-705d9f06488a7846ccef6d298234fb50"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 411.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 411.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 72.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-6cfd91d126feb090e338d5026bab3c5a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En relación con las cláusulas del personal directivo, se informa a la Comisión de Nombramientos y Retribuciones y al Consejo de sus términos y sus beneficiarios.</span></p><p class="paraStyle-6cfd91d126feb090e338d5026bab3c5a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los términos principales de los contratos de los directivos que dependen directamente del consejero ejecutivo son aprobados por el Consejo.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">C.2.&#160;  Comisiones del consejo de administración</span></p><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;  </span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.2.1&#160;&#160;&#160;&#160;Detalle todas las comisiones del consejo de administración, sus miembros y la proporción de consejeros ejecutivos, dominicales, independientes y otros externos que las integran:</span></p><p class="paraStyle-10a317aaf44f5f24feccadef56f76d71"><span><br/></span></p><p class="paraStyle-6e433477001cbb4ae107acf2b783f813"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN EJECUTIVA </span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 356.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 134.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 106.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 115.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-cc4fd19fd72106005482b95718881a1a"><span><br/></span></p><p class="paraStyle-cc4fd19fd72106005482b95718881a1a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 198.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 140.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros ejecutivos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-cc4fd19fd72106005482b95718881a1a"><span><br/></span></p><p class="paraStyle-cc4fd19fd72106005482b95718881a1a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>No aplica al no existir en la actualidad comisión ejecutiva.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-396cbe2ef8ac7e5f7b461a7b86f6a83f"><span><br/></span></p><p class="paraStyle-396cbe2ef8ac7e5f7b461a7b86f6a83f"><span><br/></span></p><p class="paraStyle-396cbe2ef8ac7e5f7b461a7b86f6a83f"><span><br/></span></p><p class="paraStyle-926254e0d648fc536b1dcd5216b3995c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><div style="line-height: 1.4000000000000; text-align: justify; "><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Explique las funciones que tiene atribuidas esta comisión, distintas a las que ya hayan sido descritas en el apartado C.1.9, y describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas, ya sea en la ley, en los estatutos sociales o en otros acuerdos societarios.</span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 301.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 301.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>NO APLICA.</span></p></td></tr></tbody></table><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><p class="paraStyle-4561d3f718681d8f4ca49b4280059b55"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN DE AUDITORÍA</span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">39</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 398.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 176.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 96.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 125.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Francisco Belil Creixell</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Presidente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Ramón Adell Ramón</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Isabel Estapé Tous</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Pedro Sainz de Baranda Riva</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Helena Herrero Starkie</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dª Lucy Chadwick</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>Theatre Directorship Services Beta, S.À.R.L., representada por </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span>Don Jose Antonio Torre de Silva Lopez de Letona</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-f58a663c1f0d7755d570109c10e8ae01"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 368.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 219.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 148.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>42,86%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>57,14%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-f58a663c1f0d7755d570109c10e8ae01"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 368.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 368.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las funciones incluyendo en su caso las adicionales a las previstas legalmente, que tiene atribuidas esta comisión, describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas ya sea en la ley o en los estatutos u otros acuerdos sociales.</span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><p class="paraStyle-8a85d5d2a0761cf9cc49038f916f1774"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a) Funciones de la Comisión de Auditoría y Control:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión tiene las competencias que le señala la Ley y las que le sean encomendadas por el Consejo de Administración con carácter general o particular.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración, le ha atribuido el ejercicio de las siguientes funciones:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-66a60468c5d2a74a1fa75d233e332656"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1.- Elaborar el Informe sobre el funcionamiento de la Comisión de Auditoría y Control.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.- Supervisión en materia de operaciones vinculadas.</span></p><p class="paraStyle-66a60468c5d2a74a1fa75d233e332656"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.- Velar porque el Consejo de Administración procure presentar las cuentas a la Junta General de accionistas sin limitaciones ni salvedades en el informe de Auditoría y que, en aquellos supuestos en que el auditor de cuentas haya incluido en su informe de auditoría alguna salvedad, el Presidente de la comisión de auditoría y Control explique con claridad en la junta general el parecer de la Comisión de Auditoría y Control sobre su contenido y alcance, poniéndose a disposición de los accionistas en el momento de la publicación de la convocatoria de la junta, junto con el resto de propuestas e informes del consejo, un resumen de dicho parecer.</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.- Aprobación del plan anual de trabajo de la Unidad de Auditoría Interna, y supervisión, con periodicidad anual de las actividades de dicha Unidad </span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">5.- En relación con los sistemas de información y control: </span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">40</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-5d4315fc57103e775e099e355400e7b3" style="margin-top: 0;"><span>(a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">Supervisar el proceso de elaboración y la integridad de la información financiera y no financiera, así como los sistemas de control y gestión de riesgos financieros y no financieros relativos a la sociedad y , en su caso, al grupo, incluyendo los operativos, tecnológicos, legales, sociales, medioambientales, políticos y reputacionales o relacionados con la corrupción revisando el cumplimiento de los requisitos normativos, la adecuada delimitación del perímetro de consolidación y la correcta aplicación de los criterios contables.</span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">Velar por la independencia de la unidad que asume la función de auditoría interna; proponer la selección, nombramiento&#160; cese del responsable del servicio de auditoría interna; proponer el presupuesto de ese servicio; aprobar o proponer la aprobación al consejo de la orientación y el plan de trabajo anual de auditoría interna, asegurándose de que su actividad esté enfocada principalmente hacia los riesgos relevantes&#160; incluidos los reputacionales; recibir información periódica sobre sus actividades; y verificar que la alta dirección tenga en cuenta las conclusiones y recomendaciones de sus informes. </span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:2.49pt;">Establecer y supervisar un mecanismo que, garantizando la&#160; confidencialidad, e incluso el anonimato, permita a los empleados y otras personas relacionadas con la sociedad, comunicar las irregularidades de potencial trascendencia, incluyendo las financieras y contables, o de cualquier otra índole, relacionadas con la compañía que adviertan en el seno de la empresa o su grupo, (d) Velar en general por que las políticas y sistemas establecidos en materia de control interno se apliquen de modo efectivo en la práctica.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">6.- En relación con el auditor externo.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-5d4315fc57103e775e099e355400e7b3"><span>(a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">En caso de renuncia del auditor externo, examinar las circunstancias que la hubieran motivado.</span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">Velar que la retribución del auditor externo por su trabajo no comprometa su calidad ni su independencia.</span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:2.49pt;">Supervisar que la sociedad comunique a través de la CNMV el cambio de auditor y lo acompañe de una declaración sobre la eventual existencia de desacuerdos con el auditor saliente y, si hubieran existido, de su contenido.</span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">Asegurar que el auditor externo mantenga anualmente una reunión con el pleno del consejo de administración para informarle sobre el trabajo realizado y sobre la evolución de la situación contable y de riesgos de la sociedad.</span></p><p class="paraStyle-4906aa7cae0f7037975aaaabedf73dce"><span>(e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:1.93pt;">Asegurar que la sociedad y el auditor externo respetan las normas vigentes sobre prestación de servicios distintos a los de auditoría, los límites a la concentración del negocio del auditor y, en general, las demás normas sobre independencia de los auditores.</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">7.- Convocar a cualquier empleado o directivo de la Sociedad, e incluso disponer que comparezcan sin presencia de ningún otro directivo. </span></p><p class="paraStyle-4a1686e54d9d780aecc0144d8da15bdc"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8.- Analizar e informar al Consejo de Administración sobre las condiciones económicas y el impacto contable y, en especial, en su caso, sobre la ecuación de canje, en relación a las operaciones de modificaciones estructurales y corporativas que proyecte realizar la Sociedad.</span></p><p class="paraStyle-a2dd0038978bc3e15761c3ecfa71031d"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">9.- Supervisión del ejercicio de las funciones del departamento interno de control y gestión de riegos.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-8337cf21ebe5c4d3460dbdc0d93f9eff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10.- En relación con la supervisión del cumplimiento de los Códigos de conducta.</span></p><p class="paraStyle-d7e9b87f529d2afd8beba7a1b22f8de6"><span><br/></span></p><p class="paraStyle-f5802d02ca1156bf81880f9d44dcaf63"><span>(a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.78pt;">La supervisión del cumplimiento de los códigos internos de conducta de la sociedad.</span></p><p class="paraStyle-9c66d10f24acc1b186e45de1eb235b4f" style="margin-bottom: 0;"><span>(b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.78pt;">La supervisión de la aplicación de la política general relativa a la comunicación de información económico-financiera, no financiera </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">41</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9c66d10f24acc1b186e45de1eb235b4f" style="margin-top: 0;"><span>(c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.34pt;">La evaluación de todo lo relativo a los riesgos no financieros de la empresa incluyendo los operativos, tecnológicos, legales, sociales, medio ambientales, políticos y reputacionales</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">.</span></p><p class="paraStyle-9c66d10f24acc1b186e45de1eb235b4f"><span>(d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.78pt;">La coordinación del proceso de reporte de la información no financiera y sobre diversidad, conforme a la normativa aplicable y a los estándares internacionales de referencia.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-a2dd0038978bc3e15761c3ecfa71031d"><span><br/></span></p><p class="paraStyle-4a1686e54d9d780aecc0144d8da15bdc"><span><br/></span></p><p class="paraStyle-388177c574b78eb37725fd38471ed325"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b) Procedimientos y reglas de organización y funcionamiento</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-388177c574b78eb37725fd38471ed325"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Conforme al art. 26 Reglamento del Consejo</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Auditoría y Control estará constituida por un mínimo de tres y un máximo de siete Consejeros, designados por el Consejo de Administración de entre los Consejeros no Ejecutivos, y al menos uno de ellos será designado teniendo en cuenta los conocimientos y experiencia en materia de contabilidad, auditoría o en ambas. Sus miembros cesarán cuando los hagan en su condición de Consejeros, cuando así lo acuerde el Consejo de Administración.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La mayoría de los miembros de la Comisión tendrán la categoría de Consejero Independiente, de entre los cuales, el Consejo de Administración elegirá al Presidente de la Comisión, quien no tendrá voto de calidad. La secretaría de la Comisión corresponderá a la Secretaría del Consejo de Administración si bien podrá actuar como secretario de la Comisión el Vicesecretario, si lo hubiere.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión, convocada por su Presidente, se reunirá, cuando sea necesario para la emisión de los informes o propuestas de su competencia o cuando lo estime conveniente su Presidente o previa solicitud de dos de sus miembros y, al menos, cuatro veces al año. La Comisión podrá invitar a sus reuniones a cualquier directivo o empleado que considere conveniente.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-8a85d5d2a0761cf9cc49038f916f1774"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c) Actuaciones más relevantes durante el ejercicio de 2020:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En ejercicio de sus competencias durante el ejercicio ha informado y/o adoptado propuestas sobre, entre otras, las materias siguientes:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Auditoría externa de las cuentas anuales individuales y consolidadas.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Supervisión del proceso de elaboración de Información económica.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Situación fiscal y de litigios.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Independencia del Auditor.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Operaciones vinculadas.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Verificación del sistema de prevención penal.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Supervisión de los sistemas de control de riesgos y análisis de riesgos específicos</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Supervisión de los sistemas de control interno y de auditoría interna</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Programa de seguros de Naturgy</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Seguimiento operaciones autocartera</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Plan de acción en materia de Compliance</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Supervisión de Auditoría Interna y selección de la nueva responsable</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Propuesta de nombramiento de auditor externo para el periodo 2021-23</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Identifique a los consejeros miembros de la comisión de auditoría que haya sido designado teniendo en cuenta sus conocimientos y experiencia en materia de contabilidad, auditoría o en ambas e informe sobre la fecha de nombramiento del Presidente de esta comisión lleva en el cargo.</span></p><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40"><span><br/></span></p><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">42</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 396.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 212.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 183.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre de los consejeros con experiencia</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>DON RAMÓN ADELL RAMÓN</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Fecha de nombramiento del presidente en el cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>27/06/2018</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-0ecbb9ae158b53a3f0eafd82bcdf6e40"><span><br/></span></p><p class="paraStyle-6dfa79ab746bd0b7faf87a42752fc42f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">OBSERVACIONES</span></p><p class="paraStyle-0182f66f8a729607446aff3ff2775088"><span><br/></span></p><p class="paraStyle-0182f66f8a729607446aff3ff2775088"><span><br/></span></p><p class="paraStyle-4561d3f718681d8f4ca49b4280059b55"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN DE NOMBRAMIENTOS Y RETRIBUCIONES</span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 429.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 213.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 100.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 114.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Ramon Adell Ramon</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Presidente</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Francisco Belil Creixell</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Pedro Sainz De Baranda Riva</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Claudi Santiago Ponsa</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Marcelino Armenter Vidal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Don Rajaram Rao</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>RIOJA S.à.r.l (Rep D. Javier De Jaime Guijarro)</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ea698e4d00add6ff56d0ef3f68a574f2"><span><br/></span></p><p class="paraStyle-ea698e4d00add6ff56d0ef3f68a574f2"><span><br/></span></p><p class="paraStyle-ea698e4d00add6ff56d0ef3f68a574f2"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 198.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 140.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>42,86%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>57,14%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-da1f1f9cc90497c70ef9fe0b85b9a7a7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-926254e0d648fc536b1dcd5216b3995c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las funciones que tiene atribuidas esta comisión, describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas ya sea en la ley o en los estatutos u otros acuerdos sociales.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">43</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a8242a0984327ee7601da90142e180b7" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-8a85d5d2a0761cf9cc49038f916f1774"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a) Funciones de la Comisión de Nombramientos, Retribuciones y Gobierno Corporativo:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión tiene las competencias que le señala la Ley y las que le sean encomendadas por el Consejo de Administración con carácter general o particular.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En Consejo de Administración le ha encomendado las funciones siguientes:</span></p><p class="paraStyle-dc5d26242cb83d2004f3744677bce944"><span>1.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Elevar propuestas e informar las iniciativas en materia de Gobierno Corporativo.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>2.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Elaborar el informe sobre el funcionamiento de la Comisión de Nombramientos y Retribuciones</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>3.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Verificar la política de selección de Consejeros e informar de ello en el Informe Anual de Gobierno Corporativo. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>4.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Elaborar informe en caso de separación de un consejero independiente, antes del cumplimiento del periodo estatutario para que hubiera sido nombrado.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>5.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Elaborar informe en caso de que el Consejo proponga la adopción de medidas cuando tenga conocimiento de que la actuación de algún consejero pueda perjudicar al crédito y reputación de la sociedad o tenga la consideración de investigado en una causa penal R-22, Organizar y coordinar la evaluación periódica del Consejo y la del primer ejecutivo de la Sociedad.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>6.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Verificar la independencia del consultor externo que sea seleccionado para la realización de la evaluación del Consejo y sus comisiones. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>7.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Proponer al Consejo de Administración las condiciones básicas de los contratos de los altos directivos. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>8.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Comprobar la observancia de la política retributiva establecida por la Sociedad.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>9.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">Revisar periódicamente la política de remuneraciones aplicada a los consejeros y altos directivos, incluidos los sistemas retributivos con acciones y su aplicación, así como garantizar que su remuneración individual sea proporcionada a la que se pague a los demás consejeros y altos directivos de la sociedad.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>10.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:4.11pt;">Velar por que los eventuales conflictos de intereses no perjudiquen la independencia del asesoramiento externo prestado a la comisión. </span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>11.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:4.11pt;">Verificar la información sobre remuneraciones de los consejeros y altos directivos contenida en los distintos documentos corporativos, incluido el informe anual sobre remuneraciones de los consejeros.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>12.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:4.11pt;">La supervisión del cumplimiento las reglas de gobierno corporativo de la sociedad, velando por que la cultura corporativa esté alineada con su propósito y valores. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>13.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:4.11pt;">La evaluación y revisión periódica de la adecuación del sistema de gobierno corporativo de la sociedad, con el fin de que cumpla su misión de promover el interés social y tenga en cuenta, según corresponda, los legítimos intereses de los restantes grupos de interés. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-25641682a330ff7b8e5abc2327c5d905"><span>14.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:4.11pt;">Elaborar informe en relación con los sistemas retributivos que atribuyan acciones, opciones o instrumentos financieros cuando el consejero solicite su enajenación antes del periodo de tres años desde su atribución para hacer frente a situaciones extraordinarias sobrevenidas que lo requieran.</span></p><p class="paraStyle-ddf46cc4707be71d9c2eb90352968921"><span><br/></span></p><p class="paraStyle-b9cb392edd347dea20275a9db511e084"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">44</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-af0769f88019dca2eb2935f1454e19be" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b) Procedimientos y reglas de organización y funcionamiento</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4a632d7be82c4c0acddf2753764586b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Conforme al art. 25 Reglamento Consejo:</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Nombramientos, Retribuciones y Gobierno Corporativo estará constituida por un mínimo de tres y un máximo de siete Consejeros, designados por el Consejo de Administración de entre los Consejeros no Ejecutivos,. Sus miembros cesarán cuando lo hagan en su condición de Consejeros o cuando así lo acuerde el Consejo de Administración. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La mayoría de los miembros de la Comisión tendrán la categoría de Consejero Independiente de entre los cuales el Consejo de Administración elegirá al Presidente de la misma, quien no tendrá voto de calidad. La secretaría de la Comisión corresponderá a la secretaría del Consejo de Administración si bien podrá actuar como secretario de la Comisión el Vicesecretario, si lo hubiere.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión, convocada por su Presidente, se reunirá cuando sea necesario para la emisión de los informes o propuestas de su competencia o cuando lo estime conveniente su Presidente o previa solicitud de dos de sus miembros y al menos, cuatro veces al año. La Comisión podrá invitar a sus reuniones a cualquier directivo o empleado que considere conveniente.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-8a85d5d2a0761cf9cc49038f916f1774"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c) Actuaciones más relevantes durante el ejercicio de 2020:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Nombramientos y Retribuciones ha centrado su actuación en los siguientes aspectos fundamentales:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-c9f804182201f64b771e21625e77e127"><span>i)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:30.45pt;">Gobierno corporativo: i) Se han analizado en detalle las modificaciones de la CNMV a sus recomendaciones de gobierno corporativo publicadas en junio de 2020 y se han elaborado propuestas de medidas para adaptarse a sus recomendaciones. El Consejo ha aprobado la totalidad de dichas propuestas. ii) la Comisión ha trabajado intensamente en el proceso de evaluación del Consejo, que en este ejercicio se ha realizado con la ayuda de un asesor externo. iii) se han propuesto distintas medidas de modificación del Reglamento del Consejo para avanzar en el alineamiento con las mejores prácticas de gobierno corporativo </span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>ii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:28.23pt;">Retribuciones: la Comisión se ha ocupado de aplicar la Política de remuneraciones de Consejeros aprobada por la Junta General de Accionistas de 2020, así como supervisar la política retributiva del equipo directivo. </span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>iii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.01pt;">Nombramientos: la Comisión (i) ha propuesto la reelección de la Consejera Helena Herrero e informado favorablemente la incorporación de la Consejera Lucy Chadwick e Isabel Estapé (ii) ha examinado el perfil de los tres nuevos directivos que se han incorporado a la compañía dependiendo directamente del consejero ejecutivo</span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-586ae45fee9a9fcb0ae6b237d1582db7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN DE NOMBRAMIENTOS</span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 364.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 120.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-5ae041e2951cb957d8aef80befcde10c"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 174.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 174.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 339.0000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-a8242a0984327ee7601da90142e180b7" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">45</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las funciones, incluyendo, en su caso, las adicionales a las previstas legalmente, que tiene atribuidas esta comisión, y describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas, ya sea en la ley o en los estatutos o en otros acuerdos sociales.</span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 343.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 343.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4561d3f718681d8f4ca49b4280059b55"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN DE RETRIBUCIONES</span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 364.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 120.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 122.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-24ddec2e9d5ea198b5a8d459917058d5"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 198.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 140.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las funciones incluyendo, en su caso, las adicionales a las previstas legalmente, que tiene atribuidas esta comisión, y describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas ya sea en la ley o en los estatutos o en otros acuerdos sociales.</span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 343.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 343.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4561d3f718681d8f4ca49b4280059b55"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">COMISIÓN DE SOSTENIBILIDAD</span></p><p class="paraStyle-7af0128eac404f6c619262fc17901853"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 387.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 164.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 118.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 104.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Nombre</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Cargo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Categoría</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Helena Herrero Starkie</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Presidenta</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Claudi Santiago Ponsa</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Independiente</span></p></td></tr><tr style="height: 26.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Isabel Estapé Tous</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span>Dominical</span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span>Theatre Directorship Services Beta, S.À.R.L., representada por </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span>Don Jose Antonio Torre de Silva Lopez de Letona</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Lucy Chadwich</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Vocal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dominical</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 339.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 198.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 140.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros dominicales</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>60%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de consejeros independientes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>40%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>% de otros externos</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Explique las funciones que tiene atribuidas esta comisión, describa los procedimientos y reglas de organización y funcionamiento de la misma. Para cada una de estas funciones, señale sus actuaciones más importantes durante el ejercicio y cómo ha ejercido en la práctica cada una de las funciones que tiene atribuidas ya sea en la ley o en los estatutos o en otros acuerdos sociales.</span></p><p class="paraStyle-a8242a0984327ee7601da90142e180b7" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">46</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Conforme al Artículo 27 del Reglamento de Organización del Consejo de Administración y sus comisiones, la Comisión de Sostenibilidad estará constituida por un mínimo de tres y un máximo de seis Consejeros, designados por el Consejo de Administración de entre los Consejeros no Ejecutivos, teniendo en cuenta los conocimientos, aptitudes y experiencia de los Consejeros y los cometidos de la Comisión. </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Sus miembros cesarán cuando lo hagan en su condición de Consejeros, o cuando así lo acuerde el Consejo de Administración. </span></p><p class="paraStyle-d5874cdea214f91b698ab6d0b6f8d8ab"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se procurará, siempre con pleno respeto al principio de representación proporcional que la mayoría de los miembros de la Comisión de Sostenibilidad tengan la consideración de Consejeros Independientes, si ello no fuera posible, al menos dos de los miembros de la Comisión de Sostenibilidad tendrán la consideración de Consejeros Independientes. El Consejo de Administración elegirá al Presidente de la Comisión que tendrán la categoría de Consejero Independiente y no tendrá voto de calidad. La secretaría de la Comisión corresponderá a la Secretaría del Consejo de Administración si bien podrá actuar como secretario de la Comisión el Vicesecretario, si lo hubiere.</span></p><p class="paraStyle-d5874cdea214f91b698ab6d0b6f8d8ab"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Sostenibilidad tendrá las competencias que le sean encomendadas por el Consejo de Administración con carácter particular.</span></p><p class="paraStyle-d5874cdea214f91b698ab6d0b6f8d8ab"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión, convocada por su Presidente, se reunirá, cuando sea necesario para la emisión de los informes o propuestas de su competencia o cuando lo estime conveniente su Presidente o previa solicitud de dos de sus miembros y, al menos, tres veces al año. La Comisión podrá invitar a sus reuniones a cualquier directivo o empleado que considere conveniente.</span></p><p class="paraStyle-23610aa1cd088cc9a658d017682fb3eb"><span><br/></span></p><p class="paraStyle-df5043d132101904f35e20d5990df4b2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las competencias que le ha otorgado el Consejo de Administración son las siguientes:</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-372dee085067c458f489b0cdaf736189"><span>1.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.52pt;">Proponer al Consejo de Administración la aprobación de una Política de Sostenibilidad </span></p><p class="paraStyle-c9ecb65fb5d9b87e8d4735aa543d40db"><span>2.