Sistem za napovedovanje poplav in opozarjanje
Sistem za napovedovanje poplav in opozarjanje v Savskem bazenu – Sava FFWS močno prispeva h krepitvi organizacij, odgovornih za hidrometeorološke storitve in obrambo pred poplavami v savskih državah. Sava FFWS kot skupna platforma za napovedovanje predstavlja dodano vrednost obstoječim nacionalnim sistemom napovedovanja in opozarjanja ter zagotavlja boljšo pripravljenost in optimizacijo omilitvenih ukrepov, s tem pa pomembno prispeva k zmanjševanju posledic poplav.
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5S/uLRIbx4dKjF89SBSZcxMOkyptlzlP39lpXzMXX2lzh++hJivpiL5Z9FqRRbW/n9Egh08OnqX/DW6CEI6unT8sliWJmbYfiAAAwf0NgzLBDWorauDh11dcExkn1/vZn1ALezc9HJtPkXco6hAYJ6esOskwk+XfML/toUrVRcmoASNamp9FRreHt7IzAwEFwuF1wut0nRwuPxwOO1LDwBFomacFdj+FsboLj6JT6+UI4VgY2DjSafLEXiOHs4cjoi3NVYK8q82pI4k4ZpMdCWiP/1e5z45zcsiN6GE3//hlMHdmPouBmoFQpQyS/H87ISUbO+poUNgdAUbBddAGDjFAxrp2C1xiPN04Jk1LxS7z2iv9mG6G+2wc/XA3G7VsHT3Zn2e2jD75dAaA1b9/0LRzsbpQWNPAwN9GFooC9zvKjkKfb+ewKmHEO4dLaHg42FnKtfU1rOx4+7/0Rne1sUl5a1Oi51kJaWhrCwMBw6pPqXRhwOB2FhYQgLC1Mo86IsrBE1TRFsb4hOejpMh6EwbUmctTeybqaJshALorcCAO5kpGDGRytpt6Z2dHLD8o37Efvzt3hR8QxZN1MREbVUJF4cndywcvsx7N70JbJupqKSX66xbAgRrgQCe7CyNMOxvzcDAJJTMhAyfDYybt6DV+9wAMCcWROxftViGBkp1rxMILR34o6cxfQJo9S2fl19PX6NP4hZ4SMwY/xw7P7nJHzcXZq9xqWzHVYtno2y5xW48yAflVXVOHgmpUVXNCtzU7h0tqcz/CYpKSnBnDlzVL7excUFy5Ytg62tregYNQw0NzdXNA+npKRE5lpjY2NRNofL5cLHx0duqRprRE1CThXeeoODEAdDxA23AQB4mOmJMh4XigRaLQTYJs6a643RppIiuvYhbyYLAJw6sFtUEkYnhQX3sSE6CuZWr/9yl5cWoVYoEAkooaAapcUFtN6XQCBoL8FBfmiouAIA+CP+KKZFLUdefhGqawRE1BAICpCd/xh19fVwUqMQOJ18BUF+XogcFYrIhSvxuKQMZi2Un+UUFGLymMH4av50vKgW4M33voCOjg5MjI2avMaEY4Rrt+4h5qOZmDJmMN3boBUOh4OVK1fC2NgYVVVVOHToEBITE+UKGHlUVVUhMzMTAETlb8bGxuDxeIiMjBRlfVgjaoDGbIZ4LwrFhSIBJp8sZSgq5dAGcVYrFCD2528VavZXBE1mOMShax9UD8nQcTMw46OVOLhvCwAgZPgkPCnMV1umJGL2Z6KemoEjIrA5Zh5OHdgtc96C6K2MCExKeFHzh6QtngkEgmahMjXiBAf5wcqSFG4RCIqQmnEHnq70l21S1AiESEq5ivXL5mHvoUTo6+sjqGd33Mt92OQ1HXV1ETY0BDkPizH90+9w5eY9RIwZgoLHT6Cvp4uiJsrRKiqrMDsiDOt3J7Be1PB4PJGgWb58uUpGA9JUVVXh4MGDSExMxA8//ABbW1t2iRoAWHKxHEsuljMdRqtguzijMgDUS3xrhIemMxzi0LkPedQKBSgvLaJ1TQpHJzcJcRAyfBJsHJwkmvABMDboUlyoUlDGAdo4WJVA0FbEjQIo1NlTQyC0ZdJu3IVLV0e1rf/n4dMIHz4AA/v2wL+Jl2BlZY6zqen4cfmCJq+prhFg5/7j6NhRD4VPnuJNXn8kHD2DBdPGw79b018ibo8/hNyHhaitrUNhSRkcba3UsSVaoDIpubm5tAgacaqqqpCamoqwsDD2iZq2ApvFmYEhBzb2TujmF9QqIcBUhoOCrn1QFsaymZJGsaapTImnbwDiLjAvemuFApw7Fi+TmaEyN+eOxYPr0UOtWTgCgSDL7ztWYGqE+noBCIS2TvqdB3j/7R5qWbvsOR9pGbexZ/WnWPHT7ziTmoHpE0bi2ItLCPTzavbawUH+4M1YgtGDg5F+5x7+8+4kzGphGOeVzCxk5RVh4shQhC/4L/au+xzcLprpr1EVqheGGsZJBy4uLiJ3NEZFTbirMb4JtICJXss+3i/qGvBF6jPGS7faAvoGhhg4MgIJu9aqZTK8OjMc4tC5D7ZlSpiEyoBJD990dHJDYGgYsm6mQiioJqKGQNAA4kYBBAJBdcqfV6DiRTXsrNXzJeWte7lwc+6Mh0Wl2P33CWz86j/Q1VG8l9q1iz0uXM1A3sMibPvqI4Wv69fLF5n3crB+11/Y9OWHqoSuUVauXInExEQcPHgQeXl5Kq/j4uKCsLAwCbtnkqmhAW0QZ0011EeN9pQ5V9EGeyYyHOrYBwVbMiVMQ2XAUpMOyh2+6e7dBwaG8icvEwgEAoHARrJyH6Gro53a1rexNId5JxM42Fiio64u9PU64uXL1z7vV29lN3ltb293eLu7oOBJGW7efQBjjmGL54vjYGuNNzrbNnH2a1auXKnATtRHbm4u0tLSMGbMGPB4PJEBgLj7GQWVzaFczijnM+qPra0tqqqqEBcXh4CAAHC5XGZFTUJOlcTLfewwG/hbG0i89H/ib4b5PqZIfyokWRoWQjIc9MGU4YI0VAbs1IHdcodvzl68mmRpCAQNk5Wdj8iZy5Bx8x4A0ldDICjL/YJC2Nsw13fy9eb/4UWNABxDSafCwidP8cuKRTLnx2zZg4oX1TJDPR8Xl+Knrz9W6t6lpaWIi4tTPmia8Pb2ho+PD6qqqhAbG4uDBw/Cx8cHgYGBoiGcilJVVYVbt24hLi4OqampqKqqEgkf1mRqqPku0uJlbTofbzobwd/agLXzXbRBnKlz9ogmMxx07aM5K2hpNGFxzaThgjw8fQOwfu8lCfczAMQkgEBgAHmuZ9SsmgsnfkVwkB9DkRGeC4CNKcA4L8Cf3e0MjJNeDPxzF1gYBJgz8L1Y/uNiWJkz5xRYV18PvY660NfTkzje0NAg9/xXr16hY8eOMud36NByVZA0JSUliI2NVfo6uoiMjISPz+thp1RzP2XPDEA0h0b6nykrZ+l/lgdrRA2FtHj5xN8MXNOOEL5kODAF0WZxRmAGpg0XmsLRyQ2rdyVp9J4EAkGSmhoh9sQexogh/fDHrytF9s2UK9qe2MPo5edF5tRoGErMbEgB/OyBr0KZjoj9+NsDC481PreFQcDHGhY3uY+foJu7q+ZuKEX0/OloaHgl97M+vp44f1Xyhf2r+dMhrKuTe37/nt1x/XbT5WkUtra2codUahrxgZtNIe6K1pJ4aQrWiBrx+S4bQyyxMUTyBS71CfPzXZSBbeKMykwAwLsLV+G3DcuazFI0l5lgOsNB1z6kMz4XTvyFc8fjJc6n3L4GjohgZE4M3YYLNy4ngevRQyuGqhIIhEaqawTIyy/C9ClvSsyjsbI0w/Qpb2LPviNk+KYGERczzwWNx74mgkZhvg4FBu8Cvk5qfIaaFDfFpeXo38df/Tdqhoy7OXKPB/fykXtc2fOl4fF4Eo30bR3WiBqgcb5L7DAb0aBKin33q1hrjyxNWxNn7QEqUyItXii3r3PH49XiEkdBp+GC9MBMcSiRRyAQXmc6AGDTmiX4aMkaiVkw4khnSTQJx8gQLs4OWLNxD/r07C7qocnKzseajXsQ1NdHpuaeQD/yxAwADHIBQl2Yi0vbCHVpfGZn8xqfoybFzdNnfJibmqjvBi3w3x/3wNrKHJadOkkcT7txGwG+smZHX/+4B6amJrCWKpm7cvNOs/Nr2jOsEjUAWDGcsrWwUZxJZyZU7UthOsNB1z7kIS1eKLcvc6uW06athQ7DhVqhAIfjtskVNAAQPvMTpX4f8vp8SE8NgaBZjIwMMH3yaGzfuR9evcNlPt+y7jOSpVEjTYkZCpKlUR4qW0OhKXHzrKISJibMOXd6cbvg2PnLMj0x1k18WeLu0hlHklJlzrc07yT3fAILRU1boS2Is5ZgOsNBF+KZEnnW0GPf/lArhm9S82UiopZi+IR3sTlmLjx9AxE+czESdq1Tamhmwq51iN/xnczx6HmjibMdoU0gPf+FzbNggoP8cPdqgoT7GQBiEqBGWhIzAMnSqIp4tkYcdYqbihdVGDkgEDoqNNnTxbqlc7Fu6Vy5n3XsqCvTU7NmyftYs+T9Js9XpKemvUFEDaHVMJnhoAvqJb0tZCbsHJ1hamYJT99AlJcWoVYogJ2js8JDMyv55ci6mQpnN28sjNkhmlND9TNpi1glEBSFKkULDvLD8s+iRMdraoRYtGwdAGD9qsWMZkQ83Z2RnryXsfu3FxQRMxQkS6M60tkacdQhbkrL+Ui/ex9hwwa2bqFWsOffk/j7ZDJMjSWzRS+qaxA9f7rM+XsPJ+KvY+cUPp/AQlFDWR/r6TSq6bpXDdiSWYm16XyGI1MOtu9Dkd4LZYZvMpXhoGMfFCHDJ2ksA6GM4QGFtMiQhhIydzJSEDBoDHx6D0D0vNGiPp2h42YoNTQzMDRM4l7U+lk3U5u5ikBoOxgZGaCzgy2SUzJIM34bRxkxAwAu5o2ZBulsA0FxXMyBvOdNf06nuDl35Qaj/TQAsGv/Sbhzu8Lawlzi+Lm062h4JeuKtmv/Cbh0cYStlYXE8QtXMiCsle+K1t5hlahZ098SU9yMJY7p6XTAwh6dYMfR1RqzALbvo6XeC2VgMsNB5z60gfz7t3A4bluzwzjDpszH7k1fIu3sIQQMGoOh42bg1IHdcHbzxujIuQqVnlFi9d+9P6Ifb5xI2FAZuNmLV5MsDaFNID3/5fjpS4j+RtZMY8QQ2SG0mqKsnI8PP/keXy+bIzFoU9zogCkTg7aAsmKGIu954ws3Qf3QIW7MTU1g3slUPQEqyNthg/HPyWQ851dIHLc0kx/X1LE8/Hn0LCoqKyWOm3CIMUhTsEbUBNsbYrCjoUxGg8p4DHY0RLC9IZKLlfivDgNowz6o3gtqLkprp8NrMsMhDt37kM76tJQZaQ3KGh5QmZ3S4oJmS8j0DQzx3pK1op/fW7JW4mdFoHql8u/fwqK3ZV/mxM0MNDGYlEBQF738vDBn1kRs37m/2fOk7ZQ1zbNnlaJBm14eLpg6+0uRUxuTgksRTp5JRS8/L1aKrrznQOguIL+ZbAGBPVDi5rd0IGlmY6ZHUYpKy5F5Lwerftrd8skqIhDWoquDTZOfz4kcgzmRY5r8XLqnZnb4KMwOH9Xk+aSnRhbWiBp7ji5M9HSQW1kvUaJFDa105HSEPUeXwQgVQxv2YWDIgY29E7r5BbVaCDAJnfvIupkm4zxGvdSzqa/Gxt6pyRIySvg8LyuREGO1QgF2b/oSpcUFRIAQCGIYGRlg24bP8U30fLk9NWzAytIMf+9di0XL1klklZi0mZYmKztfxsSAgoqTjbiYA+lzGzMAG1IAPru/M233mBk2ZmoWqpCp+eDtseAF9VRPYFpKQ0MDzp5Jx/Wr2ch5UIjy8grU17+EoZEB7Ows0K27MwKCusHbh8t0qArDGlFTXP0SL+pegWvaEZ/4m0lkOLimHVEmeIXiaoYmVyqBNuxD38AQA0dGIGHXWloavjWZ4RCHrn3UCgU4dyxeJm5qX8q4hrWG5p6jdGanOVorxpS5F4HQFpB2QmMbRkYGWL9qMQBg+879mDNrIuPGBRQ1NUKs3/KHXEEDAMs/i2KF8GoKc8PGpvWFQcqJGxdzYCazcxy1nl3pzffUULRGzIjj5dpV9YuVoL6e/e+qJ45dxl9xSejS1Raub3SFf6/uMDMzha6uDoTCWpQ95aOgoAi/bD0ESytTTJk2FO4eXZgOu0VYI2qSiwU4UyjAFDdjLOzRCQt7SPpwnykUsL70DNCOfVTyy5Gway0yUs/IbfBXpqSIyQwHXfugytikG+Mpa2pFXcNaA53PcezbH6K6qlJkvxwwqOl0N4FAYCdUz4y8gaDbd+4XlcwxnbGprhEgL78IMV/MxQfvvSWR8Vrx/Q7siT2MXn5erBBgzaGsuMl7TiydW0NSXss9SXSJGaYxNzPB5P98AzRQRxrE/xHC2jq4u3SGQFiLjvr6AIDNe/5BZnYuyvkvoPP/hlPi/4sOQFFJGXp0c1c6nhAgnOQAACAASURBVB83JODRozJMCOfBsbOsS62BgT4cO9vAsbMNgvr1QEZ6Fv67/DfMmDUSw0b0Vfp+moQ1ogYAllwsx5PqlxKuYQCzQytVoa3soyXYkuFoLVQZW2rSQbmN8e7efZRyDVMWup+jIccEUz/4CpY2DtgcMw9j324fRgoEQmug7JunTx4t0bfCtGjQFly5nWFlaYbgID88LipBTY0QrtzOWuccp4y4+W8SEDpTs/