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.52pt;">Proponer al Consejo los objetivos y directrices del Grupo en el ámbito medioambiental, de salud y seguridad y de responsabilidad social, englobadas en el Plan de Sostenibilidad</span></p><p class="paraStyle-c9ecb65fb5d9b87e8d4735aa543d40db"><span>3.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.52pt;">Analizar periódicamente los indicadores en el ámbito medioambiental, de salud y seguridad y de responsabilidad social</span></p><p class="paraStyle-c9ecb65fb5d9b87e8d4735aa543d40db"><span>4.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.52pt;">La revisión de la información publicada por Naturgy al mercado en relación con la sostenibilidad</span></p><p class="paraStyle-2fe76bc98e056aec6885539ff2a89feb"><span>5.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">La supervisión del cumplimiento de las políticas y reglas de la sociedad en materia medioambiental y social.</span></p><p class="paraStyle-2fe76bc98e056aec6885539ff2a89feb"><span>6.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">La evaluación y revisión periódica de la política en materia medioambiental y social de la sociedad, con el fin de que cumplan su misión de promover el interés social y tengan en cuenta, según corresponda, los legítimos intereses de los restantes grupos de interés.</span></p><p class="paraStyle-2fe76bc98e056aec6885539ff2a89feb"><span>7.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">La supervisión de que las prácticas de la sociedad en materia medioambiental y social se ajustan a la estrategia y política fijadas.</span></p><p class="paraStyle-2fe76bc98e056aec6885539ff2a89feb"><span>8.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.67pt;">La supervisión de la aplicación de la política general relativa a la comunicación con accionistas e inversores, asesores de voto y otros grupos de interés, así como el seguimiento del modo en que la entidad se comunica y relaciona con los pequeños y medianos accionistas</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ad7f5c2222d6cf57631e798d31107cc7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Actuaciones más relevantes durante el ejercicio de 2020 han sido:</span></p><p class="paraStyle-8464b8d5f1bc6ad97fb10725972d5044"><span><br/></span></p><p class="paraStyle-c9f804182201f64b771e21625e77e127"><span>i)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:30.45pt;">Seguridad y salud: la Comisión ha revisado los incidentes y accidentes ocurridos en el ejercicio, preocupándose en que se extraigan lecciones de los incidentes sufridos </span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>ii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:28.23pt;">Sostenibilidad: la Comisión ha revisado el plan de sostenibilidad y en particular el plan de medioambiente</span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>iii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.01pt;">Verificación externa: la Comisión ha examinado la forma en que terceros aprecian los esfuerzos de Naturgy en este ámbito, así como los reconocimientos recibidos por Naturgy</span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>iv)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.45pt;">Fundación Naturgy: La Comisión ha supervisado el desempeño de la Fundación Naturgy</span></p><p class="paraStyle-8facc054109c57c059014f9ae525ad4b"><span>v)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:27.67pt;">Proyecciones 2021-25: La Comisión ha supervisado la elaboración de las proyecciones el grupo a medio plazo -periodo 2021-25- relativas a sostenibilidad</span></p><p class="paraStyle-8464b8d5f1bc6ad97fb10725972d5044"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">47</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.2.2&#160;&#160;&#160;&#160;Complete el siguiente cuadro con la información relativa al número de consejeras que integran las comisiones del consejo de administración al cierre de&#160; los últimos cuatro años:</span></p><p class="paraStyle-56935a025f48b967152d9cbda062c487"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 455.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 130.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 44.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 44.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 40.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 46.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 36.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 40.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="9"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Número de consejeras</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-80e3c9b9317b4f4894f06ffe844fef57" rowspan="1" colspan="1"></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio 2020 Número - %</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio 2019 Número - %</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio 2018 Número - %</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="2"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Ejercicio 2017 Número - %</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión ejecutiva</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>10%</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de auditoría</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>42,86%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>14,28%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>14,28%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>2</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>28,57%</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de nombramientos y retribuciones</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>0%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>20%</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de nombramientos</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de retribuciones</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1d7918392e07e6571c2d36e0398cec9b" rowspan="1" colspan="1"><p class="paraStyle-e2d83ec4c736787b2b168a154da71674" style="margin-bottom: 0; margin-top: 0; "><span>Comisión de sostenibilidad</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>3</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>60%</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td><td class="cellStyle-31d1342ce3472461f5084823e39de060" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>-</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-4d8125b60fde9174601824f30c9f1452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">C.2.3&#160;&#160;&#160;&#160;Indique, en su caso, la existencia de regulación de las comisiones del consejo, el lugar en que están disponibles para su consulta, y las modificaciones que se hayan realizado durante el ejercicio. A su vez, se indicará si de forma voluntaria se ha elaborado algún informe anual sobre las actividades de cada&#160; comisión.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-94339adb3ac2838ab4ec65ae4c5301fb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Comisiones del Consejo se hallan reguladas en los Estatutos Sociales y en el Reglamento organización y funcionamiento del Consejo de Administración de NATURGY y sus Comisiones.</span></p><p class="paraStyle-827897421cb5356e2e3a000ce2a5af1c"><span><br/></span></p><p class="paraStyle-94339adb3ac2838ab4ec65ae4c5301fb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ambos documentos se encuentran publicados en la página web de la Compañía (</span><span class="charStyle-c4b501a21b69cbc4350fda0a0ef14d30">www.naturgy.com</span><span>) ’Accionistas e inversores ’Gobierno Corporativo ’Normas de gobierno corporativo.</span></p><p class="paraStyle-827897421cb5356e2e3a000ce2a5af1c"><span><br/></span></p><p class="paraStyle-94339adb3ac2838ab4ec65ae4c5301fb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Auditoría y Control, la Comisión de Nombramientos, Retribuciones y Gobierno Corporativo y la Comisión de Sostenibilidad han elaborado un informe sobre la calidad y eficacia de su funcionamiento durante el ejercicio anterior.</span></p><p class="paraStyle-827897421cb5356e2e3a000ce2a5af1c"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-d1501df6df004d86a49c6975bd6ae45c"><span><br/></span></p><p class="paraStyle-25b609ca0dda374051f2f69f0fce9828"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; </span></p><p class="paraStyle-25b609ca0dda374051f2f69f0fce9828"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D.&#160; &#160;  OPERACIONES VINCULADAS Y OPERACIONES INTRAGRUPO</span></p><p class="paraStyle-4965c1ea908a8cf0d2b600db94f0b4f7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.1 &#160;&#160;&#160;&#160;Explique, en su caso, el procedimiento para la aprobación de operaciones con partes vinculadas e intragrupo.</span></p><p class="paraStyle-938cf752d571646bc14cce0a59b021cd"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 446.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 446.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Procedimiento para informar la aprobación de operaciones vinculadas</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="Bodytext" style="margin-top: 0; "><span><br/></span></p><p class="Bodytext"><span>Conforme al art. 3.II h) del Reglamento del Consejo de Administración entre las competencias indelegables del Consejo pero que  podrán adoptarse por la Comisión Ejecutiva o por el/los Consejero/s Delegado/s, por razones de urgencia debidamente justificadas y que deberán ser ratificadas en el primer Consejo de Administración que se celebre tras la adopción de la decisión está la aprobación, previo informe de la Comisión de Auditoría y Control, de las operaciones que la Sociedad o sociedades de su grupo realicen con consejeros, en los términos establecidos en la legislación vigente, o con accionistas titulares, de forma individual o concertadamente con otros, de una participación significativa, incluyendo accionistas representados en el Consejo de Administración de la Sociedad o de otras sociedades que formen parte del mismo grupo o con personas a ellos vinculadas.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>En algunas circunstancias y de manera limitada, el Consejo ha otorgado autorizaciones genéricas de operaciones vinculadas con alguno de sus accionistas, siempre en cuestiones de índole menor vinculadas al tráfico ordinario de la Sociedad, y con la exigencia de que se realicen en condiciones de mercado y con la obligación de dar cuenta anualmente a la Comisión de Auditoría y Control del uso de dicha autorización</span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-3930657cabe282d276f0fddfa1348105"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.2 &#160;&#160;&#160;&#160;Detalle aquellas operaciones significativas por su cuantía o relevantes por su materia realizadas entre la sociedad o entidades de su grupo, y los accionistas significativos de la sociedad:</span></p><p class="paraStyle-583c15eab5a634ea6518ad991290e410"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">48</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 447.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 157.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 105.0000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 59.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 72.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 52.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del accionista significativo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social de la sociedad o entidad de su grupo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Naturaleza de la relación</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de la operación</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-d42e4b500095bec7c46753aaa2a9a0e8" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Importe</span></p><p class="paraStyle-d42e4b500095bec7c46753aaa2a9a0e8" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(miles de euros)</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Recepción de servicios</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>23</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gip III Canary 1, S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Compra de bienes</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>9.085</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Venta de bienes</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>2.362</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners Sicav-Fis S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Venta de bienes</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>272</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CRITERIA CAIXA S.A.U</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos y otros beneficios distribuidos</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>339.625</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>CVC Capital Partners Sicav-Fis S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos y otros beneficios distribuidos</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>283.813</span></p></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gip III Canary 1, S.À R.L.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Naturgy Energy Group, S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Comercial</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Dividendos y otros beneficios distribuidos</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>282.795</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 407.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 407.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.3&#160;&#160;&#160;&#160;Detalle las operaciones significativas por su cuantía o relevantes por su materia realizadas entre la sociedad o entidades de su grupo, y los administradores o directivos de la sociedad:</span></p><p class="paraStyle-bb7b349fe16dbd46b12671fd51a1a852"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 383.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 92.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 71.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 68.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 75.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social de los administradores o directivos</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social de la parte vinculada</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Vínculo</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Naturaleza de la operación</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-d42e4b500095bec7c46753aaa2a9a0e8" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Importe</span></p><p class="paraStyle-d42e4b500095bec7c46753aaa2a9a0e8" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(miles de euros)</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Pedro Sainz de Baranda Riva</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Internacional Olivarera S.A.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Accionista</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>Comercial - Venta de bienes</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-56f86381a7cf66e9245bce1ed7bc3429" style="margin-bottom: 0; margin-top: 0; "><span>178</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-e2627ead9a3c7bc7b8e1c7e4ffbcf3ea"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 378.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 378.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-4fcb123e18edf85a442b53818a830452"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.4&#160;&#160;&#160;&#160;Informe de las operaciones significativas realizadas por la sociedad con otras entidades pertenecientes al mismo grupo, siempre y cuando no se eliminen en el proceso de elaboración de estados financieros consolidados y no formen parte del tráfico habitual de la sociedad en cuanto a su objeto y condiciones.</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En todo caso, se informará de cualquier operación intragrupo realizada con entidades establecidas en países o territorios que tengan la consideración de paraíso fiscal:</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">49</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 129.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 127.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 124.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 42.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Denominación social de la</span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">entidad de su grupo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción de la operación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Importe</span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(miles de euros)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-17b61fe16d1bc64cce1a8b0f6b997798"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 386.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 386.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-1f86fd4bd0c58f544832ec72f15e9333"><span><br/></span></p><p class="paraStyle-1f86fd4bd0c58f544832ec72f15e9333"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.5&#160;&#160;&#160;&#160;Detalle las operaciones significativas realizadas entre la sociedad o entidades de su grupo y otras partes vinculadas, que no hayan sido informadas en los epígrafes anteriores.</span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 129.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 127.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 124.5000000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 42.0000000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Denominación social de la</span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">entidad de su grupo</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Breve descripción de la operación</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Importe</span></p><p class="paraStyle-0e4e9a308d5ea98f6c107dfd58e0c4b5" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">(miles de euros)</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-996de04e9712b7cd6689227b1ee80477"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 386.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 386.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Observaciones</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-83cd05689cdf2515023176fc4bfdd9e6"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.6 &#160;&#160;&#160;&#160;Detalle los mecanismos establecidos para detectar, determinar y resolver los posibles conflictos de intereses entre la sociedad y/o su grupo, y sus consejeros, directivos o accionistas significativos.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-303688c281e5d9b76702d0432bae16ba"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1.- Consejeros:</span></p><p class="paraStyle-c493375efe5151f5567249a7ee968c19"><span><br/></span></p><p class="paraStyle-303688c281e5d9b76702d0432bae16ba"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Conforme al Reglamento del Consejo:</span></p><p class="paraStyle-9409ed2a064aa35b070cc8c45aacb6a1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejero está sometido al deber de lealtad en los términos establecidos en la legislación vigente y, en particular:</span></p><p class="paraStyle-303688c281e5d9b76702d0432bae16ba"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo con la normativa, el Consejero deberá informar al resto de miembros del Consejo de su situación de conflicto de interés y deberá abstenerse de participar en la votación.</span></p><p class="paraStyle-c493375efe5151f5567249a7ee968c19"><span><br/></span></p><p class="paraStyle-303688c281e5d9b76702d0432bae16ba"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En los casos en que se ha apreciado una situación de conflicto de interés, el consejero o consejeros afectados se han ausentado de la reunión al tratar el punto del orden del día respecto del que tienen conflicto y el Secretario se ha asegurado que tales consejeros tampoco hayan podido acceder a la información afectada.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-173196f739695ac3246ba20e24210073"><span><br/></span></p><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2.- Consejeros y Directivos:</span></p><p class="paraStyle-173196f739695ac3246ba20e24210073" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">50</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otra parte, conforme al art. 3 y 4 del Reglamento Interno de Conducta en Materias relativas a los Mercados de Valores y Política de Autocartera (RIC), las Personas con Responsabilidades de Dirección y las Personas Iniciadas, durante determinados períodos de tiempo se abstendrán de realizar operaciones, por su cuenta o por cuenta de un tercero, directa o indirectamente sobre los Valores Afectados ((i) Los valores mobiliarios emitidos por las sociedades del Grupo NATURGY, que se negocien en un mercado secundario u otros mercados regulados, en sistemas multilaterales de negociación o en otros mercados secundarios organizados, o respecto de los cuales se haya cursado una solicitud de admisión a negociación en uno de tales mercados o sistemas. (ii) Los instrumentos financieros y contratos de cualquier tipo que otorguen el derecho a la adquisición o venta de los valores indicados en (i). (iii) Los instrumentos financieros y contratos cuyo subyacente sean los valores indicados en (i). (iv) A los solos efectos de las normas de conducta en relación con la información privilegiada contenida en el Título III de este Reglamento, los valores e instrumentos financieros emitidos por otras sociedades o entidades distintas al Grupo NATURGY, respecto de los que se disponga de Información Privilegiada.)</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Órgano de Control previa solicitud por escrito, en la que se describa y justifique la Operación Personal que se precisa realizar y que la operación concreta no puede realizarse en otro momento distinto que no sea un periodo limitado, podrá autorizar a las Personas con Responsabilidades de Dirección a realizar operaciones personales sobre valores afectados en los períodos en los que existe la prohibición general cuando se den y justifiquen determinadas circunstancias previstas en el propio RIC. El Órgano de Control informará al menos una vez al año a la Comisión de Auditoría y Control sobre las autorizaciones que hubieran sido solicitadas. </span></p><p class="paraStyle-173196f739695ac3246ba20e24210073"><span><br/></span></p><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por su parte, conforme al apartado 4.10 del Código Ético, los empleados deberán informar a la empresa en el caso de que ellos o sus familiares cercanos participen o vayan a participar en los órganos de gobierno de otras sociedades que puedan entrar en colisión con los intereses de Naturgy. Durante el desempeño de sus responsabilidades profesionales, los empleados deben actuar con lealtad y atendiendo a la defensa de los intereses del grupo. Asimismo, deben evitar situaciones que puedan dar lugar a un conflicto entre los intereses personales y los de la empresa. Por ello, los empleados de Naturgy deben abstenerse de representar a la empresa e intervenir o influir en la toma de decisiones en cualquier situación en la que directa o indirectamente tengan un interés personal. </span></p><p class="paraStyle-173196f739695ac3246ba20e24210073"><span><br/></span></p><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.- Accionistas significativos:</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-e72d4dee6a6fdf91494ef10bb3b85d84"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Corresponde al Consejo de Administración, previo informe de la Comisión de Auditoría y Control, la aprobación de las operaciones que la Sociedad o sociedades de su grupo realicen con consejeros, en los términos establecidos en la legislación vigente, o con accionistas titulares, de forma individual o concertadamente con otros, de una participación significativa, incluyendo accionistas representados en el Consejo de Administración de la Sociedad o de otras sociedades que formen parte del mismo grupo o con personas a ellos vinculadas.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">D.7 &#160;&#160;&#160;&#160;Indique si la sociedad está controlada por otra entidad en el sentido del artículo 42 del Código de Comercio, cotizada o no, y tiene, directamente o a través de sus filiales, relaciones de negocio con dicha entidad o alguna de sus filiales (distintas de las de la sociedad cotizada) o desarrolla actividades relacionadas con las de cualquiera de ellas.</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><p class="paraStyle-4c7d0dff6986c5091d0bddd5c77983b3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160; &#160; &#160;  SI&#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; &#160; &#160; &#160; NO&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-e555911e09fdd0ae4e54fd72e30accfd"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 381.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si han definido públicamente con precisión las respectivas áreas de actividad y eventuales relaciones de negocio entre por un lado, la sociedad cotizada o sus filiales y, por otro la sociedad matriz o sus filiales:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">51</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-670a28882f95a06d8e34814e30fcf88b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> SI&#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; &#160; &#160; &#160; NO</span></p><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 381.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 44.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Informe de las respectivas áreas de actividad y las eventuales relaciones de negocio entre, por un lado, la sociedad cotizada o sus filiales y, por otro, la sociedad matriz o sus filiales, e identifique dónde se ha informado públicamente sobre estos aspectos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-de2db96dc5bad2353fe9eca2aa99da6b"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique los mecanismos previstos para resolver los eventuales conflictos de intereses entre la otra sociedad dominante de la cotizada y&#160; las demás empresas del grupo:</span></p><p class="paraStyle-6189d94fa746c2c24d61656807b1182a"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 381.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 381.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Mecanismos para resolver los eventuales conflictos de intereses</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-6189d94fa746c2c24d61656807b1182a"><span><br/></span></p><p class="paraStyle-ff8c5aa7e4cab7bf2e5641d639964d07"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-c6e625b1a828c0f5771babeb7a8e0ac9"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633"> E.&#160; &#160;&#160;&#160;&#160;SISTEMAS DE CONTROL Y GESTIÓN DE RIESGOS</span></p><p class="paraStyle-e11d74a426628b18138da46e3a529378"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.1&#160;&#160;&#160;&#160;Explique el alcance del Sistema de Control y Gestión de Riesgos de la sociedad incluidos los de naturaleza fiscal.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-3bd921e30421db509e17dcceea213f2a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Sistema de Gestión de Riesgos funciona de forma integral y continua, e incorpora las visiones de Gobierno Corporativo, Riesgos y Cumplimiento de la Compañía posibilitando una visión completa de los procesos del Grupo, los controles existentes sobre los mismos y el riesgo asociado. </span></p><p class="paraStyle-9983490c621d1f955e36c5acf51bb581"><span><br/></span></p><p class="paraStyle-3bd921e30421db509e17dcceea213f2a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El sistema asegura la independencia de las funciones de control y gestión de riesgos atribuidas a cada uno de los órganos y unidades responsables y se ocupa de determinar límites para las principales categorías de riesgo con el objetivo de definir el perfil global de riesgo objetivo de la Compañía, garantizando la predictibilidad de su desempeño en todos los aspectos relevantes para sus grupos de interés. </span></p><p class="paraStyle-9983490c621d1f955e36c5acf51bb581"><span><br/></span></p><p class="paraStyle-d975c6eb7b514bc7a48d58609ac3b1d5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La gestión global del riesgo tiene como objetivo principal garantizar que los riesgos más relevantes sean correctamente identificados, evaluados y gestionados, con la finalidad de asegurar que el nivel de exposición al riesgo asumido por Naturgy en el desarrollo de sus actividades sea congruente con el perfil global de riesgo objetivo definido y con la consecución de los objetivos anuales y estratégicos.</span></p><p class="paraStyle-9983490c621d1f955e36c5acf51bb581"><span><br/></span></p><p class="paraStyle-d975c6eb7b514bc7a48d58609ac3b1d5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tras el cambio organizativo en la Compañía, la Comisión de Auditoría y Control ha comenzado a examinar una actualización del sistema de evaluación y seguimiento de riesgos.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.2&#160;&#160;&#160;&#160;Identifique los órganos de la sociedad responsables de la elaboración y ejecución del Sistema de Control y Gestión de Riesgos incluido el fiscal.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-783e6ae7a1d4713a49b8344c692d7759"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Comisión de Auditoría y Control</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-f422dbf2d8413dd32112f8128c5f9582"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Órgano supervisor de la eficacia del control interno y de los sistemas de gestión de riesgos. Vela porque estos identifiquen los diferentes tipos de riesgos y las medidas para mitigarlos y para abordarlos en caso de que se materialicen.</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-783e6ae7a1d4713a49b8344c692d7759"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Comité de Riesgos</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-f422dbf2d8413dd32112f8128c5f9582"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Responsable de determinar y revisar el perfil de riesgo objetivo de la compañía. Asimismo, supervisa que toda la organización comprenda y acepte su responsabilidad en la identificación, la evaluación y la gestión de los riesgos más relevantes.</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-783e6ae7a1d4713a49b8344c692d7759" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Unidades de Control de Riesgos</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">52</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-f422dbf2d8413dd32112f8128c5f9582"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Responsables de monitorizar, controlar y reportar el riesgo asumido y de velar por el mantenimiento del perfil de riesgo objetivo establecido. Destacan las Unidades Corporativas de: Planificación y Riesgos y Auditoría Interna y las Unidades de Negocio de: Gestión de Riesgos y Planificación y Riesgos Comerciales.</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-783e6ae7a1d4713a49b8344c692d7759"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Unidades de Negocio, Corporativas y de Proyecto</span></p><p class="paraStyle-441b3d5b44cd8faada293cafdc0cae33"><span><br/></span></p><p class="paraStyle-f422dbf2d8413dd32112f8128c5f9582"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Responsables de la aplicación de los principios generales de la Política de Control y Gestión de Riesgos y de la gestión del riesgo en sus ámbitos de responsabilidad: observando, reportando, gestionando y mitigando los diferentes riesgos.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.3 &#160;&#160;&#160;&#160;Señale los principales riesgos, incluidos los fiscales, en la medida que sean significativos los derivados de la corrupción (entendidos estos últimos con el alcance del Real Decreto Ley 18/2017), que pueden afectar a la consecución de los objetivos de negocio.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><div style="margin-bottom: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 455.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 149.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 143.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Descripción</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Gestión</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="3"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de mercado</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Precio del gas</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Volatilidad en los mercados internacionales que determinan el precio del gas.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Coberturas físicas y financieras. Gestión de la cartera</span></p></td></tr><tr style="height: 36.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Precio de la electricidad</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los mercados de electricidad en Iberia y Europa.</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Coberturas físicas y financieras. Optimización del parque de generación.</span></p></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volumen de gas</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Desajuste entre la oferta y la demanda de gas.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Optimización de contratos y activos. Trading.</span></p></td></tr><tr style="height: 50.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volumen de </span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">electricidad</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Reducción del hueco térmico disponible.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Incertidumbre en el volumen de producción renovable.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización del balance de comercialización/generación.</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Regulación</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Exposición a la revisión de los criterios y niveles de rentabilidad reconocida para las actividades reguladas.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Intensificación de la comunicación con organismos reguladores. Ajuste de eficiencias e inversiones a las tasas reconocidas.</span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tipo de cambio</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Volatilidad en los mercados internacionales de divisa.</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Diversificación geográfica. Coberturas mediante financiación en moneda local y derivados. Seguimiento de la posición neta.</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Tipo de interés y spread crediticio</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Volatilidad en los tipos de financiación.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Coberturas financieras. Diversificación de fuentes de financiación.</span></p></td></tr><tr style="height: 98.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Jurídico</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Incertidumbre derivada del desenlace potencial de litigios, arbitrajes o reclamaciones jurídicas abiertas.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Análisis y mitigación de los riesgos legales que afecten la operatividad de la empresa y al gobierno corporativo.