G1FZoTNG1FzACArq4Opo0f+f8/vX4fFB+X87ziBWoEQpy7fAP9+/RADy833LiXB27XLvD2MoKujk7jiQ1iuuj//8mD66RUPOtWx6G+7hWmTG26V0caP39PODja4MD+RNTXv8So0UFK3VOTsErUAI29J2yxPW4NbN4HXeVFTGc46NoHVcZ26sBuuY3xsxevVqswU9dzDJ+5GHaOziJnOr/AwbTGTSC0JdZu2oPtO/djQP+eSDx7WZQhOX76Er6I2aLxci+qJI7K2Eyf8iamRrx+ERGfocMxYu7NjxIy5y9ex8QwHniD+iJk+GxRJmnOrImMxqcqioibpLzGPyRboxxJTVhhtxUx86j4KV6+eoWGhgZ06NABnq7OLV8EYFBgY8/Pq1evoEMJGQV5WPgE1VVVzZ7zv9+Oo+qFEOMmKP8uYGtriYlvDcMf/zsMWzsL9O4jWx3DBlgnagjaA9MZDjrx9A3A+r2XZGbeaMIkQJ3PMWT4JLh6+WNDNLuanwkENlFWzkdySgZivpiLkUP7Y+rsL0UZmp9++ZOV2QYjIwMM6N8Te/YdYTy2Tz6ajkXL1mH/wURMDOOJHOX8fD2waP5UVj03ZWlJ3JBsjfJIZ2naipihcOlih8g3Q7Fi005YmCtmI+3p6ozhAwIBQCRoNu9W7EtbW0sLPCh4hK++/6zJc65dvYdLFzMxK2qCQmvKw8rKDKPGhGDH9kPw8eXCwEBf5bXUBRE17QTKGaulAY+A4r0oTGQ41LEPCkcnN6zepfnBA3Q9x6YyV0zti0DQRu7ey8Px05cYzzDIm6EzLWq5zHlssHSmXOQotm34XOLntkBT4oZka5RDPEvT1sSMOCsXvosjZ1NhZa5Y2eqMz77H7excZOUUAAA66uri3fCRCA3wU+j6FR/PgINN0+86sX+cRujgvtDX11NovaZwd3dC7oNH+CsuCVPfGa709ba2sj08dGBs3DgbklWihprlIt6HQvGirgFfpD5DQk7z6TWCZmEyw9GWYONzFDcvWBC9FQBwJyOFlplABAKb4BgZwsXZAdHfbBMN3xzQvyfWbtqD6G+2IeaLuRrvqQkO8kPMF3PlDgMVh+kZOu0NeeKGZGsU5+skdooZvkCA2Bu3cPJ+LjKflKD0RRVeNjTAzNAA7tZWCOU6Y6K3F7rbNj2HRpo3BwUqfO7dY7+pErZCXErOhK6uLry60WPNHNTfDz/9GIfx4QNgbGyk1LW2traIjIxEXFwcLbEAQGRkJLjcxr2xRtQE2xtispuxXEGjbbBRnKnTpleTmYC2bDfMpozKhRN/iXpxxDl1YDcsbRwQPnMxA1ERCOrByMgAi+ZPRcrlTGTcvIc5syZiYhgP+w8mYs6sifjko+mMxLX8syiRo5h0Tw2TUH0+ALBpzRJ8tGSNXJc2cfx8PRC3axU83RXrL2A70uImvRjwt2c6KnaTXtyY0fpnMnvEDACsOXcRa85fRH9XV/g4dcGoXv6wNOZAp0MHVAqEePjsGe4WFmH07lgMc+NixbDBsDMxZjpshTmblAEfX+Vd0pqiUydj+Pq6Ifn8TQwfqfyXrpMnT4aPjw9iY2Nx65bqRkYuLi6YPHkyAgNfi0fWiBpqaOU9fh14B4qZDkdl2oI4u3E5CVyPHlo/pFFb9kGV1Hn6BkqIBWpoJgCNZkcq+eU4dzweQ8fNwIyPVuLgvi0AGvtznhTmI