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Contratación de firmas jurídicas de primer nivel.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dotación de provisiones con criterios de prudencia.</span></p></td></tr><tr style="height: 84.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Fiscal</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ambigüedad o subjetividad</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">en la interpretación de la normativa fiscal vigente, o bien por la alteración relevante de la misma.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Consultas a organismos expertos independientes. Contratación de firmas asesoras de primer nivel. Adhesión al Código de Buenas Prácticas Tributarias. Dotación de provisiones con criterios de prudencia.</span></p></td></tr></tbody></table></div></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">53</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><div style="margin-top: 0;"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 455.2500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 162.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 149.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 143.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 24.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="3"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de crédito</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 54.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Crédito </span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Incertidumbre sobre la evolución de los ratios de morosidad condicionados por el ciclo económico.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Análisis de solvencia de clientes para definir condiciones contractuales específicas. Proceso de admisión y recobro.</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="3"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo operacional</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 110.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Operacional: imagen y reputación</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Deterioro de la percepción de los grupos de interés respecto a la reputación de la compañía a consecuencia de comportamientos de la empresa o de sus empleados, incluyendo los relacionados con la corrupción, y su influencia en los resultados.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Identificación y seguimiento de potenciales eventos reputacionales.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Transparencia en la comunicación.</span></p></td></tr><tr style="height: 38.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Operacional: asegurable </span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Accidentes, daños o indisponibilidades en los activos de Naturgy.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Planes de mejora continua.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Optimización del coste total del riesgo y de las coberturas.</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Operacional: medio ambiente</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Superación de los límites ambientales o daños a los ecosistemas y la biodiversidad producidos de forma natural o por acción humana.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Planes de emergencia en instalaciones con riesgo de accidente ambiental.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Pólizas de seguro específicas.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Gestión integral ambiental. </span></p></td></tr><tr style="height: 84.0000000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Operacional: cambio climático</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Incertidumbre derivada de la transición energética (regulación, mercado, tecnologías, &) y de los impactos físicos del cambio climático.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Posicionamiento corporativo a través de la Política global de Medio Ambiente y del Plan de Medio Ambiente, donde se refuerza la gobernanza en temas de clima y se establecen objetivos de reducción de emisiones</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Operacional: ciberseguridad</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Ataques maliciosos o eventos accidentales que afectan a los datos, las redes informáticas o la tecnología</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Implementación medidas seguridad</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Análisis de eventos y aplicación de remedios</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Formación</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="3"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo Compliance</span></p></td></tr><tr style="height: 62.2500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo reputacional y penal</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Sanciones administrativas y penales. Deterioro de la imagen reputacional de Naturgy.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Modelo de prevención penal.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Código Ético y Política Anticorrupción.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Canal del Código Ético.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Formación.</span></p></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="margin-top: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Riesgo de contraparte</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Sanciones administrativas y penales. Daño derivado de incumplimiento contractual.</span></p></td><td class="cellStyle-1c7bd0aa255b9cff52866ed8a366b31e" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Procedimiento de Due Diligence de Contraparte.</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.4&#160;&#160;&#160;&#160;Identifique si la entidad cuenta con un nivel de tolerancia al riesgo incluido el fiscal.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La compañía cuenta con niveles de tolerancia al riesgo establecidos a nivel corporativo para las principales tipologías de riesgo. </span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El proceso de evaluación de riesgos nace en la identificación de los mismos, generalmente por parte de los negocios que soportan la exposición. Dicha identificación se produce en el momento de originarse la exposición. No obstante, anualmente se realiza una revisión en profundidad por parte de las Unidades de Control de Riesgos para garantizar la correcta identificación de todas las exposiciones, tanto actuales como potenciales. </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">54</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Es responsabilidad de las Unidades de Control de Riesgos realizar la evaluación de los riesgos identificados, atendiendo a:</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-6a04a31e60a2e1cdeb5be2bbe0a80c1a"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.36pt;">Posición en riesgo: Definición y características.</span></p><p class="paraStyle-7e7e90902831d7755fd473b82338ca0a"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.36pt;">Variables de impacto.</span></p><p class="paraStyle-7e7e90902831d7755fd473b82338ca0a"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.92pt;">Severidad cualitativa y cuantitativa en caso de materialización del riesgo.</span></p><p class="paraStyle-7e7e90902831d7755fd473b82338ca0a"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:26.36pt;">Probabilidad de ocurrencia.</span></p><p class="paraStyle-57b65df9441d6d564ce3aba4316deff1"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:7.76pt;">Controles y mecanismos de mitigación empleados y efectividad de los mismos.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, propondrá un nivel de tolerancia para las tipologías identificadas, que será aprobado por el Comité de Riesgos.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.5&#160;&#160;&#160;&#160;Indique qué riesgos, incluidos los fiscales, se han materializado durante el ejercicio.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los riesgos materializados durante el ejercicio han sido inherentes a la propia actividad desarrollada, como por ejemplo: exposición a riesgos regulatorios, volatilidad de combustibles y del pool en España, de tipo de cambio, de tipo de interés, de crédito o contraparte.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los mecanismos de control de riesgos han permitido mantener el impacto dentro del rango de tolerancia de la compañía, definido mediante los límites de riesgo en vigor.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Ante la incertidumbre en la perspectiva económica del país y mundial, la compañía buscará posicionarse en países que fomenten seguridad jurídica, desarrollos económicos en entornos macroeconómicos estables que permitan garantizar un crecimiento constante que contribuya a la generación de valor y rentabilidad de los negocios y empresa, equilibrando el peso de sus negocios en su mix de actividades y pondrá mayor ambición en aumentar la contribución de las actividades reguladas y un perfil más eléctrico.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">E.6&#160;&#160;&#160;&#160;Explique los planes de respuesta y supervisión para los principales riesgos de la entidad, incluidos los fiscales, así como los procedimientos seguidos por la compañía para asegurar que el consejo de administración da respuesta a los nuevos desafíos que se presentan</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los riesgos susceptibles de afectar al desempeño de Naturgy se recogen en el Mapa Corporativo de Riesgos que contiene:</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Definición y características de los principales factores de riesgo.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Aspectos evolutivos del Mapa Corporativo de Riesgos.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Variables de impacto.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Principales metodologías de medición empleados por tipo de riesgo.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Severidad cualitativa, cuantitativa y probabilística de la materialización del riesgo.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Controles definidos y efectividad de los mismos.</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Unidades de Control de Riesgos y otras áreas específicas (Regulación, Medio ambiente y Responsabilidad Social, Generación Convencional) realizan mediciones periódicas de la evolución de los riesgos principales, señalando las indicaciones oportunas en caso de observar niveles de exposición o tendencias en su evolución que pudieran exceder la tolerancia establecida.&#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-2a8e64ae61eac5290db4e5910778b72e"><span><br/></span></p><p class="paraStyle-c6e625b1a828c0f5771babeb7a8e0ac9"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633">F. &#160;&#160;&#160;&#160;SISTEMAS INTERNOS DE CONTROL Y GESTIÓN DE RIESGOS EN RELACIÓN CON EL PROCESO DE EMISIÓN DE LA INFORMACIÓN FINANCIERA (SCIIF)</span></p><p class="paraStyle-198fdc817c2abc97651292f92c15ae33"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Describa los mecanismos que componen los sistemas de control y gestión de riesgos en relación con el proceso de emisión de información financiera (SCIIF) de su entidad.</span><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-2eadd942ab835aecbdd4fa563fe5ddf3"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.1&#160; &#160;&#160;&#160;&#160;Entorno de control de la entidad</span></p><p class="paraStyle-441e20d1a53638670fd88edda0eb7d7f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe, señalando sus principales características de, al menos:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">55</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-1f86fd4bd0c58f544832ec72f15e9333" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.1.1.&#160;&#160;&#160;&#160;Qué órganos y/o funciones son los responsables de: (i) la existencia y mantenimiento de un adecuado y efectivo SCIIF; (ii) su implantación; y (iii) su supervisión.</span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span>Naturgy ha definido su Sistema de Control Interno de Información Financiera (en adelante, SCIIF) en la Política Global y en el Procedimiento General del Sistema de Control Interno de la Información Financiera (SCIIF) de Naturgy. </span></p><p class="Bodytext"><span>Como parte del SCIIF, Naturgy ha definido, en la citada </span><span class="charStyle-9cb8f3981755bb095af11561ae67102f">Política Global y en el Procedimiento General</span><span>, el modelo de responsabilidades del mismo. Este modelo se articula en torno a los siguientes siete ámbitos de responsabilidad:</span></p><p class="paraStyle-2157a283a4c5516c5de7159357811c1c"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Consejo de Administración: Es responsable de la existencia de un SCIIF adecuado y eficaz, cuya supervisión tiene delegada en la Comisión de Auditoría y Control. </span></p><p class="paraStyle-614c873225cb4a711e028b96647220ea"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Reglamento de Organización y Funcionamiento del Consejo de Administración de Naturgy Energy Group, S.A. y sus Comisiones, en su artículo 3 apartado II, establece que la determinación de la política de control y gestión de riesgos, incluidos los fiscales, y la supervisión de los sistemas internos de información y control es, entre otras, una materia ordinariamente indelegable del Consejo de Administración. </span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Comisión de Auditoría y Control: Esta Comisión tiene, entre otras, la responsabilidad en la supervisión del SCIIF. El Reglamento del Consejo de Administración en su artículo 26 apartado 2, indica que la Comisión tiene las competencias que le señala la Ley y las que le sean encomendadas por el Consejo de Administración con carácter general o particular. Así, la Ley de Sociedades de Capital en su artículo 529.14 dice en su apartado 4.b) que la Comisión de Auditoría y Control tendrá la función de supervisar la eficacia del control interno de la sociedad, la auditoría interna y los sistemas de gestión de riesgos, así como discutir con el auditor de cuentas las debilidades significativas del sistema de control interno detectadas en el desarrollo de la auditoría. Con carácter particular y en relación con los sistemas de información y control, la Comisión de Auditoría y Control tiene encomendada, entre otras, la supervisión del proceso de elaboración y la integridad de la información financiera relativa a la sociedad y, en su caso, al grupo, revisando el cumplimiento de los requisitos normativos, la adecuada delimitación del perímetro de consolidación y la correcta aplicación de los criterios contables. Para el desarrollo de parte de estas funciones la Comisión de Auditoría y Control cuenta con la unidad de Auditoría Interna.</span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Unidad de Planificación, Control y Administración: Es responsable de establecer los criterios y principios del diseño y organización del funcionamiento del SCIIF. Para el desarrollo de esta función cuenta con el equipo de Control Interno de Información Financiera corporativo.</span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Unidad de Administración y Seguimiento Operativo de los negocios: Son responsables de la implantación y funcionamiento del SCIIF. Para el desarrollo de esta función cuentan, con el equipo de Control Interno de Información Financiera del negocio</span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Unidad de Auditoría Interna: En general, es responsable de apoyar a la Comisión de Auditoría y Control en la supervisión y evaluación continua de la eficacia del Sistema de Control Interno en todos los ámbitos de Naturgy, aportando un enfoque metódico y riguroso para el seguimiento y mejora de los procesos y para la evaluación de los riesgos y controles operacionales asociados a los mismos, incluidos los correspondientes al SCIIF y al Modelo de Prevención Penal.</span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Unidad de Compliance, responsable del Modelo de Prevención Penal en Naturgy, proporciona información y apoyo a la Comisión de Auditoría y Control sobre el modelo de control. El adecuado cumplimiento del SCIIF garantiza el Modelo de Prevención Penal para evitar posibles delitos relacionados con la información financiera.</span></p><p class="paraStyle-3b9e05e21e2b855fbd3de7a4ecae6efc"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:13.00pt;">Unidades de Negocio, Servicios y Proyectos implicadas en el proceso de elaboración de información financiera. Son responsables de ejecutar los procesos y mantener la operativa diaria asegurando que se realizan las actividades de control implantadas, evaluar las mismas, con la periodicidad establecida, y realizar la Certificación Anual del SCIIF.</span></p><p class="paraStyle-92cf8b891d5bccb0cf9b36890eda97ca" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">56</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.1.2.&#160;&#160;&#160;&#160;Si existen, especialmente en lo relativo al proceso de elaboración de la información financiera, los siguientes elementos:</span></p><p class="paraStyle-419f1bc6d0eab951a83ff913d7e222fc"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-2957f196d9552c307823c7d778475a21"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:14.50pt;">Departamentos y/o mecanismos encargados: (i) del diseño y revisión de la estructura organizativa; (ii) de definir claramente las líneas de responsabilidad y autoridad, con una adecuada distribución de tareas y funciones; y (iii) de que existan procedimientos suficientes para su correcta difusión en la entidad.</span></p><p class="paraStyle-3980020457a5df98422b602a0a70e6b6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El diseño y revisión de la estructura organizativa del primer nivel de dirección, así como la definición de las líneas de responsabilidad son realizados por el Consejo de Administración, por medio del Presidente Ejecutivo y de la Comisión de Nombramientos y Retribuciones.</span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como consecuencia del Push down de las funciones, en concreto del Control Interno de Información Financiera, las responsabilidades, antes centralizadas en la Dirección de Planificación, Control y Administración, se han descentralizado a cada uno de los negocios-países respecto a la implantación y funcionamiento del Modelo SCIIF. </span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido la Dirección de Planificación, Control y Administración mantiene la responsabilidad de establecer los criterios y principios del diseño y organización del funcionamiento del SCIIF (con el equipo de Control Interno de Información Financiera), a través de la Política Global del SCIIF y Procedimiento Generales y resto del cuerpo normativo interno. (indicado en el apartado F.1.1.)</span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este proceso, las unidades de Administración y Seguimiento Operativo de los negocios, pasan a asumir la responsabilidad de la implantación y funcionamiento del SCIIF (con el equipo de Control Interno de Información Financiera del negocio).</span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En consecuencia, con el nuevo modelo de funcionamiento y cambios organizativos, donde cada negocio interviene en la elaboración de la información financiera de su negocio, ya no existe un único Mapa de Interrelaciones de la Información Financiera de Naturgy, existiendo diferentes Mapas de Interrelaciones en cada uno de los procesos críticos de negocio. Estos Mapas de Interrelación son elaborados por las Unidades de Administración y seguimiento Operativo del negocio con la tutela del equipo de Control Interno de Información Financiera corporativo que adicionalmente elabora los Mapas de Interrelaciones de los procesos transversales y corporativos.</span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido, los ejes que Naturgy ha tenido en cuenta para la elaboración de los mapas de interrelaciones de los procesos críticos de elaboración de la información financiera son seis:</span></p><p class="paraStyle-f2bebfa0a0bd79c75b6e557c0f3d7b93"><span>(i)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:28.22pt;">la información necesaria para elaborar la información financiera; </span></p><p class="paraStyle-b88d92febaf4aa9529f37a37e249f331"><span>(ii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:45.60pt;">los responsables que sean origen o destino de la información&#160; &#160; &#160; &#160; &#160; &#160; financiera y</span></p><p class="paraStyle-cc9ef2bc1d5113f871aaf762b04d811c"><span>(iii)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.78pt;">la distribución de tareas entre las distintas unidades organizativas </span></p><p class="paraStyle-cc9ef2bc1d5113f871aaf762b04d811c"><span>(iv)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.22pt;">el alcance de dicha distribución a todas las empresas del grupo </span></p><p class="paraStyle-cc9ef2bc1d5113f871aaf762b04d811c"><span>(v)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.44pt;">la periodicidad de la transmisión de la información.</span></p><p class="paraStyle-b88d92febaf4aa9529f37a37e249f331"><span>(vi)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:42.82pt;">los sistemas de información que intervienen en el proceso de elaboración y emisión de la información financiera; </span></p><p class="paraStyle-30e6cd2bf91a4c88d287e0407eac49c9"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De esta forma, mediante los mapas de interrelaciones de Naturgy, quedan definidos claramente los procesos que impactan en la elaboración de la información financiera, tanto los procesos operativos con impacto relevante sobre la información financiera como los procesos ligados a la función administrativa y contable y los responsables implicados en la misma.</span></p><p class="paraStyle-70fcf1b2827b02bdd2ed51f046891bcb"><span><br/></span></p><p class="paraStyle-25422d6e79fed1b7e1c7742a4106efb4"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.75pt;">Código de conducta, órgano de aprobación, grado de difusión e instrucción, principios y valores incluidos (indicando si hay menciones específicas al registro de operaciones y elaboración de información financiera), órgano encargado de analizar incumplimientos y de proponer acciones correctoras y sanciones.</span></p><p class="paraStyle-3980020457a5df98422b602a0a70e6b6" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">57</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dentro de los compromisos de la alta dirección de Naturgy se encuentra orientar sus esfuerzos a que las operaciones se desarrollen en un entorno de prácticas profesionales éticas, no sólo con la implantación de mecanismos encaminados a prevenir y detectar fraudes cometidos por empleados, o prácticas inapropiadas que puedan suponer sanciones, multas o dañar la imagen de Naturgy, sino también reforzando la importancia de los valores éticos y de integridad entre sus profesionales.</span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido, Naturgy cuenta con un Código Ético, aprobado por el Consejo de Administración que es de obligado cumplimiento para todos los empleados de NATURGY ENERGY GROUP, S.A. y de todas las empresas participadas en las que Naturgy tiene el control de la gestión. </span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Código Ético recoge los principios éticos generales para el conjunto del Naturgy, que se concretan en los valores a seguir en la práctica en toda la organización. Los principios rectores y pautas de conducta son de obligado cumplimiento para todos los empleados y administradores de Naturgy. </span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Código Ético considera como criterios generales rectores de la conducta en Naturgy la integridad y la responsabilidad en el desempeño profesional. Específicamente, establece una serie de pautas de conducta en mayor o menor medida relacionadas con la fiabilidad de la información financiera y el cumplimiento de la normativa aplicable, en concreto: </span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">-&#160; Respeto a la legalidad, derechos humanos y a los valores éticos. (Apartado 4.1)</span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy asume el compromiso de actuar en todo momento de acuerdo con la legislación vigente, con el Sistema Normativo interno establecido con las prácticas éticas internacionalmente aceptadas, con total respeto hacia los derechos humanos y las libertades públicas (&)</span><span>&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-5b6b6f1805a44c330e8fa80d332252b3"><span><br/></span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Tratamiento de la información y del conocimiento (Apartado 4.11):</span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Todos los empleados que introduzcan cualquier tipo de información en los sistemas informáticos del grupo, deben velar porque ésta sea rigurosa y fiable.</span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En particular, todas las transacciones económicas del grupo deberán ser reflejadas con claridad y precisión en los registros correspondientes, a través de las correspondientes Cuentas Contables, así como todas las operaciones realizadas y todos los ingresos y gastos incurridos.</span></p><p class="paraStyle-3f0484577981fcb0475bd0dfcbd4050c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los empleados de Naturgy se abstendrán de cualquier práctica que contravenga el compromiso de reflejar con claridad y precisión todas las transacciones económicas en las Cuentas del grupo.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy tiene además establecida una Política Anticorrupción, que es de obligado cumplimiento para todos los empleados de todas las empresas que conforman el grupo Naturgy con participación mayoritaria y a aquéllas en las que se tiene responsabilidad en su operación y/o gestión. La Política Anticorrupción se entiende como una extensión del capítulo 4.7.&#160; Corrupción y Soborno del Código Ético del grupo y tiene por objeto establecer los principios que deben guiar la conducta de todos los empleados y administradores de las empresas de Naturgy con respecto a la prevención, detección, investigación y remedio de cualquier práctica corrupta en el seno de la organización.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo para reforzar este compromiso con el cumplimiento, desde enero de 2019, Naturgy cuenta con una Política de Compliance que tiene como objetivos: promover una cultura de cumplimiento y tolerancia cero a incumplimientos normativos; así como,&#160; asegurar, mediante actividades de prevención, detección, supervisión, formación y repuesta, el cumplimiento de la organización en el conjunto de sus actividades y operaciones con cuanta normativa le sea aplicable, tanto la normativa externa como el sistema normativo interno, evitando de este modo posibles sanciones, pérdidas económicas y daños reputacionales.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Comité de Ética y Cumplimiento de Naturgy tiene como misión principal promover la difusión y aplicación del Código Ético y la Política Anticorrupción en todo el grupo y facilitar un canal de comunicación a todos los empleados para recabar consultas y notificaciones de incumplimientos de esta normativa.</span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Comité está presidido por la Unidad de Compliance y está formado por representantes de diferentes Unidades implicadas en el seguimiento del cumplimiento del Código Ético y la Política Anticorrupción.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">58</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Comité reporta regularmente a la dirección y a la Comisión de Auditoría y Control. Su naturaleza es de informe y recomendación, proponiendo acciones correctoras a las unidades encargadas de dar solución a los problemas que plantea la aplicación práctica del Código Ético y de la Política Anticorrupción y actuando a su vez de enlace entre éstas y los empleados.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El régimen sancionador, en los casos que sea necesario, está referenciado al Convenio Colectivo y Estatuto de los Trabajadores.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para favorecer no sólo el ejercicio de dicha responsabilidad sino también el conocimiento y difusión del Código Ético, éste se encuentra disponible en los idiomas de los distintos países donde Naturgy tiene presencia:</span></p><p class="paraStyle-f89c527888767fb06cf2bcc4c23a073e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Desde el exterior: web corporativa de Naturgy.</span></p><p class="paraStyle-f89c527888767fb06cf2bcc4c23a073e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">- Internamente, en la plataforma del grupo Naturalnet.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente se desarrollan cursos de formación on line a través de la Universidad Corporativa de Naturgy, que son obligatorios para todos los empleados de Naturgy.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy, lleva a cabo de forma periódica campañas de Declaración de Cumplimiento del Código Ético, Política Anticorrupción, Política de Compliance y conflictos de interés, con el fin de dar a conocer las pautas de conducta que se esperan de todos los empleados, difundir los mecanismos existentes para realizar consultas y notificaciones, así como formalizar periódicamente el compromiso por parte de todos los empleados del grupo con la ética y la integridad.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy, para fomentar el conocimiento del Código Ético entre sus proveedores y empresas colaboradoras recoge en las Condiciones Generales Globales de Contratación una cláusula en la que promueve entre los proveedores prácticas acordes con las pautas de conducta incluidas en el Código Ético de Naturgy, y se informa a los mismos donde pueden encontrar el Código Ético del grupo, así como información del canal de consultas y notificaciones de aspectos relacionados con el Código Ético. Asimismo, en el año 2016 se aprobó y publicó el Código Ético del Proveedor actualizado en 2019, que tiene como finalidad establecer las pautas que han de presidir el comportamiento ético de los proveedores, contratistas y colaboradores externos de Naturgy. Recoge los compromisos derivados del Pacto Mundial de Naciones Unidas además del Código Ético, la Política de Derechos Humanos, la Política de Responsabilidad Corporativa y la Política Anticorrupción de Naturgy.</span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-a6d1588c860e27d8c29ed970c88a455e"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.75pt;">Canal de denuncias, que permita la comunicación a la comisión de auditoría de irregularidades de naturaleza financiera y contable, en adición a eventuales incumplimientos del código de conducta y actividades irregulares en la organización, informando en su caso si éste es de naturaleza confidencial si permite realizar comunicaciones anónimas respetando los derechos del denunciante y del denunciado.</span></p><p class="paraStyle-3980020457a5df98422b602a0a70e6b6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy dispone de un canal de denuncias, el Canal del Código Ético, accesible a todos sus empleados y terceros en la dirección web www.naturgy.ethicspoint.com</span></p><p class="paraStyle-4268da705e08a51bcf043ad4385af1c3"><span><br/></span></p><p class="paraStyle-4268da705e08a51bcf043ad4385af1c3"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El citado canal de comunicación corresponde a un canal abierto (una plataforma web accesible desde cualquier dispositivo), accesible para todos los empleados de Naturgy y terceros interesados, para tratar materias relacionadas con el código. Este canal permite a todos los empleados del grupo, proveedores y empresas colaboradoras recabar o proporcionar información sobre cualquier cuestión relacionada con el Código Ético y la Política Anticorrupción. También pueden ponerse en contacto a través del canal para comunicar de buena fe y confidencialmente conductas contrarias al Código. </span></p><p class="paraStyle-a958d9276245678115ce889780c92ac6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Todas las comunicaciones realizadas a través del canal son absolutamente confidenciales y pueden ser anónimas, respetándose las limitaciones establecidas en la normativa de Protección de Datos Personales. En este sentido la unidad de Compliance tiene acceso, en primera instancia, para conocer el conjunto de la información de todas las consultas y notificaciones recibidas del grupo a través del procedimiento de funcionamiento del Canal del Código Ético.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">59</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4268da705e08a51bcf043ad4385af1c3" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el informe de Responsabilidad Corporativa 2020 de Naturgy se da más información de detalle sobre el Código Ético, la Política Anticorrupción, la Política de Compliance, las actividades del Comité de Ética y Cumplimiento y la utilización del canal de comunicación.</span></p><p class="paraStyle-3980020457a5df98422b602a0a70e6b6"><span><br/></span></p><p class="paraStyle-a6d1588c860e27d8c29ed970c88a455e"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.75pt;">Programas de formación y actualización periódica para el personal involucrado en la preparación y revisión de la información financiera, así como en la evaluación del SCIIF, que cubran al menos, normas contables, auditoría, control interno y gestión de riesgos.</span></p><p class="paraStyle-911f7b0161fca98c3bc579049727c297"><span><br/></span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La necesidad de contar con una cualificación suficiente y, sobre todo actualizada, de los profesionales involucrados en la preparación y revisión de la información financiera, así como en la evaluación del SCIIF, hace que sea imprescindible desarrollar un plan de formación adecuado, de forma que las personas responsables de cada área puedan contar con los conocimientos necesarios para poder llevar a cabo las distintas funciones incluidas en el proceso de preparación y revisión de la información financiera.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para ello, Naturgy cuenta con la Universidad Corporativa, que es la responsable de la&#160;  gestión estratégica de Formación y del Talento directivo, siendo las unidades de Personas de cada negocio, los responsables de gestión del conocimiento y el desarrollo de personas en todo el ámbito de la compañía. La Universidad Corporativa integra el modelo, los canales, los programas y las acciones formativas y de aprendizaje del grupo, adoptando metodologías y experiencias formativas con criterios de calidad, impacto, eficiencia y optimización de costes.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Universidad Corporativa dispone de un sistema de gestión de la calidad conforme con la Norma ISO 9001:2015 renovado en 2020 y con la acreditación CLIP (Corporate Learning Improvement Process) que otorga la European Foundation for Management Development (EFMD) desde 2003 y renovada por última vez en el año 2018 para un período de cinco años. Esta certificación reconoce la calidad de los procesos de aprendizaje y desarrollo de personas en las organizaciones de educación empresarial.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los objetivos de la Universidad Corporativa son, entre otros: garantizar la adecuación puesto/persona, la adquisición de conocimientos vinculados a nuevas necesidades de la organización, el cumplimiento de la legalidad vigente y el desarrollo de habilidades y competencias relacionadas con el modelo de liderazgo y cultura de Naturgy; a partir de la puesta a disposición de los empleados de una oferta formativa actualizada y de calidad. </span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Con la implantación de la plataforma Evolution - Success Factors&#160; como herramienta de gestión de la formación, para mejorar y adaptar al máximo la formación a las demandas de los empleados y de los negocios,&#160; los empleados y sus responsables se involucran en la definición de la formación necesaria para su puesto y/o desarrollo profesional; además, todos los empleados cuentan con un acceso directo a toda la formación online del catálogo de la compañía, y a un conjunto de canales y plataformas de divulgación de contenidos específicos.&#160; </span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El plan estratégico de Naturgy implica un desafío para toda la organización. En este contexto, la Universidad Corporativa es una de las palancas de transformación, al servicio de las personas y de los negocios, para contribuir a la creación de valor y a la consecución de los objetivos de la compañía.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En 2020 seguimos evolucionando nuestro modelo organizativo adaptándonos a los objetivos y prioridades estratégicas, con mayor accountability para los negocios y rol de gobierno para las áreas corporativas</span></p><p class="paraStyle-d6b478d2bccad370b57604c65e2f720e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como programas relevantes realizados en 2020 podemos destacar:</span></p><p class="paraStyle-3d70f0dbf5490dcb308767a1f7fb72b5"><span><br/></span></p><p class="paraStyle-d6311ac537e6850e80930cd9e451de29" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">"</span><span>&#160;&#160;&#160;&#160;Aquellos relacionados con incrementar el perfil digital de la compañía. Programas como el denominado, Cultura Digital a través de la plataforma de The Valley y distintos recursos asíncronos, el programa science analyst, orientado a la tecnificación de perfiles digitales, o programa digital skills, donde se trabajan distintos lenguajes de programación (SQL, Phyton&) y distintas plataformas (AWS y Azure).</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">60</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d6311ac537e6850e80930cd9e451de29" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">"</span><span>&#160;&#160;&#160;&#160;Los que atienden a desafíos futuros y tendencias del mercado, como, estrategia de innovación, nuevas formas de visualización de datos donde se han impartido formación en Power BI y otras herramientas de visualización, nuevas formas de organización del trabajo con formaciones de SCRUM, SaFe o el Programa Productivity, orientado a las mejores prácticas para ser más eficientes y eficaces.</span></p><p class="paraStyle-d6311ac537e6850e80930cd9e451de29"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">"</span><span>&#160;&#160;&#160;&#160;Aquellos que potencian el liderazgo con el rol de palanca de la transformación y de la visión de Grupo, programas como el take the lead, orientado al liderazgo femenino e inclusivo, influir en la distancia, el viaje del líder, focalizado en el impulso al liderazgo transformacional o varias acciones de comunicación que y trabajan los grandes retos de la comunicación en el entorno actual.</span></p><p class="paraStyle-3d70f0dbf5490dcb308767a1f7fb72b5"><span><br/></span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, se han implementado programas transversales, que fomentan y desarrollan la cultura y los valores de la compañía, a través de programas focalizados de alto impacto: Seguridad en nuestro día a día, fitness emocional, retorno seguro, código naranja, semana de la sostenibilidad, etc.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los conocimientos específicos para el área económico-financiera tienen varios objetivos, entre ellos, homogeneizar los procesos económico-financieros desarrollados en cualquier ámbito de la organización; la actualización de los criterios contables,&#160; financieros, de gestión de riesgos, de control de gestión, de normativa internacional y de los conocimientos técnicos del área fiscal; así como proporcionar conocimientos suficientes sobre valoración de empresas, derivados financieros y análisis de estados financieros.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En total, en el año 2020 más de 300 profesionales de las áreas económico-financiera dedicaron cerca de 1.500 horas a su capacitación en contenidos específicos, destacándose, entre otras materias de financiación de energías renovables, novedades tributarias, análisis de impuestos, accountability, de finanzas, retribución de la distribución y regulación aplicables a las tecnologías de generación y ciberseguridad.</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.2&#160;&#160;&#160;&#160;Evaluación de riesgos de la información financiera</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe, al menos, de:</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.2.1.&#160;&#160;&#160;&#160;Cuáles son las principales características del proceso de identificación de riesgos, incluyendo los de error o fraude, en cuanto a:&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-020eb39b7d261228b33bd64c61aa7649"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-79a4e1e344da1368eeb314362ed6429f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Si el proceso existe y está documentado.</span></p><p class="paraStyle-1daca73d32ddb4f0fe221f73cc427496"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El enfoque seguido por Naturgy para llevar a cabo el proceso de identificación y análisis de los riesgos de la información financiera está recogido en tres matrices interrelacionadas:</span></p><p class="paraStyle-ace032d8531549826e3c0459ed83cbd6"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">La matriz de definición de alcance de la información financiera</span></p><p class="paraStyle-d2c709558bd5d200e18c4be2017a51ad"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">La matriz de riesgos asociados a la información financiera</span></p><p class="paraStyle-d2c709558bd5d200e18c4be2017a51ad"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">La matriz de actividades de control de la información financiera</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La matriz de definición de alcance de la información financiera tiene por objeto identificar las cuentas y los desgloses que tienen un riesgo significativo asociado, cuyo impacto potencial en la información financiera del grupo es material y requiere, por tanto, especial atención. En este sentido, en el proceso de identificación de las cuentas y desgloses significativos se han considerado una serie de variables cuantitativas (saldo y variación de la cuenta) y cualitativas (complejidad de las transacciones; cambios y complejidad en la normativa; necesidad de utilizar estimaciones o proyecciones; aplicación de juicio e importancia cualitativa de la información). La metodología para la elaboración de la matriz de alcance se ha descrito en una instrucción técnica denominada Matriz de definición de alcance de la información financiera de Naturgy.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">61</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para cada una de las cuentas/desgloses significativos recogidos en la matriz de definición de alcance se han definido los procesos y subprocesos críticos con impacto en los mismos y se han identificado los riesgos que pudieran generar errores en la información financiera, cubriendo los objetivos de control de existencia y ocurrencia; integridad; valoración; presentación, desglose y comparabilidad; y derechos y obligaciones, en la Matriz de riesgos asociados al proceso de elaboración y emisión de la información financiera de Naturgy.</span></p><p class="paraStyle-9914f1e17d3e9991ef8909c8fa584a57"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dentro del proceso de identificación de riesgos definido por Naturgy en el SCIIF, se ha considerado la problemática relacionada con el fraude como un elemento muy relevante. En este sentido, la política de control del riesgo del fraude de Naturgy se centra en tres pilares básicos:</span></p><p class="paraStyle-d2c709558bd5d200e18c4be2017a51ad"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">Prevención del fraude.</span></p><p class="paraStyle-d2c709558bd5d200e18c4be2017a51ad"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">Detección del fraude.</span></p><p class="paraStyle-d2c709558bd5d200e18c4be2017a51ad"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:17.97pt;">Investigación y gestión de las situaciones de fraude.</span></p><p class="paraStyle-151667f682390223442b6f0f60557c77"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se han definido controles antifraude preventivos, desde la perspectiva de la información financiera, que se clasifican en dos categorías. Los denominados controles activos, considerados barreras para restringir o impedir el acceso a los activos valiosos a aquellos que puedan intentar cometer un fraude. Por otro lado, los controles pasivos pretenden detener la realización del fraude a través de medidas disuasorias.</span></p><p class="paraStyle-fd38f71fecac705ba5d69db01787f1e2"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por último, las actividades de control, tanto generales como de procesos, consistentes en las políticas y procedimientos incorporados en todas las etapas del proceso de preparación de la información financiera y que garantizan su fiabilidad, se recogen en la Matriz de actividades de control de la información financiera de Naturgy.</span></p><p class="paraStyle-fb22ab011c4bc40c1698633329f5903e"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El SCIIF de Naturgy es un sistema dinámico, por lo que su actualización periódica es un proceso fundamental para cumplir en todo momento con el objetivo del mismo, es decir, para asegurar que la información financiera del grupo es fiable. En particular, la Matriz de definición de alcance se actualiza anualmente.</span></p><p class="paraStyle-6189d94fa746c2c24d61656807b1182a"><span><br/></span></p><p class="paraStyle-2261e440dbfb3a3be20b0546e5463f0f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Si el proceso cubre la totalidad de objetivos de la información financiera, (existencia y ocurrencia; integridad; valoración; presentación, desglose y comparabilidad; y derechos y obligaciones), si se actualiza y con qué frecuencia.</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy, consciente de la importancia de disponer de una herramienta que asegure el control adecuado de la gestión del SCIIF, implantó en el año 2013 la aplicación SAP GRC Process Control, para la gestión integral de la documentación, evaluación y supervisión del control interno en los procesos de Naturgy. Esta implantación, realizada en el marco del programa de mejora de eficiencia de Naturgy, se llevó a cabo, inicialmente, en todas las sociedades españolas con participación mayoritaria y en las que se tiene responsabilidad en su operación y/o gestión. En el año 2014 se realizó la implantación en el Centro de Servicios Compartidos Económico-Financiero de Latinoamérica; en el año 2015 se continuó con México y Francia; en 2016 se implantó en Holanda y, en 2017 en Panamá y Brasil. En la implantación de SAP GRC Process Control, tanto a nivel nacional como a nivel internacional, se ha contado con el apoyo de los usuarios responsables de los controles claves del SCIIF y de la unidad de Auditoría Interna. </span></p><p class="paraStyle-06ce5111c2be786a6f53ab7af622991f"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cabe destacar que, durante el ejercicio 2015, se extendió el alcance del modelo corporativo SCIIF a aquellos países de nueva integración en el grupo, como fue el caso de Chile, a raíz de la adquisición en noviembre de 2014 del grupo chileno Compañía General de Electricidad, S.A. (CGE). Adicionalmente, durante 2018 y 2019 se extendió a las sociedades en Irlanda y Singapur, respectivamente, con presencia relevante en la comercialización internacional de GNL. Por último, en 2019 se extendió el alcance del modelo corporativo al negocio de energía renovable en Australia. Estas incorporaciones robustecen y afianzan el Control Interno en Naturgy.</span></p><p class="paraStyle-fb22ab011c4bc40c1698633329f5903e" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">62</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A excepción de la matriz de definición de alcance, en SAP GRC Process Control está integrado el modelo SCIIF de Naturgy. En esta herramienta están identificados los Controles Generales de la Dirección, los Controles Generales del Entorno y los Generales del Ordenador, los procesos críticos, sus riesgos asociados, así como las actividades de control que los mitigan, recogidos en las matrices de riesgos y controles anteriormente indicadas. Asimismo, quedan identificadas e integradas en la estructura de procesos las unidades responsables de la ejecución de las actividades de control.</span></p><p class="paraStyle-fb22ab011c4bc40c1698633329f5903e"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Entre los beneficios que aporta la implantación de SAP GRC Process Control se encuentran los siguientes:</span></p><p class="paraStyle-06ce5111c2be786a6f53ab7af622991f"><span><br/></span></p><p class="paraStyle-e611d8cf5f70939cd7271ae7828b9b7a"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Centraliza toda la documentación y gestión del SCIIF de Naturgy de forma homogénea.</span></p><p class="paraStyle-ac0ab70edb52cebcb02e86ab0c1824ae"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Integra el control interno de la información financiera en los procesos de negocio y transversales, permitiendo a cada unidad organizativa responsable realizar, periódicamente, la evaluación de sus controles, aportando las evidencias necesarias y, anualmente, ejecutar el proceso de certificación interna del SCIIF.</span></p><p class="paraStyle-ac0ab70edb52cebcb02e86ab0c1824ae"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Utiliza workflows y formularios para la gestión de las actividades de control, para la documentación de las evidencias de la ejecución de las mismas y para los planes de acción.</span></p><p class="paraStyle-ac0ab70edb52cebcb02e86ab0c1824ae"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Permite el acceso documental a las evidencias de los controles sobre los procesos y a la visualización del resultado de la evaluación de forma ágil e inmediata.</span></p><p class="paraStyle-ac0ab70edb52cebcb02e86ab0c1824ae"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Constituye una herramienta de apoyo para el proceso de supervisión del SCIIF por parte de Auditoría Interna y de la Auditoría Externa.</span></p><p class="paraStyle-ac0ab70edb52cebcb02e86ab0c1824ae"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:23.35pt;">Facilita la obtención y soporte de la información requerida para el reporting sobre el SCIIF tanto externo como interno. </span></p><p class="paraStyle-06ce5111c2be786a6f53ab7af622991f"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Desde 2013, se han venido realizando las peticiones de evaluación de los controles conforme a los calendarios establecidos en SAP GRC Process Control solicitando las evidencias de la realización de los controles a las unidades involucradas en el SCIIF, de acuerdo a la periodicidad fijada en cada caso. Esta evaluación permite, si procede, identificar e informar de debilidades y de los planes de acción necesarios.</span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-2261e440dbfb3a3be20b0546e5463f0f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">La existencia de un proceso de identificación del perímetro de consolidación, teniendo en cuenta, entre otros aspectos, la posible existencia de estructuras societarias complejas, entidades instrumentales o de propósito especial.</span></p><p class="paraStyle-1daca73d32ddb4f0fe221f73cc427496"><span><br/></span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como parte de los procesos críticos identificados, se encuentra el proceso de identificación del perímetro de consolidación de Naturgy, que se ha descrito en una instrucción técnica denominada Ciclo de Cierre Consolidado Naturgy. En este documento se detalla el proceso de actualización mensual del perímetro, de acuerdo con las operaciones societarias del periodo, y se describen las unidades responsables involucradas. Este proceso de identificación y actualización del perímetro es clave para la elaboración de la información financiera consolidada de Naturgy. </span></p><p class="paraStyle-67ff8e9a8edb73db5ceebf079f29d9e8"><span><br/></span></p><p class="paraStyle-2261e440dbfb3a3be20b0546e5463f0f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Si el proceso tiene en cuenta los efectos de otras tipologías de riesgos (operativos, tecnológicos, financieros, legales, reputacionales, medioambientales, etc.) en la medida que afecten a los estados financieros.</span></p><p class="paraStyle-1daca73d32ddb4f0fe221f73cc427496"><span><br/></span></p><p class="paraStyle-1fb8c62e544fccb1ccc84a4e36f096c7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la Matriz de riesgos se han identificado los riesgos asociados al logro de los objetivos de la información financiera, teniendo en cuenta en dicha identificación los efectos de otras tipologías de riesgos (por ejemplo: operativos, tecnológicos, financieros, reputacionales, etc.) que forman parte del Mapa de Riesgos Corporativo de Naturgy. </span></p><p class="paraStyle-1daca73d32ddb4f0fe221f73cc427496"><span><br/></span></p><p class="paraStyle-2261e440dbfb3a3be20b0546e5463f0f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Qué órgano de gobierno de la entidad supervisa el proceso.</span></p><p class="paraStyle-6189d94fa746c2c24d61656807b1182a"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La supervisión de la eficacia del SCIIF es responsabilidad de la Comisión de Auditoría y Control. Para el desarrollo de esta función la Comisión de Auditoría y Control cuenta con la unidad de Auditoría Interna y de la Auditoría Externa (ver apartado F.5).</span></p><p class="paraStyle-8905618f37f93977e3ae5c4a8a0a8ca5" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">63</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-1daca73d32ddb4f0fe221f73cc427496" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.3 &#160;&#160;&#160;&#160;Actividades de control</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe, señalando sus principales características, si dispone al menos de:</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.3.1.&#160;&#160;&#160;&#160;Procedimientos de revisión y autorización de la información financiera y la descripción del SCIIF, a publicar en los mercados de valores, indicando sus responsables, así como de documentación descriptiva de los flujos de actividades y controles (incluyendo los relativos a riesgo de fraude) de los distintos tipos de transacciones que puedan afectar de modo material a los estados financieros, incluyendo el procedimiento de cierre contable y la revisión específica de los juicios, estimaciones, valoraciones y proyecciones relevantes.</span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy realiza revisiones periódicas de la información financiera elaborada, así como de la descripción del SCIIF, conforme a distintos niveles de responsabilidad que garantizan la calidad de la misma.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como primer nivel de revisión, los responsables del cierre contable de cada sociedad de Naturgy, dentro de las unidades de Administración y Seguimiento Operativo de los negocios, revisan la información financiera elaborada para asegurar su fiabilidad y certifican la razonabilidad de las cuentas anuales individuales. </span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En última instancia, el responsable de Planificación, Control y Administración certifica la razonabilidad de las cuentas anuales individuales de NATURGY ENERGY GROUP, S.A. y consolidadas que se presentan al Consejo de Administración para su aprobación.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, tal y como se recoge en la Política Global del Sistema de Control Interno de la Información Financiera (SCIIF) de Naturgy, las actividades de control definidas por el grupo en el SCIIF cumplen con el objetivo fundamental de asegurar que la información financiera de Naturgy represente la imagen fiel del grupo. </span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las actividades de control definidas en el SCIIF incluyen tanto controles generales como controles clave en los procesos críticos.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los controles generales son mecanismos que, si bien no permiten obtener un grado de control suficiente en los procesos del grupo, permiten la consecución de una serie de objetivos claves para la obtención de un SCIIF eficaz, es decir, son aquellos que describen las políticas y directrices diseñadas para proteger el SCIIF de Naturgy en su conjunto. </span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, todos los procesos críticos identificados han sido documentados mediante la matriz de actividades de control, así como por las correspondientes instrucciones técnicas descriptivas de los procesos. En la herramienta de gestión del SCIIF, SAP GRC Process Control, se encuentran identificados estos procesos críticos, sus riesgos asociados y las actividades de control que los mitigan, disponiendo de la documentación descriptiva de dichos procesos. En este sentido, Naturgy ha identificado todos los procesos necesarios para la elaboración de la información financiera, en los que se han utilizado juicios, estimaciones, valoraciones y proyecciones relevantes, considerando todos ellos como críticos. De forma periódica, se informa a la Comisión de Auditoría y Control de las principales hipótesis empleadas para estimar la información financiera que depende de juicios, valoraciones y proyecciones relevantes.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la documentación incorporada a SAP GRC Process Control de los procesos críticos y actividades de control se ha incluido la información siguiente:</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-8b2410a3ee21c0b1acd207e58448da1f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Descripción del proceso.</span></p><p class="paraStyle-8b2410a3ee21c0b1acd207e58448da1f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Diagrama de flujo de información del proceso.</span></p><p class="paraStyle-dae18ff67111a2b96526052ec3157ef6"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Mapa de sistemas que interactúan en el proceso.</span></p><p class="paraStyle-dae18ff67111a2b96526052ec3157ef6"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Descripción de los riesgos de información financiera asociados a los diferentes procesos y objetivos de control.</span></p><p class="paraStyle-dae18ff67111a2b96526052ec3157ef6"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Definición de actividades de control para la mitigación de los riesgos identificados y sus atributos.</span></p><p class="paraStyle-ba7a135d98a4064e340b0010e2ffcf7d" style="margin-bottom: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Descripción de los responsables de los procesos y de las actividades de control.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">64</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-878237382af83399a0e8ede61c00ce3e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, en la definición de las actividades de control se han identificado las siguientes clasificaciones de actividades de control, atendiendo a cinco criterios siguientes:</span></p><p class="paraStyle-5b6b6f1805a44c330e8fa80d332252b3"><span><br/></span></p><p class="paraStyle-bb445394df3a5375946f361aa517bd0b"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Alcance: En función del alcance de las actividades de control, éstas se pueden dividir en:</span></p><p class="paraStyle-cec8eb6b8989f27e64883f7109ba40fa"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:34.37pt;">Actividades de control generales.</span></p><p class="paraStyle-e812302cb6b7889c3b885d3191f1727c"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:34.37pt;">Actividades de control de procesos.</span></p><p class="paraStyle-dfa3a10e92a5df557fa7718f1fdd17df"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;"> Nivel de automatización: En función del nivel de automatización de las actividades de control, éstas se pueden dividir en automáticas y manuales.</span></p><p class="paraStyle-dfa3a10e92a5df557fa7718f1fdd17df"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Naturaleza de la actividad: En función de la naturaleza de las actividades de control, éstas se pueden dividir en preventivas o detectivas.</span></p><p class="paraStyle-dfa3a10e92a5df557fa7718f1fdd17df"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.70pt;">Frecuencia: En función de la recurrencia que tenga la actividad en el tiempo, por ejemplo: anual, mensual, semanal diaria, etc.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por último, en el SCIIF de Naturgy se ha definido el modelo de certificación interna anual de los controles identificados en los procesos críticos, que deben realizar las unidades de negocio, servicios y proyectos implicadas en el proceso de elaboración de la información financiera. El lanzamiento y seguimiento de este proceso de certificación es responsabilidad de l los equipos de Control Interno de Información Financiera, corporativo y de los negocios. Para llevar a cabo este proceso de certificación interna, las unidades involucradas utilizan las funcionalidades integradas en la herramienta SAP GRC Process Control para la gestión del SCIIF de Naturgy (ver apartado F.2.1).</span><span class="charStyle-4de3adc39fe919f16ba52ef70b472b63"> </span><span>En el caso de no disponer de la herramienta la certificación se realiza de forma manual garantizando las mismas premisas.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por su parte, la unidad de Auditoría Interna se encarga de revisar y evaluar las conclusiones sobre el cumplimiento y efectividad resultantes del proceso anual de certificación interna de las unidades responsables de los controles, de revisión de las debilidades y de los planes de acción diseñados para la subsanación.</span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.3.2.&#160;&#160;&#160;&#160;Políticas y procedimientos de control interno sobre los sistemas de información (entre otras, sobre seguridad de acceso, control de cambios, operación de los mismos, continuidad operativa y segregación de funciones) que soporten los procesos relevantes de la entidad en relación a la elaboración y publicación de la información financiera.</span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para los procesos críticos asociados a la elaboración y publicación de la información financiera de Naturgy que han sido definidos en el SCIIF del grupo, se han identificado las actividades de control que operan en los sistemas de información, tanto para los utilizados de forma directa en su preparación de información financiera como para los que resultan relevantes en el proceso o control de las transacciones que se reflejan en ella.&#160; </span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A nivel general, dentro del mapa de sistemas de información de Naturgy, se han definido e implantado una serie de políticas para garantizar los siguientes aspectos:</span></p><p class="paraStyle-eec91857e5c4246864230b73bf5aed12"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">La seguridad de acceso tanto a los datos como a las aplicaciones.</span></p><p class="paraStyle-6da31798b91407f9670f3f77d03cff5f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">El control sobre los cambios en las aplicaciones.</span></p><p class="paraStyle-6da31798b91407f9670f3f77d03cff5f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">La correcta operación de las aplicaciones.</span></p><p class="paraStyle-6da31798b91407f9670f3f77d03cff5f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">La disponibilidad de los datos y la continuidad de las aplicaciones.</span></p><p class="paraStyle-6da31798b91407f9670f3f77d03cff5f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Una adecuada segregación de funciones.</span></p><p class="paraStyle-6da31798b91407f9670f3f77d03cff5f"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">El correcto cumplimiento regulatorio (RGPD)</span></p><p class="paraStyle-df1102a803a297587d8122588fb5c24c"><span><br/></span></p><p class="paraStyle-06b813644011d26b1571b49db96912dd" style="margin-bottom: 0;"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.41pt;">Seguridad de acceso:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">65</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se han definido una serie de medidas a diferentes niveles para garantizar la confidencialidad y evitar el acceso no autorizado tanto a los datos como a las aplicaciones. La gestión y autenticación de la mayoría de los usuarios internos se realiza de forma centralizada en los Directorios de OIM (Oracle Identity Manager), que aseguran su confidencialidad.</span></p><p class="paraStyle-60f2b30962421b4e8f088f14ba3e23f3"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Compañía cuenta con dos CPD principales en Madrid, que permiten facilitar la disponibilidad de los sistemas de información en caso de contingencia. Únicamente el personal autorizado puede acceder a dichas instalaciones, quedando todos los accesos registrados y, posteriormente, son revisados para analizar cualquier anomalía.</span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las comunicaciones con estos sistemas incluyen sistemas como Firewall, IPS (Intrusion Prevention System) y antivirus (basado en firmas y por comportamiento) para reforzar internamente el control ante amenazas.</span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El correo electrónico y otros repositorios de información están en la nube (O365), donde se tiene desplegada una capa de protección antimalware (firmas y comportamiento), así como una herramienta de seguridad de la nube (CASB). </span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A nivel de equipo, todos los PCs y servidores tienen desplegado un antivirus de última generación (EPP) y una herramienta de detección y respuesta (EDR).</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dentro del modelo de gestión de identidades, se ha definido una política de contraseñas, que establece una serie de requerimientos tanto para su definición como para su mantenimiento: longitud mínima, complejidad, imposibilidad de repetir contraseña, vigencia máxima y mínima, cifrado, bloqueo de usuarios por inactividad, etc.</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, se está trabajando en la implantación de un modelo de acceso MFA (Multiple Factor Authentication), que permitirá robustecer el control de acceso y el aseguramiento de la identidad. El MFA se está desplegando en O365, OIM, VPN de externos y de internos, en ésta última ya hay un control de certificado de equipo implantado.</span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Además, el CyberSOC (Security Operations Center) monitoriza todas las alertas de intentos de acceso fallidos o anómalos, aplicando a esta información una capa de inteligencia que analiza e interpreta los datos relativos a dichos intentos (timestamp, ubicación&), permitiendo tomar decisiones tempranas que prevengan un hipotético acceso no autorizado, como el bloqueo de cuenta, filtrado en el acceso, cambio de contraseñas. En 2020 se ha incrementado el equipo añadiendo un servicio de Threat Hunting, de manera que se identifiquen, proactiva y continuamente, posibles compromisos que todavía no hayan generado alertas.</span></p><p class="paraStyle-787b11eb0ca96c660236937ac64f0604"><span><br/></span></p><p class="paraStyle-ee65217fe8d6bd9856343e77d80efa63"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, se está trabajando en la elaboración y actualización de los BRS (Business Recovery Systems) de los principales sistemas de información, para la recuperación y restauración de funciones críticas interrumpidas. </span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, a nivel de aplicativo, sistema operativo y base de datos, se utiliza el par usuario-contraseña como control preventivo. A nivel de dato, se han definido perfiles que limitan el acceso a los mismos. Naturgy está desarrollando un proyecto de definición e implantación de una matriz de usuarios/roles/perfiles para la mejora de la segregación de funciones que asegure la coherencia de acceso a los sistemas y datos.</span></p><p class="paraStyle-df1102a803a297587d8122588fb5c24c"><span><br/></span></p><p class="paraStyle-6be288ca0a9e5710918ed3d42551e0d6"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.41pt;">Control de cambios:</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se ha desarrollado e implantado una metodología de gestión del cambio en base a las mejores prácticas, la cual establece las cautelas y validaciones necesarias para limitar el riesgo en dicho proceso.</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Entre los principales aspectos que se recogen se incluyen los siguientes:</span></p><p class="paraStyle-156ea91703cd801cd573ddc9834e25ea"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Aprobación por parte del Comité Técnico, Comité de Cambios y Negocio.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Realización de pruebas en los diferentes entornos, previo paso a producción.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Entornos específicos para las tareas de desarrollo y pruebas.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8" style="margin-bottom: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Procedimientos de marcha atrás.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">66</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7626d77461a31ddd8a56073770c0b45e" style="margin-top: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.79pt;">Segregación de funciones en la mayoría de los entornos entre los equipos de&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  desarrollo y de producción.</span></p><p class="paraStyle-7626d77461a31ddd8a56073770c0b45e"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.79pt;">Seguimiento y control en cualquier fase de desarrollo.</span></p><p class="paraStyle-7626d77461a31ddd8a56073770c0b45e"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.79pt;">Manuales de usuario y cursos de formación.</span></p><p class="paraStyle-7626d77461a31ddd8a56073770c0b45e"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:10.79pt;">Mantenimiento periódico de la documentación relativa a los cambios.</span></p><p class="paraStyle-df1102a803a297587d8122588fb5c24c"><span><br/></span></p><p class="paraStyle-6be288ca0a9e5710918ed3d42551e0d6"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.97pt;">Operación:</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para garantizar que las operaciones se realizan de forma correcta se lleva a cabo una monitorización a cuatro niveles:</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Todas las interfaces entre sistemas son monitorizadas para asegurar su correcta ejecución.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">A nivel perimetral se dispone de diferentes indicadores de disponibilidad para evitar cortes en las comunicaciones.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Validaciones automáticas sobre los datos introducidos de forma que sean acordes a los esperados en base a su naturaleza, rango, etc.</span></p><p class="paraStyle-a08d08a0559ac7fc8520fcccc0035ce8"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">De las infraestructuras que soportan las aplicaciones. </span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, existe un servicio interno de Help Desk al que los usuarios finales pueden dirigirse y disponer de una herramienta de gestión para reportar cualquier tipo de incidencia.</span></p><p class="paraStyle-df1102a803a297587d8122588fb5c24c"><span><br/></span></p><p class="paraStyle-7c2c22e93053c63c56945fa84f2c8ea4"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.41pt;">Disponibilidad y continuidad:</span></p><p class="paraStyle-ff3adcad0c661173a145e1c86bca5833"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La mayoría de los sistemas cuentan con alta disponibilidad local, teniendo sus servidores redundados ubicados en el mismo CPD, y en algunos casos, en el CPD de soporte por criticidad. La alta disponibilidad de los sistemas de información permite asegurar su disponibilidad en caso de incidencias. </span></p><p class="paraStyle-ff3adcad0c661173a145e1c86bca5833"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, se está realizando de forma periódica una copia de seguridad de los datos, que se mantiene en un lugar seguro temporalmente en base a los requerimientos legales establecidos para cada uno de los sistemas. Los datos se copian y almacenan en ubicaciones diferentes lo que evita la pérdida de información. Para restaurar estos datos, existe un procedimiento específico, si bien no se llevan a cabo pruebas de forma periódica.</span></p><p class="paraStyle-ae5f1a593f98cd34e7f672a27e429fa5"><span><br/></span></p><p class="paraStyle-573903388f635de254ea885dbc6b6722"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:6.41pt;">Segregación de Funciones:</span></p><p class="paraStyle-98604035bcb1954b8a8872940f8f95ff"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El acceso a los Sistemas de Información está definido en base a roles y perfiles que definen las funcionalidades a las que un usuario debe tener acceso. Se utilizan estos perfiles para limitar el acceso de los usuarios a los Sistemas de Información. </span></p><p class="paraStyle-787b11eb0ca96c660236937ac64f0604"><span><br/></span></p><p class="paraStyle-573903388f635de254ea885dbc6b6722"><span>f)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.20pt;">Cumplimiento Regulatorio: RGPD</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy cumple con las disposiciones del Reglamento (UE) 2016/679 del Parlamento Europeo y del Consejo de 27 de abril de 2016 relativo a la protección de las personas físicas en lo que respecta al tratamiento de datos personales y a la libre circulación de estos datos y con las disposiciones de la Ley Orgánica 3/2018, de 5 de diciembre, de Protección de Datos Personales y garantía de los derechos digitales, así como con las restantes disposiciones en materia de protección de datos, al objeto de garantizar la protección de los datos de carácter personal de sus administradores, empleados, clientes, proveedores, accionistas, inversores y demás personas que con ella se relacionan.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy, cuando le corresponde la condición de responsable del tratamiento de datos, realiza cuantas actuaciones son necesarias en orden a cumplir con la legislación en materia de protección de datos entre las cuales destacan, de forma no exhaustiva ni limitativa, las siguientes:</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-d03db19b6e4d8aaaee0a04e3a688cf9b" style="margin-bottom: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Trata los datos personales de manera lícita, leal y transparente.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">67</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607" style="margin-top: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Recoge los datos para fines determinados, explícitos y legítimos.</span></p><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Minimiza los datos objeto de tratamiento.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Actualiza los datos, dotando a los interesados de sistemas sencillos para dicha actualización.</span></p><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Limita los plazos de conservación de los datos.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Aplica medidas técnicas y organizativas apropiadas para garantizar la seguridad, integridad y confidencialidad de los datos.</span></p><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Recaba el consentimiento del interesado para el tratamiento cuando este es preciso.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Establece mecanismos sencillos y adecuados para que el interesado, directamente o través de su representación legal o voluntaria, pueda ejercer los derechos que le reconoce la legislación vigente.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Elige encargados del tratamiento que ofrezcan garantías suficientes para aplicar medidas técnicas y organizativas apropiadas para que el tratamiento de datos sea ejecutado cumpliendo los requisitos de la legislación en la materia. Asimismo, con dichos encargados de tratamiento suscribe contratos en virtud de los cuales el encargado únicamente tratará los datos conforme a las instrucciones del responsable, y no los aplicará o utilizará con fin distinto al que figure en dicho contrato, ni los comunicará, ni siquiera para su conservación, a terceras personas.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Lleva un registro de actividades de tratamiento de datos.</span></p><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Realiza las evaluaciones de impacto que estima oportunas.</span></p><p class="paraStyle-4f73eecd0ebdb8ce3b836c8aca6c6607"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:15.27pt;">Dispone de un órgano colegiado que ejerce de Delegado de Protección de Datos.</span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Realiza las consultas oportunas a la AEPD en materia de transferencias internacionales de datos personales.  </span></p><p class="paraStyle-45a9ce596607a810baf23e47f189dc84"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.47pt;">Realiza auditorias con el fin de asegurar el cumplimiento de la normativa en materia de protección de datos.</span></p><p class="paraStyle-d323e783be1de6ec68ed8fe7cbbc5f44"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En base al artículo 32 del RGPD, donde condiciona las medidas de seguridad a la tecnología, Naturgy adopta las medidas de índole técnica que garantizan la seguridad de los datos de carácter personal y evitan su alteración, pérdida, tratamiento o acceso no autorizado para garantizar la confidencialidad, integridad y disponibilidad de los datos.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy realiza auditorías bienales de sus sistemas de Información con el objeto de cumplir con lo citado en el Reglamento, así como en todos los procedimientos e instrucciones en materia de protección de datos.</span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.3.3.&#160;&#160;&#160;&#160;Políticas y procedimientos de control interno destinados a supervisar la gestión de las actividades subcontratadas a terceros, así como de aquellos aspectos de evaluación, cálculo o valoración encomendados a expertos independientes, que puedan afectar de modo material a los estados financieros.</span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-845bb464e719ae2647764304b5a3f042"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy ha desarrollado una serie de políticas y procedimientos destinados a supervisar la gestión de las actividades subcontratadas a terceros, todas ellas aprobadas por los niveles establecidos en el grupo, entre los que destacan la existencia de una Política Global de Contratación Externa, una Política Global de Calidad de Proveedores y los procedimientos que las desarrollan, y el Procedimiento de Due Diligence de Contraparte (riesgos de corrupción y reputacional).</span></p><p class="paraStyle-290280dd948fd644c5a0d9aef8f0b3b4"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este contexto, Naturgy establece en la Política Global de Contratación Externa los principios generales de necesaria aplicación a todas las contrataciones de bienes y servicios garantizando un modelo homogéneo, eficiente y sostenible para la gestión del proceso de contratación en Naturgy. </span></p><p class="paraStyle-290280dd948fd644c5a0d9aef8f0b3b4" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">68</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Esta Política determina, las responsabilidades de las distintas unidades que participan en el proceso de contratación, estableciendo una serie de disposiciones de obligado cumplimiento que aseguran el control de la contratación de actividades a terceros, entre las que se incluye promover con los proveedores relaciones fructíferas y duraderas, implantando mecanismos objetivos e imparciales de evaluación, selección y seguimiento, siempre velando porque la cadena de suministro cumpla con los principios que establece el Código Ético del Proveedor, al que deben adherirse los proveedores y cuyo contenido emana del Código Ético de Naturgy, de la Política de Derechos Humanos, de la Política de Seguridad y Salud, de la Política Anticorrupción, así como principios de buen gobierno internacionalmente reconocidos. Asimismo, se determina la obligatoriedad de evaluar previamente a la contratación a los proveedores para minimizar la exposición al riesgo de las sociedades, atendiendo a la actividad y el entorno en el que se desarrollan. Para ello se analizan, entre otros, aspectos legales, financieros, calidad, seguridad, medio ambiente y responsabilidad corporativa. En determinados procesos más críticos se requiere un nivel adicional de control, que se denomina homologación, y que se sustenta en evidencias documentales y/o auditorías para asegurar la calidad de los bienes y servicios que se adquieren. </span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la Política global de proveedores y el procedimiento que la desarrolla, se establecen los principios generales de necesaria aplicación para la evaluación, seguimiento y desarrollo de los proveedores, así como de la calidad ofrecida en los productos y servicios adquiridos o instalados, garantizando un modelo homogéneo, eficiente y sostenible en Naturgy.&#160; Se establecen procedimientos y controles para garantizar el cumplimiento de los requisitos exigidos en las especificaciones por parte de los proveedores potenciales y adjudicatarios y adicionalmente se requiere la homologación de aquellos proveedores de determinados servicios o suministros de materiales identificados como riesgo alto (Riesgo Operativo, R. Legal, R. Seguridad y Salud, R. Calidad, y R. Environmental-Social-Governance). El proceso de homologación puede aflorar anomalías que deriven en un plan de acciones correctivas, o en la no homologación del proveedor, lo que le inhabilitaría para desarrollar esa actividad para Naturgy. Asimismo, se determina la operativa para llevar a cabo la medición del desempeño mediante encuestas de satisfacción del servicio sobre la base de proveedores que desarrollan actividades de riesgo alto, poniendo especial foco en los aspectos de Seguridad y Salud, estableciendo, en caso necesario, planes de acción o medidas correctoras.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Unidades de Negocio realizan la supervisión y el control de calidad de sus proveedores para determinar si ofrecen los niveles de calidad requerida en la ejecución de los trabajos. En caso contrario, envían las propuestas de retirada de la homologación/acreditación a suministradores/productos/personas como consecuencia de deficiencias en el desempeño de los servicios o productos.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-845bb464e719ae2647764304b5a3f042"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las principales áreas que afectan a procesos críticos de la información financiera que Naturgy tiene subcontratadas a terceros son:</span></p><p class="paraStyle-98074468653e6e4e8fb75326cd49733b"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Determinados procesos del área de Sistemas</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Procesos de lectura y medida</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Determinados procesos del área de Comercialización</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Operador logístico</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Proceso de nóminas y gestión de personal</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Gestión de obras y mantenimiento de Redes de Distribución</span></p><p class="paraStyle-8f6dfe24c617993e5e70d16161670477"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:33.05pt;">Determinadas actividades de Generación&#160; </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-845bb464e719ae2647764304b5a3f042"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy utiliza a expertos en trabajos que sirven de soporte a valoraciones, juicios o cálculos contables, únicamente cuando éstos están inscritos en los correspondientes Colegios Profesionales, o acreditación equivalente, manifiestan su independencia y son empresas de prestigio reconocido en el mercado.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-845bb464e719ae2647764304b5a3f042"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, Naturgy tiene definido el Procedimiento de Due Diligence de Contraparte que persigue, en general, la cobertura de los principales riesgos legales y reputacionales que intervienen en las relaciones de negocio con terceros y, en particular, la cobertura de los delitos asociados al riesgo de corrupción.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">69</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Además, se realiza la monitorización online de riesgos reputacionales de la cartera de proveedores con relación comercial con Naturgy mediante el uso de una herramienta de Screening para detectar la exposición al riesgo reputacional de las contrapartes y toma de decisiones en función del riesgo detectado en coordinación con la Unidad de Compliance.</span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-f4ee20d05d876849f28f1074c379b2a3"><span><br/></span></p><p class="paraStyle-845bb464e719ae2647764304b5a3f042"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Unidad de Auditoría Interna de Naturgy audita los procesos y la correcta aplicación de las Políticas y Procedimientos de Compras, Proveedores y Due Diligence de Contraparte y, en el caso de detectar incumplimientos, se realizan las correspondientes acciones correctivas.  </span></p><p class="paraStyle-ea8391863ae9284edbb8c487524b4ec5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">  </span></p><p class="paraStyle-165825c6ffe581d705f4c1fab35101be"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.4&#160;&#160;&#160;&#160;Información y comunicación</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe, señalando sus principales características, si dispone al menos de:</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.4.1.&#160;&#160;&#160;&#160;Una función específica encargada de definir, mantener actualizadas las políticas contables (área o departamento de políticas contables) y resolver dudas o conflictos derivados de su interpretación, manteniendo una comunicación fluida con los responsables de las operaciones en la organización, así como un manual de políticas contables actualizado y comunicado a las unidades a través de las que opera la entidad.</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Unidad de Planificación, Control y Administración tiene, a través de la unidad de Planificación Contable, entre otras funciones, la responsabilidad de mantener actualizadas las políticas contables aplicables al grupo. En este sentido es responsable de la actualización del Plan Contable de Naturgy, que incluye los Criterios contables y el Plan de cuentas del grupo, así como del análisis de los cambios contables que pudieran tener un impacto en la información financiera de Naturgy.</span></p><p class="paraStyle-4d9ea865db258cb17654edc98b5d0c1f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La actualización del Plan Contable de Naturgy se realiza con periodicidad generalmente anual. En las actualizaciones se revisan tanto los criterios contables en base a los cambios en la normativa NIIF-UE aplicable como la estructura contable del grupo, asegurando la trazabilidad entre los planes de cuentas individuales de las filiales del grupo y el Plan de cuentas de Naturgy, que sirve como base para elaborar los distintos reportings de la información financiera a suministrar a organismos externos y de la información de Gestión.</span></p><p class="paraStyle-7188069a48460f9e94854d11d8a2474f"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Una vez el Plan Contable se encuentra actualizado, es difundido a todo el personal de la organización a través de la intranet de Naturgy. Adicionalmente, y tras ser publicado en la intranet el plan contable actualizado, se envía una noticia on-line a los usuarios que acceden a la intranet comunicando así esta actualización a todo el personal. </span></p><p class="paraStyle-cb5befa425afb9635ce42f7f64baf55b"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, la unidad de Planificación Contable se encarga de analizar los cambios normativos en NIIF-UE que pudieran tener impacto significativo en los estados financieros e informar a los responsables de Naturgy afectados por dichos cambios normativos. También se encarga de resolver dudas sobre el tratamiento contable de determinadas transacciones que puedan plantear los responsables de la información financiera de Naturgy.</span></p><p class="paraStyle-d7793e2c06e36affcfa306c657c62baf"><span><br/></span></p><p class="paraStyle-8bfd322f3651bc7ddd6f48d1c8a82e89"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.4.2.&#160;&#160;&#160;&#160;Mecanismos de captura y preparación de la información financiera con formatos homogéneos, de aplicación y utilización por todas las unidades de la entidad o del grupo, que soporten los estados financieros principales y las notas, así como la información que se detalle sobre el SCIIF.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El modelo integral de gestión económico-financiera de Naturgy garantiza la uniformidad de los procesos administrativos y contables por medio de la centralización de los procesos transaccionales administrativos y de operativa contable en Centros de Servicios Compartidos Económico-Financieros (Lean Corporate Servicess) y&#160; los procesos de la contabilidad en las unidades de Administración y Seguimiento Operativo de los negocios; así como con la utilización de SAP como sistema de soporte en la mayoría de las sociedades que forman parte del grupo. Las sociedades que no utilizan SAP están obligadas a seguir los criterios fijados por el grupo para asegurar la uniformidad de tales procesos. </span></p><p class="paraStyle-06d0af4eed0092be7cb692eaaae16868"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dicho modelo se caracteriza, fundamentalmente, por:</span></p><p class="paraStyle-882348aa9c9d3977ff25e1e6c204104b" style="margin-bottom: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:3.60pt;">ser único para todos los países y negocios;</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">70</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ff7ed05d2fb99e3430ce9b8791ee6216" style="margin-top: 0;"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:3.60pt;">incorporar los requisitos legales, fiscales, mercantiles y regulatorios de cada uno de los países;</span></p><p class="paraStyle-ff7ed05d2fb99e3430ce9b8791ee6216"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:3.60pt;">incorporar los requerimientos de control interno;</span></p><p class="paraStyle-ff7ed05d2fb99e3430ce9b8791ee6216"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:3.60pt;">ser base para la obtención de la información que se suministra al Personal Directivo y a Organismos oficiales;</span></p><p class="paraStyle-4df853810b2ff365411a6e096707645b"><span>"</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:3.60pt;">apoyarse en un determinado modelo organizativo y en unos procesos y sistemas informáticos económico-financieros únicos para todos los países y negocios;</span></p><p class="paraStyle-03a1bfd5f9d30c5f61a9d33f838e75ba"><span><br/></span></p><p class="paraStyle-52c3887a28cfa0de39f314d40163d532"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los estados financieros NIIF-UE de cada país se obtienen directamente a través de la asignación cuenta local-cuenta grupo y el registro de los ajustes NIIF-UE en el propio aplicativo SAP.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como parte del SCIIF del grupo se han definido mapas de interrelación de todos los procesos críticos para la elaboración de la información financiera de Naturgy. En dichos mapas se detallan, entre otras cosas, los sistemas de información que intervienen en el proceso de elaboración y emisión de la información financiera tanto desde un punto de vista del cierre contable individual como del cierre contable consolidado.</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido, en el proceso de elaboración de la información financiera consolidada y sus desgloses en el ámbito del grupo Naturgy se utiliza el aplicativo SAP BPC, que es una herramienta de SAP para la gestión del proceso de consolidación. </span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La carga de la información en dicho sistema se realiza de forma automática y directa, una vez cerrado el mes.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El uso de estos dos sistemas ayuda en la gestión del proceso de consolidación en tareas como:</span></p><p class="paraStyle-96a3a14365559e4ab63721b49a8ebd3f"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:30.99pt;">Estandarización de la información.</span></p><p class="paraStyle-b669f1f23601ce5127eb45cf048174de"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:30.99pt;">Validación de la información.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La elaboración de la información financiera consolidada se realiza de forma centralizada en la Unidad de Consolidación, lo que asegura la integración, homogeneidad, coherencia y racionalización de los estados financieros consolidados de Naturgy.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, Naturgy cuenta con planes de cuentas locales para dar cumplimiento a los requisitos contables, fiscales, mercantiles y regulatorios establecidos por las distintas legislaciones de los países en que se encuentra presente. Dichos planes de cuentas locales confluyen en un plan de cuentas de grupo, unificado y homogéneo a efectos de consolidación y reporte de la información financiera.</span></p><p class="paraStyle-3947fa1c8ec2b4d5b65dd31a2d369db8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En 2020 se ha adoptado el Formato Electrónico Único Europeo (FEUE) para la elaboración del Informe Financiero Anual individual y consolidado conforme al Reglamento Delegado 2019/815 de la Comisión Europea, de 17 de diciembre de 2018</span></p><p class="paraStyle-fb2e16cb6e215736a4c0ba957febd513"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.5&#160; &#160;&#160;&#160;&#160;Supervisión del funcionamiento del sistema</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe, señalando sus principales características, al menos de:</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.5.1.&#160;&#160;&#160;&#160;Las actividades de supervisión del SCIIF realizadas por la comisión de auditoría así como si la entidad cuenta con una función de auditoría interna que tenga entre sus competencias la de apoyo a la comisión en su labor de supervisión del sistema de control interno, incluyendo el SCIIF. Asimismo se informará del alcance de la evaluación del SCIIF realizada en el ejercicio y del procedimiento por el cual el encargado de ejecutar la evaluación comunica sus resultados, si la entidad cuenta con un plan de acción que detalle las eventuales medidas correctoras, y si se ha considerado su impacto en la información financiera. </span></p><p class="paraStyle-2e4ff1b4ee6f9b64a7b9a0301fe2119c"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Auditoría y Control tiene las competencias que le señala la Ley y las que le sean encomendadas por el Consejo de Administración con carácter general o particular. Entre estas competencias se encuentran las siguientes:</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">71</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-54c63ae1169e320f33c84bcc5fb42047" style="margin-top: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Supervisar el proceso de elaboración, presentación y la integridad de la información financiera relativa a la sociedad y, en su caso, al grupo, revisando el cumplimiento de los requisitos normativos, la adecuada delimitación del perímetro de consolidación y la correcta aplicación de los criterios contables.</span></p><p class="paraStyle-54c63ae1169e320f33c84bcc5fb42047"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Supervisar la eficacia del control interno de la sociedad, la auditoría interna y los sistemas de gestión de riesgos, incluidos los fiscales, así como discutir con el auditor de cuentas las debilidades significativas del sistema de control interno detectadas en el desarrollo de la auditoría.</span></p><p class="paraStyle-cda7e0c40030b740d00ea597a8e62209"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Informar a la junta general de accionistas sobre las cuestiones que se planteen en relación con aquellas materias que sean competencia de la comisión.</span></p><p class="paraStyle-cda7e0c40030b740d00ea597a8e62209"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Elevar al consejo de administración las propuestas de selección, nombramiento, reelección y sustitución del auditor externo, así como las condiciones de su contratación y recabar regularmente de él información sobre el plan de auditoría y su ejecución, además de preservar su independencia en el ejercicio de sus funciones.</span></p><p class="paraStyle-cda7e0c40030b740d00ea597a8e62209"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Establecer las oportunas relaciones con el auditor externo para recibir información sobre aquellas cuestiones que puedan poner en riesgo su independencia, para su examen por la comisión, y cualesquiera otras relacionadas con el proceso de desarrollo de la auditoría de cuentas, así como aquellas otras comunicaciones previstas en la legislación de auditoría de cuentas y en las normas de auditoría. En todo caso, deberán recibir anualmente de los auditores externos la declaración de su independencia en relación con la entidad o entidades vinculadas a esta directa o indirectamente, así como la información de los servicios adicionales de cualquier clase prestados y los correspondientes honorarios percibidos de estas entidades por el auditor externo o por las personas o entidades vinculados a este de acuerdo con lo dispuesto en la legislación sobre auditoría de cuentas.</span></p><p class="paraStyle-cda7e0c40030b740d00ea597a8e62209"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Emitir anualmente, con carácter previo a la emisión del informe de auditoría de cuentas, un informe en el que se expresará una opinión sobre la independencia del auditor de cuentas. Este informe deberá contener, en todo caso, la valoración de la prestación de los servicios adicionales a que hace referencia la letra anterior, individualmente considerados y en su conjunto, distintos de la auditoría legal y en relación con el régimen de independencia o con la normativa reguladora de auditoría.</span></p><p class="paraStyle-cda7e0c40030b740d00ea597a8e62209"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Velar por la independencia de la unidad que asume la función de auditoría interna.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión de Auditoría y Control cuenta, para poder cumplir con sus competencias, con la información y documentación facilitada por las Unidades de Auditoría Interna, de la Unidad de Planificación, Control y Administración, de las unidades de Administración y Seguimiento Operativo de los negocios y del Auditor Externo.</span></p><p class="paraStyle-502311ad4562ad68ecfab22d41047b05"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La función de Auditoría Interna se ha establecido en Naturgy como una actividad de valoración independiente y objetiva, por este motivo la Unidad de Auditoría Interna, reporta a su vez a la Comisión de Auditoría y Control de NATURGY ENERGY GROUP S.A. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Su misión es la de garantizar la revisión continua y la mejora del sistema de control interno del grupo, así como de asegurar el cumplimiento de la normativa externa e interna y de los Modelos de Control establecidos con el objeto de salvaguardar la eficacia y eficiencia de las operaciones, y de mitigar los principales riesgos en cada uno de los ámbitos del grupo. Asimismo, se responsabiliza del informe de la actividad de auditoría interna a la Comisión de Auditoría y Control. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el desarrollo de su actividad, Auditoría Interna lleva a cabo la revisión metódica del sistema de control interno de los procesos del grupo en todos sus ámbitos, así como de la evaluación de los controles y los riesgos asociados a dichos procesos (incluidos los establecidos en el SCIIF y en el Modelo de Prevención Penal), a través de la definición y ejecución del Plan anual de auditoría interna, con el fin de mejorar la eficacia y eficiencia de los mismos. Asimismo, apoya a las direcciones en el cumplimiento de sus objetivos.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">72</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los planes de auditoría interna anuales se elaboran considerando, principalmente, el Plan estratégico corporativo, las áreas de riesgo incluidas en el Mapa de Riesgos, los procesos de la compañía, la Matriz de definición del alcance del Sistema de Control Interno sobre la Información Financiera (SCIIF), los resultados de las auditorías de años anteriores, y las propuestas de la Comisión de Auditoría y Control y el primer nivel de dirección.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo con las Políticas del grupo, está previsto que el Sistema de Control Interno sobre la Información Financiera (SCIIF) de Naturgy se supervise por parte de Auditoría Interna de forma completa en un período de cinco años.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La metodología de valoración de los riesgos está alineada con las mejores prácticas de gobierno corporativo y basada en el marco conceptual del Informe COSO (Committee of Sponsoring Organizations of the Treadway Commission), tomando como punto de partida la tipología de los riesgos definidos en el Mapa de Riesgos de la compañía.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los riesgos son priorizados valorando su incidencia, importancia relativa y grado de control y, en función de los resultados obtenidos, la compañía diseña un plan de acción con medidas correctivas que permitan mitigar los riesgos residuales identificados, con un impacto potencial superior al riesgo tolerable o aceptado establecido.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Como soporte a su función, la unidad de Auditoría Interna tiene implantada una herramienta corporativa en entorno SAP, donde se gestionan y documentan los proyectos de auditoría interna de acuerdo a la metodología definida. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En concreto y en referencia al Sistema de Control Interno sobre la Información Financiera (SCIIF), Auditoría Interna se responsabiliza de:</span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-7eb65ddcfa71185801723c249e3d06f0"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Supervisar el modelo general del Sistema de Control Interno para la Información Financiera y la efectividad de los controles asociados, a través de la ejecución del Plan Anual de Auditoría en un horizonte plurianual (de forma completa en un periodo de cinco años).</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Supervisar el proceso de certificación realizada por los responsables de los controles del SCIIF (de forma completa en un periodo de cinco años).</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">En función del alcance definido, informar a la Comisión de Auditoría y Control de los resultados y de las debilidades detectadas sobre el SCIIF, presentando los principales aspectos detectados en las auditorías internas del SCIIF y su seguimiento, relacionadas con el modelo general y los controles sobre los procesos del SCIIF.</span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En cuanto al Modelo de Prevención Penal, el Área de Auditoría Interna, se responsabiliza de su supervisión anual con el objeto de asegurar de manera razonable la eficacia y eficiencia del Modelo a la hora de prevenir, identificar, o mitigar la ocurrencia de los delitos tipificados en la legislación.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los principales procesos revisados por Auditoría Interna durante 2020 fueron los siguientes: </span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Redes de Gas: Construcción de Redes, Captación y Puesta en Servicio, Mantenimiento de Red, Facturación, Lectura, Atención de Urgencias, Operaciones Domiciliarias, Gestión de Irregularidades.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Redes de Electricidad: Desarrollo de Red, Mantenimiento de Red, Logística, Lectura, Contratación ATR, Facturación ATR.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Generación: Operación y Mantenimiento Activos Generación, Desarrollo y Puesta en Marcha Nuevos Proyectos, Gestión de Activos Generación, Gestión de Almacenes. Desmantelamiento y Cierre de Activos, </span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Comercialización (Gas, Electricidad y Servicios): Captación y Contratación, Gestión de Productos, Construcción y Puesta en Marcha de Instalaciones Energéticas.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Aprovisionamientos Gas: Facturación y Pago de Compras de Gas, Negociación y Contratación.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54" style="margin-bottom: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">GNL: Gestión técnica de buques.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">73</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54" style="margin-top: 0;"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Servicio al Cliente: Facturación, Cobro, Gestión de Impagados, Atención al Cliente, Facturación ATR</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión de la Energía: Estimación de la demanda y Compras de Gas</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión de los Recursos Físicos: Homologación de Proveedores</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión del Control Interno: Seguimiento de acciones correctivas, SCIIF </span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión de los Sistemas de Información: Ciberseguridad, Plan de Continuidad de Negocio</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión de los Recursos Económicos y Financieros: Autocartera, Gestión Económico-Administrativa de las Operaciones, Tramitación de Gastos e Inversiones.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Gestión de Recursos Humanos: Administración y Servicios de Personas</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Revisión Sistema Normativo del grupo</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Canal Código Ético</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Modelo de Prevención Penal.</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Reglamento General de Protección de Datos</span></p><p class="paraStyle-cb9e13ef6f0000a709c469bf8da28a54"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:25.94pt;">Auditoría Continua</span></p><p class="paraStyle-535173f979a493cbb2823759cbe8015b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El 41% de los procesos revisados corresponden al ámbito de España y el 59% restante al ámbito internacional.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Los controles de los procesos anteriores relacionados con la Información Financiera fueron revisados de acuerdo con la metodología de trabajo descrita anteriormente. </span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.5.2.&#160;&#160;&#160;&#160;Si cuenta con un procedimiento de discusión mediante el cual, el auditor de cuentas (de acuerdo con lo establecido en las NTA), la función de auditoría interna y otros expertos puedan comunicar a la alta dirección y a la comisión de auditoría o administradores de la entidad las debilidades significativas de control interno identificadas durante los procesos de revisión de las cuentas anuales o aquellos otros que les hayan sido encomendados. Asimismo, informará de si dispone de un plan de acción que trate de corregir o mitigar las debilidades observadas.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tal y como se establece en el artículo 6 del Reglamento del Consejo: </span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo se reunirá al menos ocho veces al año, y, a iniciativa del Presidente, cuantas veces éste lo estime oportuno para el buen funcionamiento de la Compañía o cuando lo solicite al menos 1/3 de los Consejeros. </span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En este sentido, los miembros del Consejo de Administración, para obtener la información necesaria para el ejercicio de sus funciones, cuentan con la Comisión de Auditoría y Control, entre cuyas funciones está el conocimiento y supervisión del proceso de elaboración de la información financiera regulada, así como la eficacia del sistema de control interno. </span></p><p class="paraStyle-12fe270cfe3f962c6937a4af271a5d31"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">De acuerdo con los Estatutos Sociales de la compañía y el Reglamento del Consejo de Administración y sus Comisiones, la Comisión de Auditoría y Control estará constituida por un mínimo de tres y un máximo de siete Consejeros, designados por el Consejo de Administración de entre los Consejeros no Ejecutivos, y al menos uno de ellos será designado teniendo en cuenta sus conocimientos y experiencia en materia de contabilidad, auditoría o en ambas. Sus miembros cesarán cuando lo hagan en su condición de Consejeros, cuando así lo acuerde el Consejo de Administración. La mayoría de los miembros de la Comisión tendrán la categoría de Consejero Independiente. A 31 de diciembre de 2020 la Comisión está constituida por siete consejeros, tres dominicales y cuatro independientes, siendo uno de estos, a su vez, el presidente.</span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración elegirá al presidente de la Comisión, quien no tendrá voto de calidad. La Secretaría de la Comisión corresponderá a la Secretaría del Consejo de Administración.</span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión, convocada por su presidente, se reúne, cuando es necesario para la emisión de los informes que le competen o cuando lo estime conveniente su presidente o lo soliciten dos de sus miembros y, al menos, cuatro veces al año. La Comisión podrá invitar a sus reuniones a cualquier directivo o empleado que considere conveniente.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">74</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El auditor interno depende funcionalmente de la Comisión de auditoría y control y asiste a todas las reuniones de dicha Comisión, de modo que tiene relación directa con la misma.</span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El ámbito de actuación de la Comisión de Auditoría y Control se extiende a: </span></p><p class="paraStyle-12fe270cfe3f962c6937a4af271a5d31"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-92b5f57fe5e03e88a28674a6bad1476f"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.44pt;">NATURGY ENERGY GROUP S.A. </span><span>&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-9bbf4dc0165ef3faf165c8402bc9e587"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.44pt;">Sociedades controladas por NATURGY ENERGY GROUP S.A.</span></p><p class="paraStyle-4b4547670714fe74a6bc7d77ec7f2640"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">No obstante, la Comisión de Auditoría y Control de NATURGY ENERGY GROUP S.A. es respetuosa con las funciones de las Comisiones de auditoria de las sociedades participadas y por ello no ejerce funciones respecto de los ámbitos de aquellas, las cuales disponen por ejemplo de su propio Servicio de auditoría interna que les reporta directamente. En estos casos, la Comisión de Auditoría y Control de NATURGY ENERGY GROUP S.A. tiene funciones de supervision, pero no de control directo.</span></p><p class="paraStyle-4b4547670714fe74a6bc7d77ec7f2640"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La unidad de Auditoría Interna reporta a la Comisión de Auditoría y Control, de forma recurrente, las acciones tomadas para asegurar que Naturgy cumple con todas aquellas políticas, normas y controles de los procesos establecidos por el primer nivel de Dirección del grupo.</span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El régimen de relación del Auditor interno con la Comisión de Auditoría y control es el siguiente:</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">el Auditor interno jefe tiene una dependencia funcional completa de la Comisión de Auditoría y Control (fijación del presupuesto anual, aprobación del plan anual de auditoría y supervisión de su seguimiento, fijación de la retribución fija, fijación y evaluación de la retribución variable y propuesta al Presidente ejecutivo para su cese y nombramiento) y su dependencia de la Secretaría general sólo lo es a efectos administrativos y de gestión. </span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">el mismo esquema se aplica a los auditores internos en su dependencia funcional completa respecto del Auditor interno jefe, del cual también dependerán jerárquicamente. </span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">ello tiene una excepción en aquellas sociedades del grupo que cuenten con una Comisión de Auditoría propia. En esos casos, la dependencia funcional y jerárquica será de dichas Comisiones, pero el Auditor interno jefe deberá poder darles instrucciones para asegurar que la función de auditoría interna se ejerce de manera homogénea en todas las sociedades del grupo, deberá ser consultado en el cese y nombramiento y la retribución variable de dichos auditores debe ser consistente con la retribución variable de los restantes auditores.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> El auditor interno en particular presenta a la Comisión de Auditoría y Control: </span></p><p class="paraStyle-d64f48ca4cc882c782e5ebe7e537a5e8"><span><br/></span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">El Plan de Auditoría Interna Anual para aprobación de la Comisión.</span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">El grado de ejecución del mismo, así como las principales conclusiones y recomendaciones incluidas en los Informes de Auditoría Interna.</span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">La evaluación de la eficacia del Sistema de Control y evaluación de riesgos operacionales y de Control Interno del grupo Naturgy (incluidos los correspondientes al SCIIF y al Modelo de Prevención Penal), que incluye los Planes de Acción correspondientes para mejorar el nivel de control interno.</span></p><p class="paraStyle-e45a1b72b67eba149b0d9fa2f93f11af"><span></span><span style="padding-left:25.94pt;">El grado de implementación por parte de las unidades auditadas de las medidas correctoras que aparecen en los Informes de Auditoría, especialmente las propuestas por la Comisión de Auditoría y Control. </span></p><p class="Bodytext"><span><br/></span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El auditor externo puede dirigirse en todo momento tanto al equipo directivo (normalmente a través del Director de Planificación, Control y Administración) como a la Comisión de Auditoría y Control (normalmente a través del Presidente o el Secretario de la Comisión).</span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">75</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El auditor externo comunica a la Comisión de Auditoría y Control las debilidades significativas de control interno detectadas durante el desarrollo de la auditoría. Adicionalmente, los auditores externos informan de las principales conclusiones que han alcanzado en la revisión del control interno, sobre la evaluación de riesgos y sobre los planes de acción. </span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, el auditor externo, además de reunirse periódicamente con la Comisión de Auditoría y Control, también se reúne con el Consejo de Administración en pleno con carácter previo a que éste formule las Cuentas anuales.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-1b16bf49a1152853b87f9f38637615a6"><span><br/></span></p><p class="paraStyle-24df90dd4a9ef320b0256f2e2c2912da"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El director de Compliance tiene asimismo capacidad para dirigirse directamente a la Comisión de Auditoría y Control o al Comité de dirección si lo estimara necesario. También puede hacerlo al equipo directivo pues el director de Compliance preside el Comité de Ética y cumplimiento cuyos vocales son miembros del comité de dirección.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="Body-Text-Indent-3"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.6&#160; Otra información relevante.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Tal y como se describe en el apartado F.3.1. anterior, como parte del modelo de evaluación del Sistema de Control Interno de la Información Financiera de Naturgy, se ha definido la realización de un proceso de certificación interna anual mediante el cual, y a través de SAP GRC Process Control, las unidades de Negocio, Servicios y Proyectos implicadas en el proceso de elaboración de la información financiera garantizan que dentro de sus procesos se aplican los controles identificados y que éstos son válidos y suficientes. Además, informan a equipo de Control Interno de Información Financiera, corporativo o del negocio, de las debilidades y/o carencias que detecten, así como de los cambios que se produzcan en sus procesos a fin de valorar si éstos suponen la necesidad de desarrollar nuevos controles o la modificación de los existentes.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Durante el ejercicio 2020, Naturgy ha llevado a cabo el proceso de certificación interna anual, resultado del cual se han identificado cambios en un número limitado de procesos, destacando que dichos cambios no han supuesto la modificación de las actividades de control previamente identificadas, por lo que se consideran cubiertos los riesgos asociados a la elaboración y reporte de la información financiera en los procesos críticos afectados. Las principales magnitudes de este proceso relativo a las actividades continuadas han sido las siguientes:</span></p><p class="Bodytext"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 387.7500000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 192.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 70.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 71.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 53.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-6aaa89b8f588f8eca7fdb69b37f23a3d" rowspan="1" colspan="1"></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span>España</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span>Internacional</span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span>Total</span></p><p class="Bodytext" style="margin-bottom: 0; "><span><br/></span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Unidades de negocio y corporativas</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>206</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>179</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>385</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Procesos identificados</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>55</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>147</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>202</span></p></td></tr><tr style="height: 14.2500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-a1504cc5dbef6bded876ed9f45b725de" style="margin-bottom: 0; margin-top: 0; "><span>Controles certificados</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>872</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1.020</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-4e0aa27cce838d200baf5b9a5b6e0e6f" style="margin-bottom: 0; margin-top: 0; "><span>1.892</span></p></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="Bodytext"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La actividad interrumpida del negocio de distribución eléctrica en Chile abarca un total de 33 procesos críticos de alcance consolidado en Naturgy, con un total de 272 controles certificados por 25 unidades organizativas de negocio. </span></p><p class="paraStyle-dbe7e8fce0eb9ac8b606c908b8880344"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, se han identificado planes de acción por debilidades en la evidencia de controles, que ascienden a 10, de los cuales 3 son en España. Durante el ejercicio 2020 se ha resuelto un 33% de los planes de acción identificados en 2019, surgiendo nuevos planes durante 2020.</span><span class="charStyle-4de3adc39fe919f16ba52ef70b472b63"> </span><span>En la actividad interrumpida del negocio de distribución eléctrica en Chile se han resuelto un 17 % de los planes de acción identificados en 2019 quedando un total de 29 planes de acción a diciembre 2020.&#160; En todo caso, los subprocesos afectados por dichos planes de acción no afectan de forma significativa a la calidad de la información financiera.</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">76</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d4cb822187ba960a5e4261276758eee0" style="margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.7&#160;&#160;&#160;&#160;Informe del auditor externo</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Informe de:</span></p><p class="paraStyle-46569be5bc37bc8ae97f66f90ef923e7"><span><br/></span></p><p class="paraStyle-d4cb822187ba960a5e4261276758eee0"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">F.7.1.&#160;&#160;&#160;&#160;Si la información del SCIIF remitida a los mercados ha sido sometida a revisión por el auditor externo, en cuyo caso la entidad debería incluir el informe correspondiente como anexo. En caso contrario, debería informar de sus motivos.</span></p><p class="paraStyle-2e4ff1b4ee6f9b64a7b9a0301fe2119c"><span><br/></span></p><p class="paraStyle-94339adb3ac2838ab4ec65ae4c5301fb"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Naturgy ha considerado pertinente solicitar al Auditor Externo la emisión de un informe referido a la información relativa al Sistema de Control Interno sobre la Información Financiera (SCIIF).</span></p><p class="paraStyle-2e4ff1b4ee6f9b64a7b9a0301fe2119c"><span><br/></span></p><p class="paraStyle-243683a1963206565e7ac3764257b7b4"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160; </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-ca2d49181173528d6d3db06ccaea1af0"><span class="charStyle-55c90d2d245b958ce5e1ed1c8b475633"> G.&#160;&#160;&#160;&#160;GRADO DE SEGUIMIENTO DE LAS RECOMENDACIONES DE GOBIERNO CORPORATIVO </span></p><p class="paraStyle-a32dc22b407529bae5b2648be32c7e30"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique el grado de seguimiento de la sociedad respecto de las recomendaciones del Código de buen gobierno de las sociedades cotizadas. </span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-4aaa2a53511286f8bd12a8a465f9fd87"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el caso de que alguna recomendación no se siga o se siga parcialmente, se deberá incluir una explicación detallada de sus motivos de manera que los accionistas, los inversores y el mercado en general, cuenten con información suficiente para valorar el proceder de la sociedad. No serán aceptables explicaciones de carácter general.</span></p><p class="paraStyle-a123240ac588a9848e61ffef17fef646"><span><br/></span></p><p class="paraStyle-0eb6d74e98443fd14fd7d31f8455e207"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">1. &#160;&#160;&#160;&#160;Que los estatutos de las sociedades cotizadas no limiten el número máximo de votos que pueda emitir un mismo accionista, ni contengan otras restricciones que dificulten la toma de control de la sociedad mediante la adquisición de sus acciones en el mercado. </span></p><p class="paraStyle-032bb2e97f66f3dbb24fd877cb5e8298"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique </span></p><p class="paraStyle-9242fe945270ad0850bcf21cb79d9ace"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2. </span><span>&#160;&#160;&#160;&#160;Que, cuando la sociedad cotizada esté controlada, en el sentido del artículo 42 del Código de Comercio, por otra entidad, cotizada o no, y tenga, directamente o a través de sus filiales, relaciones de negocio con dicha entidad o alguna de sus filiales (distintas de las de la sociedad cotizada) o desarrolle actividades relacionadas con las de cualquiera de ellas informe públicamente con precisión acerca de:</span></p><p class="paraStyle-71aaa717c3bfd3cd41110216a106d6b4"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.11pt;">Las respectivas áreas de actividad y eventuales relaciones de negocio entre por un lado, la sociedad cotizada o sus filiales y, por otro, la sociedad matriz o sus filiales;</span></p><p class="paraStyle-72dd63cb546b0f9f90d6d4d76093221f"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:8.57pt;">Los mecanismos previstos para resolver los eventuales conflictos de interés que puedan presentarse. </span></p><p class="paraStyle-567fd204e7e989e0cf84fd93c3bb7c63"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;&#160;&#160;&#160; Cumple parcialmente&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable&#160; X</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">3.&#160; &#160; &#160; &#160;  Que durante la celebración de la junta general ordinaria, como complemento de la difusión por escrito del informe anual de gobierno corporativo, el presidente del consejo de administración informe verbalmente a los accionistas, con suficiente detalle, de los aspectos más relevantes del gobierno corporativo de la sociedad y, en particular:</span></p><p class="paraStyle-b629327b5ba46aadc5f2472afddeddc1"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.81pt;">De los cambios acaecidos desde la anterior junta general ordinaria.</span></p><p class="paraStyle-c4d23154baa2e88a78b568442b2aee40" style="margin-bottom: 0;"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.27pt;">De los motivos concretos por los que la compañía no sigue alguna de las recomendaciones del Código de Gobierno Corporativo y, si existieran, de las reglas alternativas que aplique en esa materia.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">77</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-61543a325b1c207232e28a77276b1791" style="margin-top: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160;  X&#160; &#160; &#160; &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-4248b5a4a5b38cddf813893935d071b1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">4.&#160; &#160; &#160; &#160;  Que la sociedad defina y promueva una política relativa a la comunicación y contactos con accionistas e inversores institucionales en el marco de su implicación en la sociedad, así como con los asesores de voto que sea plenamente respetuosa con las normas contra el abuso de mercado y dé un trato semejante a los accionistas que se encuentren en la misma posición. Y que la sociedad haga pública dicha política a través de su página web, incluyendo información relativa a la forma en que la misma se ha puesto en práctica e identificando a los interlocutores o responsables de llevarla a cabo.</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-ee83cef90c4730a07b4aeae3dfc385a7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que, sin perjuicio de las obligaciones legales de difusión de información privilegiada y otro tipo de información regulada, la sociedad cuente también con una política general relativa a la comunicación de información económico-financiera, no financiera y corporativa a través de los canales que considere adecuados (medios de comunicación, redes sociales u otras vías) que contribuya a maximizar la difusión y la calidad de la información a disposición del mercado, de los inversores y demás grupos de interés.</span></p><p class="paraStyle-61543a325b1c207232e28a77276b1791"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160; &#160; &#160; &#160; &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-eab57d8ad9d19029bafee3a88a84264e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">5.&#160; &#160; &#160; &#160; Que el consejo de administración no eleve a la junta general una propuesta de delegación de facultades, para emitir acciones o valores convertibles con exclusión del derecho de suscripción preferente, por un importe superior al 20% del capital en el momento de la delegación.</span></p><p class="paraStyle-974ed23bdd7c2e1e367edb800af37ea6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que cuando el consejo de administración apruebe cualquier emisión de acciones o de valores convertibles con exclusión del derecho de suscripción preferente, la sociedad publique inmediatamente en su página web los informes sobre dicha exclusión a los que hace referencia la legislación mercantil.</span></p><p class="paraStyle-61543a325b1c207232e28a77276b1791"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160; &#160; &#160; &#160;  &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160; Explique&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-eab57d8ad9d19029bafee3a88a84264e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">6.&#160; &#160; &#160; &#160; Que las sociedades cotizadas que elaboren los informes que se citan a continuación, ya sea de forma preceptiva o voluntaria, los publiquen en su página web con antelación suficiente a la celebración de la junta general ordinaria, aunque su difusión no sea obligatoria:&#160; </span></p><p class="paraStyle-4e2c5dde7c785b3f146a7a2441441cf0"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a)&#160; &#160; &#160; &#160; &#160; Informe sobre la independencia del auditor.</span></p><p class="paraStyle-53f49e1af3497a969a0ab7c0df83c185" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">b)&#160;&#160;&#160;&#160;Informes de funcionamiento de las comisiones de auditoría y de nombramientos y retribuciones.</span></p><p class="paraStyle-0acbbeae2a561461cfa30967f94a4da6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c)&#160;  Informe de la comisión de auditoría sobre operaciones vinculadas.</span></p><p class="paraStyle-032bb2e97f66f3dbb24fd877cb5e8298"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160; &#160; &#160; &#160; &#160;  </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">7.&#160; &#160; &#160; &#160; Que la sociedad transmita en directo, a través de su página web, la celebración de las juntas generales de accionistas</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que la sociedad cuente con mecanismos que permitan la delegación y el ejercicio del voto por medios telemáticos e incluso, tratándose de sociedades de elevada capitalización y en la medida en que resulte proporcionado, la asistencia y participación activa en la Junta General. </span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600" style="margin-bottom: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;Explique&#160; &#160; &#160; &#160; &#160; </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">78</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-6dfe59183c305ac90c1e098d6cc3be32" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">8.&#160; &#160; &#160; Que la comisión de auditoría vele por que las cuentas anuales que el consejo de administración presente a la junta general de accionistas se elaboren de conformidad con la normativa contable. Y que en aquellos supuestos en que el auditor de cuentas haya incluido en su informe de auditoría alguna salvedad, el presidente de la comisión de auditoría explique con claridad en la junta general el parecer de la comisión de auditoría sobre su contenido y alcance, poniéndose a disposición de los accionistas en el momento de la publicación de la convocatoria de la junta, junto con el resto de propuestas e informes del consejo, un resumen de dicho parecer.</span></p><p class="paraStyle-6bc9a2944b048fa72f8063058cf39c55"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X &#160;&#160;&#160;&#160; Cumple parcialmente&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">9.&#160; &#160; &#160; &#160; Que la sociedad haga públicos en su página web, de manera permanente, los requisitos y procedimientos que aceptará para acreditar la titularidad de acciones, el derecho de asistencia a la junta general de accionistas y el ejercicio o delegación del derecho de voto.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que tales requisitos y procedimientos favorezcan la asistencia y el ejercicio de sus derechos a los accionistas y se apliquen de forma no discriminatoria.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">10.&#160; &#160; &#160; &#160; Que cuando algún accionista legitimado haya ejercitado, con anterioridad a la celebración de la junta general de accionistas, el derecho a completar el orden del día o a presentar nuevas propuestas de acuerdo, la sociedad: </span></p><p class="paraStyle-5bb0828be2deb7e1cc7448d02d369da2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a)&#160; Difunda de inmediato tales puntos complementarios y nuevas propuestas de acuerdo.</span></p><p class="paraStyle-5bb0828be2deb7e1cc7448d02d369da2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b)&#160; Haga público el modelo de tarjeta de asistencia o formulario de delegación de voto o voto a distancia con las modificaciones precisas para que puedan votarse los nuevos puntos del orden del día y propuestas alternativas de acuerdo en los mismos términos que los propuestos por el consejo de administración.</span></p><p class="paraStyle-5bb0828be2deb7e1cc7448d02d369da2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c)&#160; Someta todos esos puntos o propuestas alternativas a votación y les aplique las mismas reglas de voto que a las formuladas por el consejo de administración, incluidas, en particular, las presunciones o deducciones sobre el sentido del voto. </span></p><p class="paraStyle-5bb0828be2deb7e1cc7448d02d369da2"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">d)&#160; Con posterioridad a la junta general de accionistas, comunique el desglose del voto sobre tales puntos complementarios o propuestas alternativas.</span></p><p class="paraStyle-8fdfd09c2a4538eab9806f49d2b54baf"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; &#160; &#160; Cumple parcialmente&#160; &#160; &#160; Explique &#160;&#160;&#160;&#160;No aplicable&#160;  X</span></p><p class="paraStyle-aa075f508feeba774790d50c1731ab41"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">11.&#160; &#160;  Que, en el caso de que la sociedad tenga previsto pagar primas de asistencia a la junta general de accionistas, establezca, con anterioridad, una política general sobre tales primas y que dicha política sea estable.</span></p><p class="paraStyle-961ad406345666ff8f28ab48f03dacf4"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; &#160; &#160; Cumple parcialmente&#160; &#160;  Explique&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;No aplicable&#160;  X</span></p><p class="paraStyle-aa075f508feeba774790d50c1731ab41" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">79</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">12.&#160; &#160; &#160;  Que el consejo de administración desempeñe sus funciones con unidad de propósito e independencia de criterio, dispense el mismo trato a todos los accionistas que se hallen en la misma posición y se guíe por el interés social, entendido como la consecución de un negocio rentable y sostenible a largo plazo, que promueva su continuidad y la maximización del valor económico de la empresa.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que en la búsqueda del interés social, además del respeto de las leyes y reglamentos y de un comportamiento basado en la buena fe, la ética y el respeto a los usos y a las buenas prácticas comúnmente aceptadas, procure conciliar el propio interés social con, según corresponda, los legítimos intereses de sus empleados, sus proveedores, sus clientes y los de los restantes grupos de interés que puedan verse afectados, así como el impacto de las actividades de la compañía en la comunidad en su conjunto y en el medio ambiente.</span></p><p class="paraStyle-6bc9a2944b048fa72f8063058cf39c55"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">13.&#160; &#160;  Que el consejo de administración posea la dimensión precisa para lograr un funcionamiento eficaz y participativo, lo que hace aconsejable que tenga entre cinco y quince miembros.</span></p><p class="paraStyle-20d21603679b2fe0c2634377ccbc88b7"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple X&#160;&#160;&#160;&#160;Explique&#160;  </span></p><p class="paraStyle-1484f7498d68029644c3731aa56b97e4"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">14.&#160; &#160;  Que el consejo de administración apruebe una política dirigida a favorecer una composición apropiada del consejo de administración y que:</span></p><p class="paraStyle-4dbcfa5bd8ac4aef7f9dda98526aaba6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a)&#160; &#160; &#160; &#160; Sea concreta y verificable.</span></p><p class="paraStyle-4dbcfa5bd8ac4aef7f9dda98526aaba6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b)&#160; &#160; &#160; &#160; Asegure que las propuestas de nombramiento o reelección se fundamenten en un análisis previo de las necesidades del consejo de administración.</span></p><p class="paraStyle-4dbcfa5bd8ac4aef7f9dda98526aaba6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c)&#160; &#160; &#160; &#160; favorezca la diversidad de conocimientos, experiencias, edad y género. A estos efectos, se considera que favorecen la diversidad de género las medidas que fomenten que la compañía cuente con un número significativo de altas directivas.</span></p><p class="paraStyle-aef739c1318ebdadeb90de170f797535"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Que el resultado del análisis previo de las competencias requeridas por el consejo de administración se recoja en el informe justificativo de la comisión de nombramientos que se publique al convocar la junta general de accionistas a la que se someta la ratificación, el nombramiento o la reelección de cada consejero.</span></p><p class="paraStyle-aef739c1318ebdadeb90de170f797535"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La comisión de nombramientos verificará anualmente el cumplimiento de esta política&#160; y se informará de ello en el informe anual de gobierno corporativo.</span></p><p class="paraStyle-fe054f31b59a352e44f92d491de01e75"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; X&#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">15.&#160; &#160; Que los consejeros dominicales e independientes constituyan una amplia mayoría del consejo de administración y que el número de consejeros ejecutivos sea el mínimo necesario, teniendo en cuenta la complejidad del grupo societario y el porcentaje de participación de los consejeros ejecutivos en el capital de la sociedad.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que el número de consejeras suponga, al menos, el 40% de los miembros del consejo de administración antes de que finalice 2022 y en adelante, no siendo con anterioridad inferior al 30%. </span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente X &#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El número de consejeros ejecutivos es 1 y, por tanto, cumple con el mínimo imprescindible</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">80</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Finalmente, en cuanto al número de consejeras, la política de selección de Consejeros vela para que los procedimientos de selección no adolezcan de sesgos implícitos que puedan implicar discriminación alguna, en el marco del pleno respeto al derecho de representación proporcional de los accionistas reconocido por la Ley. La política de selección de Consejeros está encaminada a asegurar una adecuada diversidad en la composición del Consejo de Administración, lo que se ha traducido en que los miembros del Consejo responden a perfiles profesionales y trayectorias diferentes y complementarias entre sí, en el convencimiento de que dicha diversidad redunda en un mejor funcionamiento del mismo. Dentro de este marco el Consejo presta atención a las cuestiones de diversidad de género.</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Compañía comparte el objetivo de incrementar la presencia de mujeres en el Consejo hasta, al menos, el entorno del 30% en 2020 y 40% en 2021 y a tal fin el 100% de las vacantes (tres) que se han producido durante el año 2020 se han cubierto con consejeras, alcanzando un 25%.</span></p><p class="paraStyle-fc25e5d7ffa81ffd89a40d79d598614c"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">16.&#160; &#160;  Que el porcentaje de consejeros dominicales sobre el total de consejeros no ejecutivos no sea mayor que la proporción existente entre el capital de la sociedad representado por dichos consejeros y el resto del capital.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Este criterio podrá atenuarse:</span></p><p class="paraStyle-887a8f609bc4690d34faa25cc8be0598"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a)&#160; En sociedades de elevada capitalización en las que sean escasas las participaciones accionariales que tengan legalmente la consideración de significativas.</span></p><p class="paraStyle-887a8f609bc4690d34faa25cc8be0598"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b)&#160; &#160;  Cuando se trate de sociedades en las que exista una pluralidad de accionistas representados en el consejo de administración y no tengan vínculos entre sí. </span></p><p class="paraStyle-6bc9a2944b048fa72f8063058cf39c55"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160; &#160;  </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">17.&#160; &#160;  Que el número de consejeros independientes represente, al menos, la mitad del total de consejeros.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Que, sin embargo, cuando la sociedad no sea de elevada capitalización o cuando, aun siéndolo, cuente con un accionista, o varios actuando concertadamente, que controlen más del 30% del capital social, el número de consejeros independientes represente, al menos, un tercio del total de consejeros. </span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;X</span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La compañía cumple holgadamente el objetivo de que el porcentaje de consejeros independientes supere el porcentaje de free float. En la Sociedad hay tres accionistas con participaciones iguales o superiores al 20%. Los tres han ejercido el derecho que les reconoce la ley a representación proporcional, por lo que, por imposición legal, es imposible cumplir la recomendación. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En la actualidad el número de Consejeros Independientes es de 5 sobre un total de 12 Consejeros, es decir, representan el 41,6% de los Consejeros, que es un porcentaje muy superior al free float. Por el contrario, los accionistas significativos de la Compañía que ostentan, en su conjunto, el 66,1% del capital, han propuesto un 50 % de los consejeros (en total 6, sobre 12). Mientras ello se mantenga, por respeto al mandato legal de proporcionalidad, el número de Consejeros Independientes no podrá ser igual a la mitad del total de Consejeros. En todo caso, la cifra de 5, aparte de ser cuantitativamente la procedente conforme a la ley, tiene relevancia cualitativa: una modificación del Reglamento del Consejo ha establecido que, para las materias de mayor relevancia, se requiere una mayoría reforzada de más de dos tercios, lo que equivale a una posibilidad de bloqueo del conjunto de Consejeros Independientes.</span></p><p class="paraStyle-7b056b57212bb4035811caeec519c69a"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">18.&#160; &#160;  Que las sociedades hagan pública a través de su página web, y mantengan actualizada, la siguiente información sobre sus consejeros: </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">81</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-03e9c7ddfc937e183fbb987a10afcec7" style="margin-top: 0;"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.81pt;">Perfil profesional y biográfico.</span></p><p class="paraStyle-a767380f0ffe21a4dd96b7ca3fb22111"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.27pt;">Otros consejos de administración a los que pertenezcan, se trate o no de sociedades cotizadas, así como sobre las demás actividades retribuidas que realice cualquiera que sea su naturaleza.</span></p><p class="paraStyle-b9f109f1c6b66eaf530f6d20f3300abb"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.36pt;">Indicación de la categoría de consejero a la que pertenezcan, señalándose, en el caso de consejeros dominicales, el accionista al que representen o con quien tengan vínculos.</span></p><p class="paraStyle-b9f109f1c6b66eaf530f6d20f3300abb"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.82pt;">Fecha de su primer nombramiento como consejero en la sociedad, así como de las posteriores reelecciones.</span></p><p class="paraStyle-b9f109f1c6b66eaf530f6d20f3300abb"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.36pt;">Acciones de la compañía, y opciones sobre ellas, de las que sean titulares.</span></p><p class="paraStyle-6bc9a2944b048fa72f8063058cf39c55"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">19.&#160; &#160;  Que en el informe anual de gobierno corporativo, previa verificación por la comisión de nombramientos, se expliquen las razones por las cuales se hayan nombrado consejeros dominicales a instancia de accionistas cuya participación accionarial sea inferior al 3% del capital; y se expongan las razones por las que no se hubieran atendido, en su caso, peticiones formales de presencia en el consejo procedentes de accionistas cuya participación accionarial sea igual o superior a la de otros a cuya instancia se hubieran designado consejeros dominicales.</span></p><p class="paraStyle-6ee9934eece60edefefed38e92158f9f"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; &#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable&#160; X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">20.&#160; &#160;  Que los consejeros dominicales presenten su dimisión cuando el accionista a quien representen transmita íntegramente su participación accionarial. Y que también lo hagan, en el número que corresponda, cuando dicho accionista rebaje su participación accionarial hasta un nivel que exija la reducción del número de sus consejeros dominicales. </span></p><p class="paraStyle-6ee9934eece60edefefed38e92158f9f"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160; &#160; &#160;  Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">21.&#160; &#160;  Que el consejo de administración no proponga la separación de ningún consejero independiente antes del cumplimiento del período estatutario para el que hubiera sido nombrado, salvo cuando concurra justa causa, apreciada por el consejo de administración previo informe de la comisión de nombramientos. En particular, se entenderá que existe justa causa cuando el consejero pase a ocupar nuevos cargos o contraiga nuevas obligaciones que le impidan dedicar&#160; el tiempo necesario al desempeño de las funciones propias del cargo de consejero, incumpla los deberes inherentes a su cargo o incurra en algunas de las circunstancias que le hagan perder su condición de independiente, de acuerdo con lo establecido en la legislación aplicable.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">También podrá proponerse la separación de consejeros independientes como consecuencia de ofertas públicas de adquisición, fusiones u otras operaciones corporativas similares que supongan un cambio en la estructura de capital de la sociedad, cuando tales cambios en la estructura del consejo de administración vengan propiciados por el criterio de proporcionalidad señalado en la recomendación 16.</span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">82</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-a78a0432331233b70e6d81b39ac991ad" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">22.&#160; &#160;  Que las sociedades establezcan reglas que obliguen a los consejeros a informar y, en su caso, a dimitir cuando se den situaciones que les afecten, relacionadas o no con su actuación en la propia sociedad, que puedan perjudicar al crédito y reputación de esta y, en particular, que les obliguen a informar al consejo de administración de cualquier causa penal en la que aparezcan como investigados, así como de sus vicisitudes procesales..</span></p><p class="paraStyle-6a60e5d86b3bba918dac1f05bf8d8fdc"><span><br/></span></p><p class="paraStyle-7e71a88435187f5204659916134ca618"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que, habiendo sido informado o habiendo conocido el consejo de otro modo alguna de las situaciones mencionadas en el párrafo anterior, examine el caso tan pronto como sea posible y, atendiendo a las circunstancias concretas, decida, previo informe de la comisión de nombramientos y retribuciones, si debe o no adoptar alguna medida, como la apertura de una investigación interna, solicitar la dimisión del consejero o proponer su cese. Y que se informe al respecto en el informe anual de gobierno corporativo, salvo que concurran circunstancias especiales que lo justifiquen, de lo que deberá dejarse constancia en acta. Ello sin perjuicio de la información que la sociedad deba difundir, de resultar procedente, en el momento de la adopción de las medidas correspondientes.</span></p><p class="paraStyle-6a60e5d86b3bba918dac1f05bf8d8fdc"><span><br/></span></p><p class="paraStyle-20d21603679b2fe0c2634377ccbc88b7"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-e66fe3d3ac6692b81d15be0b9f96b8f7"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">23.&#160; &#160;  Que todos los consejeros expresen claramente su oposición cuando consideren que alguna propuesta de decisión sometida al consejo de administración puede ser contraria al interés social. Y que otro tanto hagan, de forma especial, los independientes y demás consejeros a quienes no afecte el potencial conflicto de intereses, cuando se trate de decisiones que puedan perjudicar a los accionistas no representados en el consejo de administración.</span></p><p class="paraStyle-a78a0432331233b70e6d81b39ac991ad"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que cuando el consejo de administración adopte decisiones significativas o reiteradas sobre las que el consejero hubiera formulado serias reservas, este saque las conclusiones que procedan y, si optara por dimitir, explique las razones en la carta a que se refiere la recomendación siguiente.</span></p><p class="paraStyle-86ba28ec720cc9231bf48cb5dffef0e1"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Esta recomendación alcanza también al secretario del consejo de administración, aunque no tenga la condición de consejero.</span></p><p class="paraStyle-6ee9934eece60edefefed38e92158f9f"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160; &#160; &#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">24.&#160; &#160;  Que cuando, ya sea por dimisión o por acuerdo de la junta general, un consejero cese en su cargo antes del término de su mandato, explique de manera suficiente las razones de su dimisión o, en el caso de consejeros no ejecutivos, su parecer sobre los motivos del cese por la junta, en una carta que remitirá a todos los miembros del consejo de administración. </span></p><p class="paraStyle-385ee74c6fa5993ca7e4e93eb697ea00"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que, sin perjuicio de que se dé cuenta de todo ello en el informe anual de gobierno corporativo, en la medida en que sea relevante para los inversores, la sociedad publique a la mayor brevedad posible el cese incluyendo referencia suficiente a los motivos o circunstancias aportados por el consejero.</span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; X&#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">25.&#160; &#160;  Que la comisión de nombramientos se asegure de que los consejeros no ejecutivos tienen suficiente disponibilidad de tiempo para el correcto desarrollo de sus funciones.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que el reglamento del consejo establezca el número máximo de consejos de sociedades de los que pueden formar parte sus consejeros.</span></p><p class="paraStyle-fe054f31b59a352e44f92d491de01e75" style="margin-bottom: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">83</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dado el alto nivel de participación y asistencia a las sesiones de los órganos de Gobierno por parte de los miembros del Consejo, la sociedad no ha establecido hasta la fecha reglas sobre el número de Consejos de los que puedan formar parte dichos Consejeros. </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">26.&#160; &#160;  Que el consejo de administración se reúna con la frecuencia precisa para desempeñar con eficacia sus funciones y, al menos, ocho veces al año, siguiendo el programa de fechas y asuntos que establezca al inicio del ejercicio, pudiendo cada consejero individualmente proponer otros puntos del orden del día inicialmente no previstos.</span></p><p class="paraStyle-d3970f7c70fa9819c96b5454c02aa6c2"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple X&#160; &#160;  &#160;&#160;&#160;&#160;Cumple parcialmente&#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">27.&#160; &#160;  Que las inasistencias de los consejeros se reduzcan a los casos indispensables y se cuantifiquen en el informe anual de gobierno corporativo. Y que, cuando deban producirse, se otorgue representación con instrucciones.</span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160;  X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; Cumple parcialmente &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-e541cd4182f10ab2278f7571654fbb49"><span class="charStyle-0241c4f81f66fb8675345d21a36a5086">28.&#160; &#160; </span><span>Que cuando los consejeros o el secretario manifiesten preocupación sobre alguna propuesta o, en el caso de los consejeros, sobre la marcha de la sociedad y tales preocupaciones no queden resueltas en el consejo de administración, a petición de quien las hubiera manifestado, se deje constancia de ellas en el acta.</span></p><p class="paraStyle-f136eb00cb07e3ba9a4e155b66db0506"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; X&#160; &#160; &#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160; &#160; Explique&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">29.&#160; &#160; &#160; Que la sociedad establezca los cauces adecuados para que los consejeros puedan obtener el asesoramiento preciso para el cumplimiento de sus funciones incluyendo, si así lo exigieran las circunstancias, asesoramiento externo con cargo a la empresa.</span></p><p class="paraStyle-c7903a2c0b6593f9de84250547377de8"><span><br/></span></p><p class="paraStyle-2d80e591c8263f3bec4baff4656e714f"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> Cumple&#160; &#160;  X&#160; &#160; &#160; &#160; &#160; &#160;  Cumple parcialmente&#160;&#160;&#160;&#160;&#160; Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">30.&#160; &#160; Que, con independencia de los conocimientos que se exijan a los consejeros para el ejercicio de sus funciones, las sociedades ofrezcan también a los consejeros programas de actualización de conocimientos cuando las circunstancias lo aconsejen.</span></p><p class="paraStyle-674e18ee1e5fd7f825e7709fe17632d3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;&#160;&#160;&#160;X&#160;&#160;&#160;&#160;&#160;  Explique&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-b9275d5376e7abc747c904bf320f7dd6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">31.&#160; &#160;  Que el orden del día de las sesiones indique con claridad aquellos puntos sobre los que el consejo de administración deberá adoptar una decisión o acuerdo para que los consejeros puedan estudiar o recabar, con carácter previo, la información precisa para su adopción.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cuando, excepcionalmente, por razones de urgencia, el presidente quiera someter a la aprobación del consejo de administración decisiones o acuerdos que no figuraran en el orden del día, será preciso el consentimiento previo y expreso de la mayoría de los consejeros presentes, del que se dejará debida constancia en el acta.</span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; &#160;  X&#160; &#160; &#160; &#160;  Cumple parcialmente &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-dea6692f9ef4451f44e8123f6cece743"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">32.&#160; &#160;  Que los consejeros sean periódicamente informados de los movimientos en el accionariado y de la opinión que los accionistas significativos, los inversores y las agencias de calificación tengan sobre la sociedad y su grupo.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">84</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-d273cea65bde44b6644441ab57718cbf" style="margin-top: 0;"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;&#160;&#160;&#160; X&#160; &#160; &#160; &#160; &#160; &#160;  Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">33.&#160;  Que el presidente, como responsable del eficaz funcionamiento del consejo de administración, además de ejercer las funciones que tiene legal y estatutariamente atribuidas, prepare y someta al consejo de administración un programa de fechas y asuntos a tratar; organice y coordine la evaluación periódica del consejo, así como, en su caso, la del primer ejecutivo de la sociedad; sea responsable de la dirección del consejo y de la efectividad de su funcionamiento; se asegure de que se dedica suficiente tiempo de discusión a las cuestiones estratégicas, y acuerde y revise los programas de actualización de conocimientos para cada consejero, cuando las circunstancias lo aconsejen. </span></p><p class="paraStyle-d273cea65bde44b6644441ab57718cbf"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160;  X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">34.&#160; &#160;  Que cuando exista un consejero coordinador, los estatutos o el reglamento del consejo de administración, además de las facultades que le corresponden legalmente, le atribuya las siguientes: presidir el consejo de administración en ausencia del presidente y de los vicepresidentes, en caso de existir; hacerse eco de las preocupaciones de los consejeros no ejecutivos; mantener contactos con inversores y accionistas para conocer sus puntos de vista a efectos de formarse una opinión sobre sus preocupaciones, en particular, en relación con el gobierno corporativo de la sociedad; y coordinar el plan de sucesión del presidente.</span></p><p class="paraStyle-19bfe36e8e74b684244c84af950a742a"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160;&#160;&#160;&#160;Cumple parcialmente X&#160; Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-7469b6f960255ae77c99bda5b0a1c6c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejero Coordinador tiene atribuidas todas las funciones que se recomiendan (presidir el Consejo de Administración en ausencia del Presidente, hacerse eco de las preocupaciones de los Consejeros no ejecutivos, coordinar el plan de sucesión del Presidente, etc.) excepto la de relación con los inversores.</span></p><p class="paraStyle-1b3da310ce67f9ddcf7e42cca4fa4056"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">El Consejo de Naturgy presta especial atención a las cuestiones relativas a relaciones con inversores, como queda reflejado, entre otros, en el art. 4 de su Reglamento. En esta línea, la Compañía, en el marco del nuevo Plan Estratégico, ha hecho del alineamiento de intereses entre directivos y accionistas un eje sustancial de su actuación. Por ello, el Consejo ha decidido asignar esta función al Presidente ejecutivo, y dentro de la Dirección de Mercados Financieros&#160; que depende directamente del mismo, se ha creado&#160; una unidad específica de Relaciones con inversores</span><span class="charStyle-4b56f573c55767d626e98596d7b5cbb7">.</span></p><p class="paraStyle-1050fd7d5e7c9899f8628f205d0e91d8"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">35.&#160; &#160;  Que el secretario del consejo de administración vele de forma especial para que en sus actuaciones y decisiones el consejo de administración tenga presentes las recomendaciones sobre buen gobierno contenidas en este Código de buen gobierno que fueran aplicables a la sociedad. </span></p><p class="paraStyle-1fb7120cc4c308d978bfc8ef5da8fa93"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160;&#160;&#160;&#160;Explicable&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-6dfe59183c305ac90c1e098d6cc3be32"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">36.&#160; &#160;  Que el consejo de administración en pleno evalúe una vez al año y adopte, en su caso, un plan de acción que corrija las deficiencias detectadas respecto de:</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">a)&#160;&#160;&#160;&#160;La calidad y eficiencia del funcionamiento del consejo de administración.</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">b) &#160;&#160;&#160;&#160;El funcionamiento y la composición de sus comisiones.</span></p><p class="paraStyle-df415bb92fde986d619d7ac92ae8295c"><span><br/></span></p><p class="paraStyle-9c7002d1d7dca3f6811b12e54d42ccfd" style="font-size: 10.0000000000000pt; margin-bottom: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">c)&#160;&#160;&#160;&#160;La diversidad en la composición y competencias del consejo de administración. </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">85</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-668db384ac6218944d68abcc4486e3e8" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-c3bc185ad0ee37aeb998476380cd12a1"><span>i)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:21.25pt;">El desempeño del presidente del consejo de administración y del primer ejecutivo de la sociedad.</span></p><p class="paraStyle-668db384ac6218944d68abcc4486e3e8"><span><br/></span></p><p class="paraStyle-a8f6ad570d69ddf401be62d777f79d14"><span>f)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.34pt;">El desempeño y la aportación de cada consejero, prestando especial atención a los responsables de las distintas comisiones del consejo.</span></p><p class="paraStyle-668db384ac6218944d68abcc4486e3e8"><span><br/></span></p><p class="paraStyle-c66cd91f8f02b089cbfc1cec610e52a0"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Para la realización de la evaluación de las distintas comisiones se partirá del informe que estas eleven al consejo de administración, y para la de este último, del que le eleve la comisión de nombramientos.</span></p><p class="paraStyle-1967c919053b4f5aa973759822bef991"><span><br/></span></p><p class="paraStyle-c66cd91f8f02b089cbfc1cec610e52a0"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cada tres años, el consejo de administración será auxiliado para la realización de la evaluación por un consultor externo, cuya independencia será verificada por la comisión de nombramientos.</span></p><p class="paraStyle-1967c919053b4f5aa973759822bef991"><span><br/></span></p><p class="paraStyle-45ee921fc1eec71cdb3dceeba2c3787c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las relaciones de negocio que el consultor o cualquier sociedad de su grupo mantengan con la sociedad o cualquier sociedad de su grupo deberán ser desglosadas en el informe anual de gobierno corporativo.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El proceso y las áreas evaluadas serán objeto de descripción en el informe anual de gobierno corporativo.</span></p><p class="paraStyle-47aace37e4e210263b0c035429820054"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-31bb2e01e383145c60818037f58d34fc"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">37.&#160; &#160; Que cuando exista una comisión ejecutiva en ella haya presencia de al menos dos consejeros no ejecutivos, siendo al menos uno de ellos independiente; y que su secretario sea el del consejo de administración.</span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">38.&#160; &#160;  Que el consejo de administración tenga siempre conocimiento de los asuntos tratados y de las decisiones adoptadas por la comisión ejecutiva y que todos los miembros del consejo de administración reciban copia de las actas de las sesiones de la comisión ejecutiva.</span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable X</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">39.&#160; &#160;  Que los miembros de la comisión de auditoría, y de forma especial su presidente, se designen teniendo en cuenta sus conocimientos y experiencia en materia de contabilidad, auditoría o gestión de riesgos, tanto financieros como no financieros.</span></p><p class="paraStyle-1fb7120cc4c308d978bfc8ef5da8fa93"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160;&#160;&#160;&#160;Cumple parcialmente&#160; &#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">40.&#160; &#160;  Que bajo la supervisión de la comisión de auditoría, se disponga de una unidad que asuma la función de auditoría interna que vele por el buen funcionamiento de los sistemas de información y control interno y que funcionalmente dependa del presidente no ejecutivo del consejo o del de la comisión de auditoría. </span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160; Cumple&#160; &#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; &#160; &#160; Cumple parcialmente&#160;&#160;&#160;&#160;&#160; X&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La compañía considera más adecuado que la dependencia funcional sea de la Comisión en su conjunto y no del Presidente de la misma, pues las funciones que integran tal dependencia se predican de al Comisión en su conjunto y no solamente del Presidente.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">86</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6" style="margin-top: 0;"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Así, dicha Comisión, fija el presupuesto anual, aprueba el plan anual de auditoría y supervisa&#160; su seguimiento, propone al Presidente ejecutivo su cese y nombramiento. Finalmente, esta Comisión junto con la Comisión de nombramientos, retribuciones y gobierno corporativo establece la&#160; retribución fija del Presidente, y determina, previa su evaluación la retribución variable. </span></p><p class="paraStyle-ca7f6d7ec9ba1e8239f015b4c75611b6"><span><br/></span></p><p class="paraStyle-f47f36c4ff960f092bebaa5326852c2e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La dependencia de la Secretaría general lo es meramente a efectos administrativos y de gestión.</span></p><p class="paraStyle-ddc906d46ab8ffeeedaa3fbf0643f309"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">41.&#160; &#160;  Que el responsable de la unidad que asuma la función de auditoría interna presente a la comisión de auditoría, para su aprobación por esta o por el consejo, su plan anual de trabajo, le informe directamente de su ejecución, incluidas las posibles incidencias y limitaciones al alcance que se presenten en su desarrollo, los resultados y el seguimiento de sus recomendaciones y le someta al final de cada ejercicio un informe de actividades.</span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-b9275d5376e7abc747c904bf320f7dd6"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">42.&#160; &#160;  Que, además de las previstas en la ley, correspondan a la comisión de auditoría las siguientes funciones:</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">1. En relación con los sistemas de información y control interno:</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">a)&#160;&#160;&#160;&#160;Supervisar y evaluar el proceso de elaboración y la integridad de la información financiera y no financiera, así como los sistemas de control y gestión de riesgos financieros y no financieros relativos a la sociedad y, en su caso, al grupo incluyendo los operativos, tecnológicos, legales, sociales, medioambientales, políticos y reputacionales o relacionados con la corrupción revisando el cumplimiento de los requisitos normativos, la adecuada delimitación del perímetro de consolidación y la correcta aplicación de los criterios contables.</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">b)&#160;&#160;&#160;&#160;Velar por la independencia de la unidad que asume la función de auditoría interna; proponer la selección, nombramiento y cese del responsable del servicio de auditoría interna; proponer el presupuesto de ese servicio; aprobar o proponer la aprobación al consejo de la orientación y el plan de trabajo anual de la auditoría interna, asegurándose de que su actividad esté enfocada principalmente en los riesgos relevantes (incluidos los reputacionales); recibir información periódica sobre sus actividades; y verificar que la alta dirección tenga en cuenta las conclusiones y recomendaciones de sus informes</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">c)&#160;&#160;&#160;&#160;Establecer y supervisar un mecanismo que permita a los empleados y a otras personas relacionadas con la sociedad, tales como consejeros, accionistas, proveedores, contratistas o subcontratistas, comunicar las irregularidades de potencial trascendencia, incluyendo las financieras y contables, o de cualquier otra índole, relacionadas con la compañía que adviertan en el seno de la empresa o su grupo. Dicho mecanismo deberá garantizar la confidencialidad y, en todo caso, prever supuestos en los que las comunicaciones puedan realizarse de forma anónima, respetando los derechos del denunciante y denunciado.</span></p><p class="paraStyle-fb8dc4fb826abe1774bca90fc42cb03a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">d) Velar en general por que las políticas y sistemas establecidos en materia de control interno se apliquen de modo efectivo en la práctica.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">2. En relación con el auditor externo:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">87</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; margin-top: 0;"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">a)&#160;&#160;&#160;&#160;En caso de renuncia del auditor externo, examinar las circunstancias que la hubieran motivado.</span></p><p class="paraStyle-fb8dc4fb826abe1774bca90fc42cb03a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b) Velar que la retribución del auditor externo por su trabajo no comprometa su calidad ni su independencia.</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">c)&#160;&#160;&#160;&#160;Supervisar que la sociedad comunique a través de la CNMV el cambio de auditor y lo acompañe de una declaración sobre la eventual existencia de desacuerdos con el auditor saliente y, si hubieran existido, de su contenido.</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">d)&#160;&#160;&#160;&#160;Asegurar que el auditor externo mantenga anualmente una reunión con el pleno del consejo de administración para informarle sobre el trabajo realizado y sobre la evolución de la situación contable y de riesgos de la sociedad.</span></p><p class="paraStyle-b7fa9814bf9f403c9bf86b7538476915" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">e)&#160;&#160;&#160;&#160;Asegurar que la sociedad y el auditor externo respetan las normas vigentes sobre prestación de servicios distintos a los de auditoría, los límites a la concentración del negocio del auditor y, en general, las demás normas sobre independencia de los auditores.</span></p><p class="paraStyle-1fb7120cc4c308d978bfc8ef5da8fa93"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">43.&#160; &#160; Que la comisión de auditoría pueda convocar a cualquier empleado o directivo de la sociedad, e incluso disponer que comparezcan sin presencia de ningún otro directivo. </span></p><p class="paraStyle-1fb7120cc4c308d978bfc8ef5da8fa93"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">44.&#160; &#160; Que la comisión de auditoría sea informada sobre las operaciones de modificaciones estructurales y corporativas que proyecte realizar la sociedad para su análisis e informe previo al consejo de administración sobre sus condiciones económicas y su impacto contable y, en especial, en su caso, sobre la ecuación de canje propuesta.</span></p><p class="paraStyle-abcd1339a6213b90932f5b2208c1f600"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;&#160;  Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">45.&#160; &#160;  Que la política de control y gestión de riesgos identifique al menos:</span></p><p class="paraStyle-1d3c1e0ea5ae0b14008f7d20bae4465a"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a)&#160; Los distintos tipos de riesgo, financieros y no financieros (entre otros los operativos, tecnológicos, legales, sociales, medio ambientales, políticos y reputacionales incluidos los relacionados con la corrupción) a los que se enfrenta la sociedad, incluyendo entre los financieros o económicos, los pasivos contingentes y otros riesgos fuera de balance.</span></p><p class="paraStyle-48cf7c7d996a2e4e778e5ef2b09b946f"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">b) &#160;&#160;&#160;&#160;Un modelo de control y gestión de riesgos basado en diferentes niveles, del que formará parte una comisión especializada en riesgos cuando las normas sectoriales lo prevean o la sociedad lo estime apropiado</span></p><p class="paraStyle-48cf7c7d996a2e4e778e5ef2b09b946f"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">c)&#160;&#160;&#160;&#160;El nivel de riesgo que la sociedad considere aceptable.</span></p><p class="paraStyle-48cf7c7d996a2e4e778e5ef2b09b946f"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">d)&#160;&#160;&#160;&#160;Las medidas previstas para mitigar el impacto de los riesgos identificados, en caso de que llegaran a materializarse.</span></p><p class="paraStyle-ac77fce3072a3dfa8f9c71fc3fdfdf39" style="margin-bottom: 0;"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">d)&#160;&#160;&#160;&#160;Los sistemas de información y control interno que se utilizarán para controlar y gestionar los citados riesgos, incluidos los pasivos contingentes o riesgos fuera de balance.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">88</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-00bad35e77d89a006e23a08cde5ffef2" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">&#160;&#160;&#160;&#160;</span><span>&#160;&#160;&#160;&#160; Cumple&#160; </span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95"> X</span><span>&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple&#160; parcialmente &#160;&#160;&#160;&#160;&#160;  Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">46.&#160; &#160;  Que bajo la supervisión directa de la comisión de auditoría o, en su caso, de una comisión especializada del consejo de administración, exista una función interna de control y gestión de riesgos ejercida por una unidad o departamento interno de la sociedad que tenga atribuidas expresamente las siguientes funciones:</span></p><p class="paraStyle-d0739de23ed1cc428992ebc80731f815" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">a) &#160;&#160;&#160;&#160;Asegurar el buen funcionamiento de los sistemas de control y gestión de riesgos y, en particular, que se identifican, gestionan, y cuantifican adecuadamente todos los riesgos importantes que afecten a la sociedad.</span></p><p class="paraStyle-d0739de23ed1cc428992ebc80731f815" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">b)&#160;&#160;&#160;&#160; Participar activamente en la elaboración de la estrategia de riesgos y en las decisiones importantes sobre su gestión.</span></p><p class="paraStyle-d0739de23ed1cc428992ebc80731f815" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">c) &#160;&#160;&#160;&#160;Velar por que los sistemas de control y gestión de riesgos mitiguen los riesgos adecuadamente en el marco de la política definida por el consejo de administración.</span></p><p class="paraStyle-5a5fccc6a2881ebf34d06b653dc7692d"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">47.&#160; &#160; &#160; Que los miembros de la comisión de nombramientos y de retribuciones o de la comisión de nombramientos y la comisión de retribuciones, si estuvieren separadas se designen procurando que tengan los conocimientos, aptitudes y experiencia adecuados a las funciones que estén llamados a desempeñar y que la mayoría de dichos miembros sean consejeros independientes.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c"> &#160;&#160;&#160;&#160;</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160;  &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;</span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-668db384ac6218944d68abcc4486e3e8"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">48.&#160; &#160;  Que las sociedades de elevada capitalización cuenten con una comisión de nombramientos y con una comisión de remuneraciones separadas. </span></p><p class="paraStyle-b538f0f58e704b42e77a34098930d9f3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;  Explique&#160; X &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; &#160;  No aplicable</span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Compañía estima que, al menos en su caso, no es necesario ni eficaz separar las competencias de la Comisión de Nombramientos y Retribuciones en dos Comisiones, una de Nombramientos y otra de Retribuciones. La existencia de una única Comisión en nada perjudica o limita el ejercicio de las facultades que la ley otorga a la Comisión de Nombramientos y Retribuciones, lo que permite además a la Compañía una optimización de costes en la medida en que con ello se evita el devengo de retribuciones adicionales a los consejeros llamados a formar parte de las dos comisiones desdobladas. La Compañía considera que dicho desdoblamiento podría resultar contraproducente, ya que para la Compañía es relevante la presencia de un número significativo de consejeros independientes en las Comisiones del Consejo. Dadas las restricciones que al número de consejeros independientes impone la legislación vigente en aplicación del principio de representación proporcional, el número de consejeros independientes en el Consejo de Administración es en la actualidad de 5. Para que hubiera un número relevante de consejeros independientes en las dos Comisiones desdobladas, además de en la Comisión de Auditoría y Control(donde han de ser mayoría por disposición legal) habría que imponer a dichos consejeros una sobrecarga de trabajo derivada de una nueva Comisión. </span></p><p class="paraStyle-86f609a4f171ca21eecc7ceae93e1bd8"><span><br/></span></p><p class="paraStyle-cf7f7aba789cc427c130881097979d1e"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente, en el ejercicio 2020 el Consejo de Administración ha decidido crear una nueva Comisión, la de Sostenibilidad lo que reafirma la improcedencia de desdoblar la Comisión de nombramientos y retribuciones.</span></p><p class="paraStyle-86f609a4f171ca21eecc7ceae93e1bd8"><span><br/></span></p><p class="Bodytext" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">89</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-9c3ba6b402e080ad4e0d459a119db47e" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">49.&#160; &#160;  Que la comisión de nombramientos consulte al presidente del consejo de administración y al primer ejecutivo de la sociedad, especialmente cuando se trate de materias relativas a los consejeros ejecutivos.</span></p><p class="paraStyle-e52e31bd86cd80007b73462d638cf020"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y que cualquier consejero pueda solicitar de la comisión de nombramientos que tome en consideración, por si los encuentra idóneos a su juicio, potenciales candidatos para cubrir vacantes de consejero.</span></p><p class="paraStyle-69586256a16454f011be657d711d7078"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; Cumple parcialmente&#160;&#160;&#160;&#160; Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">50.&#160; &#160;  Que la comisión de retribuciones ejerza sus funciones con independencia y que, además de las funciones que le atribuya la ley, le correspondan las siguientes:</span></p><p class="paraStyle-e53ff21819b549227aee652f4bfb6f46"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.36pt;">Proponer al consejo de administración las condiciones básicas de los contratos de los altos directivos.</span></p><p class="paraStyle-a0449af686aacf5f8695bde69aa6fc33"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.82pt;">Comprobar la observancia de la política retributiva establecida por la sociedad.</span></p><p class="paraStyle-a0449af686aacf5f8695bde69aa6fc33"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.36pt;">Revisar periódicamente la política de remuneraciones aplicada a los consejeros y altos directivos, incluidos los sistemas retributivos con acciones y su aplicación, así como garantizar que su remuneración individual sea proporcionada a la que se pague a los demás consejeros y altos directivos de la sociedad.</span></p><p class="paraStyle-2eb0c16551756f3565969c4913b9d80e"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.82pt;">Velar por que los eventuales conflictos de intereses no perjudiquen la independencia del asesoramiento externo prestado a la comisión.</span></p><p class="paraStyle-a0449af686aacf5f8695bde69aa6fc33"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:12.36pt;">Verificar la información sobre remuneraciones de los consejeros y altos directivos contenida en los distintos documentos corporativos, incluido el informe anual sobre remuneraciones de los consejeros.</span></p><p class="paraStyle-ca233531dd9c247a59a970715ecf3c6b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; X&#160;&#160;&#160;&#160; &#160;&#160;&#160;&#160;Cumple parcialmente&#160;  &#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">51.&#160; &#160;  Que la comisión de retribuciones consulte al presidente y al primer ejecutivo de la sociedad, especialmente cuando se trate de materias relativas a los consejeros ejecutivos y altos directivos. </span></p><p class="paraStyle-ca233531dd9c247a59a970715ecf3c6b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-6dfe59183c305ac90c1e098d6cc3be32"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> </span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">52.&#160; &#160;  Que las reglas de composición y funcionamiento de las comisiones de supervisión y control figuren en el reglamento del consejo de administración y que sean consistentes con las aplicables a las comisiones legalmente obligatorias conforme a las recomendaciones anteriores, incluyendo:</span></p><p class="paraStyle-71aaa717c3bfd3cd41110216a106d6b4"><span>a)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.11pt;">Que estén compuestas exclusivamente por consejeros no ejecutivos, con mayoría de consejeros independientes.</span></p><p class="paraStyle-72dd63cb546b0f9f90d6d4d76093221f"><span>b)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:8.57pt;">Que sus presidentes sean consejeros independientes.</span></p><p class="paraStyle-72dd63cb546b0f9f90d6d4d76093221f" style="margin-bottom: 0;"><span>c)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.11pt;">Que el consejo de administración designe a los miembros de estas comisiones teniendo presentes los conocimientos, aptitudes y experiencia de los consejeros y los cometidos de cada comisión, delibere sobre sus propuestas e informes; y que rindan cuentas, en el primer pleno del consejo de administración posterior a sus reuniones, de su actividad y que respondan del trabajo realizado.</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">90</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-72dd63cb546b0f9f90d6d4d76093221f" style="margin-top: 0;"><span>d)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:8.57pt;">Que las comisiones puedan recabar asesoramiento externo, cuando lo consideren necesario para el desempeño de sus funciones.</span></p><p class="paraStyle-72dd63cb546b0f9f90d6d4d76093221f"><span>e)</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:9.11pt;">Que de sus reuniones se levante acta, que se pondrá a disposición de todos los consejeros.</span></p><p class="paraStyle-ca233531dd9c247a59a970715ecf3c6b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable&#160; </span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">53.&#160; &#160;  Que la supervisión del cumplimiento de las políticas y reglas de la sociedad en materia medioambiental, social y de gobierno corporativo, así como de los códigos internos de conducta se atribuya a una o se reparta entre varias comisiones del consejo de administración que podrán ser la comisión de auditoría, la de nombramientos, una&#160; comisión especializada en sostenibilidad o&#160; responsabilidad social corporativa u otra comisión especializada que el consejo de administración, en ejercicio de sus facultades de auto-organización, haya decidido crear. Y que tal comisión esté integrada únicamente por consejeros no ejecutivos, siendo la mayoría independientes y se le atribuyan específicamente las funciones mínimas que se indican en la recomendación siguiente</span></p><p class="paraStyle-6142316f88cde704b2c1712483a53832"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Cumple&#160; </span><span>&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">X</span><span>&#160;&#160;&#160;&#160;Explique</span><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">&#160;&#160;&#160;&#160;</span></p><p class="paraStyle-b74c9350ce314289ff3107d2ae0bc542"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Las Comisiones de Auditoría y Control y Nombramientos, Retribuciones y Gobierno Corporativo, desarrollan algunas de las funciones de supervisión referidas en esta recomendación, y están integradas por mayoría de consejeros independientes.</span></p><p class="paraStyle-b74c9350ce314289ff3107d2ae0bc542"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Adicionalmente el Consejo de Administración de la Sociedad ha creado en el ejercicio 2020 la Comisión de Sostenibilidad, a la que le ha atribuido el ejercicio de funciones de supervisión y control en materia medioambiental y social.</span></p><p class="paraStyle-51642a9b24064560bbd1ab36740e33f8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La Comisión está compuesta por 5 miembros, de los cuales 2 son independientes y uno de ellos preside la Comisión. Se considera que dicho número es suficiente en consideración a las funciones de la Comisión y con el fin de no sobrecargar a los consejeros independientes con la pertenencia a más de 2 Comisiones simultáneamente.</span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">54.&#160; &#160;  Las funciones mínimas a las que se refiere la recomendación anterior son las siguientes: </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">a) La supervisión del cumplimiento de las reglas de gobierno corporativo y de los códigos internos de conducta de la empresa, velando asimismo por que la cultura corporativa esté alineada con su propósito y valores.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">b) La supervisión de la aplicación de la política general relativa a la comunicación de información económico-financiera, no financiera y corporativa así como a la comunicación con accionistas e inversores, asesores de voto y otros grupos de interés. Asimismo se hará seguimiento del modo en que la entidad se comunica y relaciona con los pequeños y medianos accionistas.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> c) La evaluación y revisión periódica del sistema de gobierno corporativo y de la política en materia medioambiental y social de la sociedad, con el fin de que cumplan su misión de promover el interés social y tengan en cuenta, según corresponda, los legítimos intereses de los restantes grupos de interés. </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">d) La supervisión de que las prácticas de la sociedad en materia medioambiental y social se ajustan a la estrategia y política fijadas. </span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">91</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">e) La supervisión y evaluación de los procesos de relación con los distintos grupos de interés.</span></p><p class="paraStyle-8355818112db7060e1f9b0b3c6c5b8af"><span><br/></span></p><p class="paraStyle-5edb329d40fec1bbb4c6df568a3110d3"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple&#160; X&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">55.&#160; &#160; &#160; Que las políticas de sostenibilidad en materias medioambientales y sociales identifiquen e incluyan al menos:</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> a) Los principios, compromisos, objetivos y estrategia en lo relativo a accionistas, empleados, clientes, proveedores, cuestiones sociales, medio ambiente, diversidad, responsabilidad fiscal, respeto de los derechos humanos y prevención de la corrupción y otras conductas ilegales</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519"> b) Los métodos o sistemas para el seguimiento del cumplimiento de las políticas, de los riesgos asociados y su gestión. </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">c) Los mecanismos de supervisión del riesgo no financiero, incluido el relacionado con aspectos éticos y de conducta empresarial. </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">d) Los canales de comunicación, participación y diálogo con los grupos de interés. </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">e) Las prácticas de comunicación responsable que eviten la manipulación informativa y protejan la integridad y el honor.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">56.&#160; &#160;  Que la remuneración de los consejeros sea la necesaria para atraer y retener a los consejeros del perfil deseado y para retribuir la dedicación, cualificación y responsabilidad que el cargo exija, pero no tan elevada como para comprometer la independencia de criterio de los consejeros no ejecutivos.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">57.&#160; &#160;  Que se circunscriban a los consejeros ejecutivos las remuneraciones variables ligadas al rendimiento de la sociedad y al desempeño personal, así como la remuneración mediante entrega de acciones, opciones o derechos sobre acciones o instrumentos referenciados al valor de la acción y los sistemas de ahorro a largo plazo tales como planes de pensiones, sistemas de jubilación u otros sistemas de previsión social.</span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se podrá contemplar la entrega de acciones como remuneración a los consejeros no ejecutivos cuando se condicione a que las mantengan hasta su cese como consejeros. Lo anterior no será de aplicación a las acciones que el consejero necesite enajenar, en su caso, para satisfacer los costes relacionados con su adquisición.</span></p><p class="paraStyle-5380f9451203de5f6ef2e70334f76692" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">58.&#160; &#160;  Que en caso de remuneraciones variables, las políticas retributivas incorporen los límites y las cautelas técnicas precisas para asegurar que tales remuneraciones guardan relación con el rendimiento profesional de sus beneficiarios y no derivan solamente de la evolución general de los mercados o del sector de actividad de la compañía o de otras circunstancias similares.</span></p><p class="paraStyle-3c0cda47e87a14533bfaa9093d7571ba" style="margin-bottom: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Y, en particular, que los componentes variables de las remuneraciones:</span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">92</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7434991b60b65da225ce1fd51d52f9f5" style="margin-top: 0;"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">a)&#160;&#160;&#160;&#160;Estén vinculados a criterios de rendimiento que sean predeterminados y medibles y que dichos criterios consideren el riesgo asumido para la obtención de un resultado.</span></p><p class="paraStyle-7e4408b2485a678436a6e249d26aef0f"><span class="charStyle-be5eeaae80860160bf55c4a50b608d95">b)&#160;&#160;&#160;&#160;Promuevan la sostenibilidad de la empresa e incluyan criterios no financieros que sean adecuados para la creación de valor a largo plazo, como el cumplimiento de las reglas y los procedimientos internos de la sociedad y de sus políticas para el control y gestión de riesgos.</span></p><p class="paraStyle-f957b2a8be215037c9da264adde48ac7" style="font-size: 10.0000000000000pt; "><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">c)&#160;&#160;&#160;&#160;Se configuren sobre la base de un equilibrio entre el cumplimiento de objetivos a corto, medio y largo plazo, que permitan remunerar el rendimiento por un desempeño continuado durante un período de tiempo suficiente para apreciar su contribución a la creación sostenible de valor, de forma que los elementos de medida de ese rendimiento no giren únicamente en torno a hechos puntuales, ocasionales o extraordinarios.</span></p><p class="paraStyle-ca233531dd9c247a59a970715ecf3c6b"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;X&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-af1928737c7a67e10381235d9ea6b507"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En el establecimiento de las remuneraciones variables, el Consejo ha considerado conveniente combinar retribuciones variables con horizontes temporales y métricas distintas: por un lado, la remuneración variable anual cuyas métricas, vinculadas a objetivos operativos, responden a un modelo clásico de incentivo, que encaja con los límites y cautelas previstas en esta recomendación. Por otro lado, se ha establecido una retribución con un horizonte de largo plazo (ordinariamente vence en julio de 2023), que se ha preferido alinear con la rentabilidad que recibiría un accionista, y por ello, no encaja exactamente en los modelos más tradicionales de retribución. El Consejo considera que, en el largo plazo, la mejor y más sencilla métrica del desempeño del Presidente ejecutivo es la referida a dividendos repartidos y variación de la cotización. </span></p><p class="paraStyle-3f91d60a2a0b2cbad58f657d8f5dfa97"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">59.&#160; &#160; Que el pago de los componentes variables de la remuneración quede sujeto a una comprobación suficiente de que se han cumplido de modo efectivo las condiciones de rendimiento o de otro tipo previamente establecidas. Las entidades incluirán en el informe anual de remuneraciones de los consejeros los criterios en cuanto al tiempo requerido y métodos para tal comprobación en función de la naturaleza y características de cada componente variable. </span></p><p class="paraStyle-6b2ffaf4011f9677079bd686d969f9c8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Que, adicionalmente, las entidades valoren el establecimiento de una cláusula de reducción (malus) basada en el diferimiento por un período suficiente del pago de una parte de los componentes variables que implique su pérdida total o parcial en el caso de que con anterioridad al momento del pago se produzca algún evento que lo haga aconsejable.</span></p><p class="paraStyle-620f7c9759a8f8c28db92bdd3fca1ee1"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; X&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">60.&#160; &#160;  Que las remuneraciones relacionadas con los resultados de la sociedad tomen en cuenta las eventuales salvedades que consten en el informe del auditor externo y minoren dichos resultados.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable&#160;  </span></p><p class="paraStyle-4952a2bcaea6a2793a9c10189c3ab375"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">61.&#160; &#160;  Que un porcentaje relevante de la remuneración variable de los consejeros ejecutivos esté vinculado a la entrega de acciones o de instrumentos financieros referenciados a su valor.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> &#160;&#160;&#160;&#160;Cumple parcialmente &#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">93</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">62.&#160; Que una vez atribuidas las acciones, las opciones o instrumentos financieros correspondientes a los sistemas retributivos, los consejeros ejecutivos no puedan transferir su titularidad o ejercitarlos hasta transcurrido un plazo de al menos tres años. </span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Se exceptúa el caso en el que el consejero mantenga, en el momento de la transmisión o ejercicio, una exposición económica neta a la variación del precio de las acciones por un valor de mercado equivalente a un importe de al menos dos veces su remuneración fija anual mediante la titularidad de acciones, opciones u otros instrumentos financieros.</span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Lo anterior no será de aplicación a las acciones que el consejero necesite enajenar para satisfacer los costes relacionados con su adquisición o, previa apreciación favorable de la comisión de nombramientos y retribuciones, para hacer frente a situaciones extraordinarias sobrevenidas que lo requieran.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple&#160; &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">&#160;&#160;&#160;&#160;No aplicable </span></p><p class="paraStyle-51642a9b24064560bbd1ab36740e33f8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El incentivo a largo plazo aplicable al Presidente Ejecutivo y a otros directivos relevantes de la Compañía alinea los intereses de los ejecutivos con el de los accionistas a través de un mecanismo que contempla un diferimiento en el pago del incentivo a más de 5 años desde su aprobación,&#160; por lo que no es necesario añadir un periodo adicional de limitación a la transmisión de acciones cuando se produzca el vencimiento del plan y la entrega de las mismas.&#160; </span></p><p class="Bodytext"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">63.&#160; &#160;  Que los acuerdos contractuales incluyan una cláusula que permita a la sociedad reclamar el reembolso de los componentes variables de la remuneración cuando el pago no haya estado ajustado a las condiciones de rendimiento o cuando se hayan abonado atendiendo a datos cuya inexactitud quede acreditada con posterioridad.</span></p><p class="paraStyle-e2b77ae3a30ef4d0128c52c44f96b94f" style="font-size: 10.0000000000000pt; "><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">Cumple </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1"> &#160;&#160;&#160;&#160;Cumple parcialmente&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-10d753bbef2334d56607bb66b7cbf712"><span><br/></span></p><p class="paraStyle-7c43a42a692cdc64110d54d1dc9471c5"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">64.&#160; &#160;  Que los pagos por resolución o extinción del contrato no superen un importe equivalente a dos años de la retribución total anual y que no se abonen hasta que la sociedad haya podido comprobar que el consejero ha cumplido con los criterios o condiciones establecidos para su percepción. </span></p><p class="paraStyle-b47f97339460af7ee140a0b3127dfe23"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">A efectos de esta recomendación, entre los pagos por resolución o extinción contractual se considerarán cualesquiera abonos cuyo devengo u obligación de pago surja como consecuencia o con ocasión de la extinción de la relación contractual que vinculaba al consejero con la sociedad, incluidos los importes no previamente consolidados de sistemas de ahorro a largo plazo y las cantidades que se abonen en virtud de pactos de no competencia post-contractual</span></p><p class="paraStyle-f998586b427b723c766a0a3549e6acae"><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">Cumple&#160; &#160;&#160;&#160;&#160;Cumple parcialmente </span><span>X</span><span class="charStyle-203d8dc43ee5383dbe05cd5df8d93131">&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160;Explique&#160; &#160;&#160;&#160;&#160;No aplicable</span></p><p class="paraStyle-7a8c7960052c13daa8abec16d5497a15"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">La indemnización debida al cese respeta la mencionada recomendación de dos anualidades sobre la retribución anual total (retribución fija, variable anual y variable plurianual en los términos que se detallan en el informe anual de remuneraciones).</span></p><p class="paraStyle-51642a9b24064560bbd1ab36740e33f8"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Por otro lado, el Presidente ejecutivo tendría adicionalmente derecho a una compensación por no competencia, que es de naturaleza jurídica distinta al del pago por resolución de contrato, pues se trata de una contraprestación por el pacto de no competencia post-contractual que él asume. La cuantía de esta compensación es de una anualidad de la retribución fija.</span></p><p class="paraStyle-1ad25279110805e7beead423d677dad3"><span><br/></span></p><p class="paraStyle-e3cc4e54068b2dbe026f43a3c1fc8a28" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">94</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-351cab90e91a783a27f1af4c8d6893a8" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">H.&#160; OTRAS INFORMACIONES DE INTERÉS</span></p><p class="paraStyle-a32dc22b407529bae5b2648be32c7e30"><span><br/></span></p><p class="paraStyle-0441db071b44a1a574c16e1c534e71ad"><span>1.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.82pt;">Si existe algún aspecto relevante en materia de gobierno corporativo en la sociedad o en las entidades del grupo que no se haya recogido en el resto de apartados del presente informe, pero que sea necesario incluir para recoger una información más completa y razonada sobre la estructura y prácticas de gobierno en la entidad o su grupo, detállelos brevemente.</span></p><p class="paraStyle-c8a11ef6edb55f126aacc29820fe3790"><span><br/></span></p><p class="paraStyle-cca0b6cb0400838dbd47a2a2f6049581"><span>9.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:5.82pt;">Dentro de este apartado, también podrá incluirse cualquier otra información, aclaración o matiz relacionado con los anteriores apartados del informe en la medida en que sean relevantes y no reiterativos.</span></p><p class="paraStyle-2e1a7f15758c36e5499ac9863cb2b3a8"><span><br/></span></p><p class="paraStyle-f74434229fa31e51d672674ef00d9772"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">En concreto, se indicará si la sociedad está sometida a legislación diferente a la española en materia de gobierno corporativo y, en su caso, incluya aquella información que esté obligada a suministrar y sea distinta de la exigida en el presente informe.</span></p><p class="paraStyle-2e1a7f15758c36e5499ac9863cb2b3a8"><span><br/></span></p><p class="paraStyle-cca0b6cb0400838dbd47a2a2f6049581"><span>10.</span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:0.26pt;">La sociedad también podrá indicar si se ha adherido voluntariamente a otros códigos de principios éticos o de buenas prácticas, internacionales, sectoriales o de otro ámbito. En su caso, se identificará el código en cuestión y la fecha de adhesión. En particular, hará mención a si se ha adherido al Código de Buenas Prácticas Tributarias, de 20 de julio de 2010.</span></p><p class="paraStyle-ae0b4d8bbc80b8c996ba27fe1bf30723"><span><br/></span></p><p class="paraStyle-46eb3396fe4cfffbb2d6b9fc2c714264"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Consejo de Administración, en su sesión de 17 de septiembre de 2010, acordó la adhesión de NATURGY al Código de Buenas Prácticas Tributarias. De acuerdo con lo previsto en el indicado Código, se manifiesta expresamente que Naturgy ha cumplido efectivamente con el contenido del mismo y, en particular, que en la reunión celebrada el día 2 de febrero de 2021, el Consejo ha sido informado, a través de la Comisión de Auditoría y Control, sobre la situación y las políticas fiscales seguidas por el Grupo durante el ejercicio 2020</span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-46eb3396fe4cfffbb2d6b9fc2c714264"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Asimismo, el Consejo de Administración, en su sesión de 29 de enero de 2019 y con el informe favorable de la Comisión de Auditoría&#160; aprobó la Estrategia fiscal y Política de control y gestión de riesgos fiscales que regula los principios básicos que deben guiar la función fiscal de NATURGY, así como las principales líneas de actuación para mitigar y guiar el correcto control de los riesgos fiscales. </span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-9fea7057b6be210bd4847552448c2c5b"><span><br/></span></p><p class="paraStyle-a19f0bcd9b852b9fa9e714252e9e0708"><span><br/></span></p><p class="paraStyle-4c432e3485dbec145531c15eb2d41af9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">__________________________________________________________________</span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-10cdf65cdff964fd69818a461e90fcad"><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">Este informe anual de gobierno corporativo ha sido aprobado por el consejo de administración de la sociedad, en su sesión de fecha </span><span class="charStyle-f0b341b189227a1db91cab74ded42cf5">2 de febrero de 2021.</span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-4c432e3485dbec145531c15eb2d41af9"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Indique si ha habido consejeros que hayan votado en contra o se hayan abstenido en relación con la aprobación del presente Informe.</span></p><p class="paraStyle-7cea67f61c74613c84df688dd4549f10"><span><br/></span></p><p class="paraStyle-74e7679fc50cd002ab1bfe5c6b5e3f06"><span class="charStyle-968cd29e80664e9e2f8e7b825f5ed8d1">SI&#160;&#160;&#160;&#160;&#160; &#160; &#160;&#160;&#160;&#160;&#160; &#160; &#160; &#160; &#160; NO&#160; </span><span class="charStyle-7d199f7b524d7bf5ce48f88d7a1ed33c">X</span></p><p class="paraStyle-463cb95346002805892bed48cf4dceda"><span><br/></span></p><div><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 421.5000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 196.5000000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 120.7500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 104.2500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 33.7500000000000pt; "><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Nombre o denominación social del consejero que no ha votado a favor de la aprobación del presente informe</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Motivos (en contra, abstención, no asistencia)</span></p></td><td class="cellStyle-4499086a1d130a49ad8b9d3fdbac5b59" rowspan="1" colspan="1"><p class="paraStyle-7a522e6813d686656274383ce01e1cbf" style="margin-bottom: 0; margin-top: 0; "><span>Explique los motivos</span></p></td></tr><tr style="height: 15.7500000000000pt; "><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td><td class="cellStyle-62f28ee772802fe424282269b5764972" rowspan="1" colspan="1"></td></tr></tbody></table><p class="paraStyle-7b056b57212bb4035811caeec519c69a" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-034f4ac2481dec26af0be3c6b329acdf"><span><br/></span></p><p class="paraStyle-9893d64b773f16ed563883db065059b5"><span><br/></span></p><p class="paraStyle-66edd2241c2e7216ed89a2b217e6c43c" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">95</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div><div id="i78264de57bf543b7bef050ccf886369a_169"></div></div><hr style="display: none; page-break-after: always; "></hr><div class="pageView" style="height: 700.0000000000000pt; padding: 77.0000000000000pt 56.0000000000000pt 63.0000000000000pt 70.0000000000000pt; width: 467.0000000000000pt; "><div style="height: 77.9500000000000pt; left: 70.8700000000000pt; position: absolute; top: 13.6100000000000pt; width: 467.4300000000000pt; "><div style="position: absolute; top: 0; width: 467.4300000000000pt; margin-top: 0;margin-bottom: 0;"><p class="Bodytext" style="margin-top: 0;margin-bottom: 0;"><span><br/></span></p></div></div><div><div style="display: inline-block; vertical-align: top; width: 100.0000000000000%; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-02493d93e1c382ce37499e58e42b6a29" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">NATURGY ENERGY GROUP, S.A.</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">El Informe Financiero Anual de NATURGY ENERGY GROUP, S.A. correspondiente al ejercicio 2020, que contiene:</span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-71ab3c368cc6991db2b39271c5e5a0c0"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">Las Cuentas anuales  Balance de situación, Cuenta de pérdidas y ganancias, Estado de cambios en el patrimonio neto, Estado de flujos de efectivo y Memoria </span></p><p class="paraStyle-25d4f2addce1ec6167321196441bb977"><span></span><span class="charStyle-8a6ae2589766d667d8eb9236ff373519" style="padding-left:11.89pt;">El Informe de Gestión </span></p><p class="paraStyle-ee171a0f4dee133014f8e67932924f5f"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Elaborado siguiendo el Formato Electrónico Único Europeo (FEUE), conforme el Reglamento Delegado (UE) 2019/815, con número de identificación 7CCEB5A31451C9B757A2F65932A02B8F, ha sido formulado por el Consejo de Administración de la Sociedad Naturgy Energy Group, S.A. en sesión de 2 de febrero de 2021 en formato electrónico. A continuación, se firma de conformidad por todos los Administradores, en cumplimiento del artículo 253 de la Ley de Sociedades de Capital.</span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613"><span><br/></span></p><div style="line-height: 1.1500000000000; text-align: center; "><p class="paraStyle-c785b8e436a70be736fe157694447eb6" style="display: inline-block; margin-bottom: 0; margin-top: 0; "><span><br/></span></p><table class="tableStyle-0a1b42d4492b135319942f8f37e88754" style="display: inline-table; vertical-align: text-bottom; width: 468.0000000000000pt; "><tbody><tr style="height: 0; "><td style="padding: 0; width: 248.2500000000000pt; " rowspan="1" colspan="1"></td><td style="padding: 0; width: 219.7500000000000pt; " rowspan="1" colspan="1"></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Reynés Massanet</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Presidente Ejecutivo</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Ramón Adell Ramón</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero Coordinador</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Marcelino Armenter Vidal</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Francisco Belil Creixell</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Lucy Chadwick</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Helena Herrero Starkie</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Dña. Isabel Estapé Tous</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Rajaram Rao</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Rioja, S.à.r.l.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Javier de Jaime Guijarro</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Pedro Sainz de Baranda Riva</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td></tr><tr style="height: 63.0000000000000pt; "><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. Claudi Santiago Ponsa</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejero</span></p></td><td class="cellStyle-4c36f52f9f431d8de4ce91b7a40a4d1c" rowspan="1" colspan="1"><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e" style="margin-top: 0; "><span><br/></span></p><p class="paraStyle-56d88fda9f2267cbd3c951a5cf76436e"><span><br/></span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Theatre Directorship Services Beta, S.à.r.l.</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">Consejera</span></p><p class="paraStyle-a427292af7302bac25a586034e27f24c" style="margin-bottom: 0; "><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">D. José Antonio Torre de Silva López de Letona</span></p></td></tr></tbody></table><p class="paraStyle-c785b8e436a70be736fe157694447eb6" style="display: inline-block; margin-bottom: 0; margin-top: 0; padding-left: 0; padding-right: 0; text-indent: 0; "><span><br/></span></p></div><p class="paraStyle-4dfb7e748373869f1b3c064a5a9e9613" style="margin-bottom: 0;"><span><br/></span></p></div></div><div style="bottom: 6.5200000000000pt; height: 63.7800000000000pt; left: 70.8700000000000pt; position: absolute; width: 453.2600000000000pt; "><div style="bottom: 0; position: absolute; width: 453.2600000000000pt; margin-top: 0;margin-bottom: 0;"><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-top: 0;"><span class="charStyle-8a6ae2589766d667d8eb9236ff373519">96</span></p><p class="paraStyle-37df682f676d89709e5a9d30a2bace06" style="margin-bottom: 0;"><span><br/></span></p></div></div></div></body></html>