+tmKir55ax/rgSCMni6OyM9ea/EsakRoxgXEi3N0Dl5JhW9/LxYn63JuHkP67f8wZr5OnRBiRtCy/jbs0v4VQiEeOevA6htaMCK8WGwN+skc46poQG6O9iju4M9xvfyx8H0Gwje/ht+nRiGQVz2C/SXL18h43o2hgylt0zV9Y2uuHY1WyVRAwA+Pj5YuXIlSkpKkJmZidzcXOTm5gKAXKHj7e0NAOByueByufDx8ZFbysYaUZOQU4W33uDAzUwPwfaGjM9yURVtEWfSgx7FoXpRtAG69qHIOpp+idc3MISljYNG5uQoQq1QgPLSIkZjIBDaI1nZ+YicuUzugEvK0ECTSAutlgaXUpmdvPwixk0NCAQAqHv5EuF7/4S9pSUm9emp0DU6HTpgXE8/OFqYY8Lv8fh7WgTrhU1uTiEcHG1a3UsjTZeutjh9MqXV69ja2oLH49EQUSOsETUAcKW0FoF2BogbLluzqC09NdogzmqFAhyO2yb3BR4Awmd+ovALPJNigK59tLSOupAeuJmRegbxO76TOU/TVsymZpYYOCICm2Pm4dSB3WKfNJajLYjeSrI0hDaJtHhgQ8lUTY0Q67f8IVfQAI0lamzP0lC4ODtopb0zoe0x78ARWHTqpLCgEaevizM+GAzMTjiIs+/PQOdOijmcMUFpKR8WFvTHZ2pqDIGgFoKaWhgasccFTTkjbDUS7mqMqG7y+1C0jSultbAy1EHccBs8eqerxJ+7U7og3JXZWkxqLkpE1FLsOJwFv8DBiIhairgLpYiIWopzx+JRK2xZjDElBijo2of4OnEXSmX+fL4uXi0v8VyPHhg6bkaL5w0cEaHQ/Sv55fh2cQQiQ2yQsGtdq2ILGT4JMVsPyxxfEL0VIcMntWptAoGNJKdkwKt3uIR4yLh5D169w5GcksFYXNU1AuTlFyHmi7l4mncaI4b0w+87VqCh4gpivpiLPbGHUVMj1GhMZeV8jJywACMnLMC9+wUYOWEBOnTqI/fPyAkLADRmc7Zt+JxkaQiMs+f6DWSWPsXUoL4qr9HXxRmhXh5YfOQkjZHRj1BQS3uWhsKIY4DqanZ9cc+qTA0A1pdttYQ2iTM7R2eYmlnC0zcQ5aVFqBUKYOforHC5k7gYYLJxvLX7oDITdzJSUCsUaKzMS9/AEO8tWYvJ738ut6emNcTv+A7xO76Ds5s3FsbskBjqqSievgGIu1BKSzwEApupqRFiT+xhmcwMlbnZE3sYvfy8GH0hd+V2Frm0UYMuXbmdWTlDh0BgKy9fvUJM4nm8HxrS6rXC/H2x8uBRHLiThXHd2DmMUldXB69evVLL2g0NDWpZtzWwRtRoQ9mWMrBZnFEC4E5GCgIGjYFP7wGInjdaVGo0dNwMhYY9MiUGxO9Pxz4AwNXLH//u/RHTh3SV+UzdZXR0ObqJr0OVtuXfvyWafUM1/jPdm0MgsA0qGxI+lidRaubp7ozwsTxGhQMlZHJyH4sGbk6LWo7tO/cDACPzdJTtqSEQ2MLPl6/Bw94WHnb0zEsZ7tMdP6VcYa2oMTXloKpKPe/TNdVCGBuz632CVeVn/tYGsOfosrZsSxEScqqQ/lSITno6CLZn1y9bnLAp8wEAaWcPSZRBObt5Y3TkXIVffF29/JF96wqmD+mKyBAbiT/fLo5AJb9cbXsA6NlHJb8cuzZ+zlgZHdBYyvfLmk+QdTNNooxM1WdIZVniLpSKZsyUFhdAKKiWez51z28XR6Do4QPR/Zv78+nMUBQW3G/VvgkENkAJh4R/E5GVnS86npWdj4R/ExntBTEyMsA30fORnJKB5JQMTAzjYc6siQAae34WzZ9KsjQEgoLszchEsPsbtK0XwHVG/nM+bj1hZ1WDrb0Fysr4tK9bUVEFY2NDGBiyp58GYFGmpq1AiTMTvQ6sNjygSp8o3luyVuJnRWCDGKBjHxRMltEd3LcFpw7sRje/IGRePY+M1DMAGs0DYn/+VukMi7QJAQB4+gbSmm3Kv38Lh+O2kewPQesxMjLA9MmjsX3nfnj1Dpf5fMu6zxgVDtKZkW0bPse2DZ8zFo80NTVCLFq2Dp0dbLH8syiR21lwkB+WfxbFdHgEAgDgcUUlCp5XwNvRgdZ1/bt2QeKDXHjbKT6YU1M4OlqjtrYOlRVVMO1EX2Kg8HEJXN0caVuPLlgjahJyqhh/0SeoBtM9Na2F6TK6Sn45sm6mIiJqKfwCedgcM1dU8nbi798U7g2i5t1QggiAwj010iVwLZXDUfeisj9E1BC0neAgP9y9miBjnXzhxK8IDvJjMDL2s3bTHmzfuR9zZk1ETY0QT8ueo7ikDNHfNFrqE2FDYAMZRU/gbmtN+7rONla4/Ji94w78e7rh3r189O7TnbY1c3Mewb+X8r266oY1oqatoC3ijA4rZqbFAEDPPqhhkxmpZ6QsjJVbhw4KC+4jI/WMUv1A8tCUS5mNvVOr4iS0fahv7Y+fvoSYL+ay+gVX3gBOphB/bs1Bzalhyta5rJyP5JQMid+tp7szLp36DYuWrUNySgbKyvlaYztNaLs85PNhbWJC+7p2nTrhUhZ7S7EHDOyBPbtP0CZqXryoxvVrWfjgo/G0rEcnRNS0Q+iyYmZaDDBtKU0XBoYc2Ng7iRzLAKCbXxAO7tuC+B3fISJqqULPkC7DAUAxsUjXvQjth+hvtiH6m22smP9CoJfHRSWoqRGKyvQo8wUCgS1U19ZBV1eX9nWN9fVRKdSsrboy+Pdyxz/7zyP9ehb8e7be0ODSxQyMGdsfnTqx7wtNImraIZQVs7a7YdG1DzrFgCroGxhidORcZN+6gvz7tzB03AwEDBqDtLOHMHTcDJEZgqZoK2KRwA7E+0GSUzIQMny2aP4L0OjetX7VYsab3aUHb4rDRDZE/Ln9EX8Ue/YdkYiByuRMn/Imo1kQK0szTJ/ypoQjmzi/71hBsjQEVqCnq4OGBvrtjRsAdOjA7jEeU6YNxTcxe9C1qx2srM1VXuf2rRzk5xZiwcIJNEZHH0TUtEOozEA3v6BWCRqmxQBd+2ADjk5uWL0rSeJYyPBJKpWQSWdZlJ1V01ZEL4F9BAf5oaHiCoDGF/VpUcuRl1/E+JyVmhoh1m/5Q66gYZqycj727DsiI14oMbFn3xGMHNqfUeEwNWIUXJwcETJ8tsTx33eswNSIUQxFRSBIYsnhoKa2lvZ1XwiFMDNk9/9Peno5YcrUIfj3nyRMihimkmlAzoNH+Gd/Ir6KeRcGBuoZ6NlaiKhph+gbGGLgyAgk7FoLv0CeRnpF1EFb2QedyHM9o2bVxGw9DE/fgBbXaEtikcAuqEyNOMFBfox/k0+VSrElayQPafFCiR22IC5YCQQ2wrUwRxG/gvZ1n/Ar4GqpevZDU4waHQShsA77/jiKN8cMQJeudgpfm5F+D8ePJmPJsrfR3cdFjVG2DlaImthhNghxMMS++1VYcrEcn/ibYb6PKfR0GtN5F4oEmHySnR7g2kglvxwJu9YiI/UMokbL1ldqsjG+NbSVfdBFrVCAc8fiZTIzVObm3LF4cD16tChUiFgk0Im8hne29dRQc2oG9O/JOkEjXt5l7TJE5nNS3kUgKIa/gx3uPilF/ctX6KhL35jGh2XlGNCZXptodTF+4gBYWnbCju2H0DfAGwFBvjBsZtZMeTkfl5IzUF7Ox9crZ8Hdo4sGo1UexkXNmv6WCHF4/ZIV7mqMqG6vBQ0AhDgYInaYDeuFDRFnhNZw4cRf2BwzT+KYMi5mVNlYYGiYRKmZo5MbAkPDlLKGJmKRoA7YWo5EzalZ8f0Oxku55EE9s2lRyyWOa4Pd9Mkzqejl58W6Z0pofxjp6SGU64xrBQUI4NKXbUh/+AjLB/SjbT11MzDUD94+Lvgr/iw2/vA7fHzfgGNnO1hamcFAXw+1tXV4Wvoc+fmFyM15jDHj+uOtyKlMh60QjIqaYHtDDHZsfMGihMCa/pYw0euA4uqX+PhCOfrZG2C+jynczPQQbG+I5GIBkyE3iTaJM6Z7YeiirewDkC9oAIiOKSJsqLKx1KSD6McbJ5GpSU06CHfvPsR+maBxpAdHspGycj5WfL8Dx09fkpsNYdo2GWgUNmwUhIBiJgsEAhuY3MMbP1/LoE3UpOXmw9ncjJWDNwEgL7cYZWV8dHWyg63t6xI5K2szzPlgLCZPHYIraXeRnfUQV9IKIBDUwsBQH126WGPIsJ4I6j8NenqyUqG05DnKyviwd7CCuTn9NtmqwqiosefowkRPB8XVL/FPTjUAoLdNYxrsPr9OJGAmuxnDRE8H9hz6rfjooC2Js/aKvMGVFOrOTFDW2NL3EZWNHY9XqAyMKhs7dWA3Fr0t+63R7MWrFeqRaUtikUBoK0gLB7aU8LVksrD8syiSpSGwhsl+PvghORVX8wvQ29mp1esdu3kLXw8eQENk9JKfV4z069k4cigV9vZWeHD/Ed6aPBjjJoRInGdmZowhw3pjyLDeCq8dvy8Rh/69CAcHa3RxsoW5uTEGhvrB2cWe7m0oDePlZ+KEuxrDkdMRda8acKWUfocKdaGt4qy1LllsobX7qBUKEPvzt3IFjSYZOCJCQriIl40piqdvANbvvSQzY0ZRkwACoT3C9mySPIMFyhab6RI0ymQh5ou5+OC9tzB19pcIDvLD8s+isOL7HdgTexi9/LxY16tEaL/EDB2Ejw4dh5utDcyMjFRe58/LV+FvZ4Owbh40Rtc6KvhV2LrlH9zOzIO3rxs++DASAPD8WSUOHzyHvNxizIp6E6YqzJh5/Pgpdv96FNXVtZjzQQRMTIzw7FkFjh6+gBPHLiNiymCEjQume0tKwaioKa5+iRd1r2BlqIN+9gaw4+jCRK8DXtQ1ILeiHgCwwNcU9hxdFFe/RHH1SybDVRhtEGd0uGQBzGY4AHr2wbSFsamZJQaOiJDJyFBlY2Pf/lCpZyjPHppOblxOAtejB+mpISiF+Iv57ztWAADOX7zOWrcxtlBTI8Se2MMyJXCUAQNbRIMrtzOsLM0QHOQnGsTpyu2M5JQMxi27CQRxRnq4YVbvJ9h25jw+HjYYhnrK2xMfuZGJvJKnODGLPb0mG3/4E1cuZ8HdwwkffBgJQ7G/c+YWppj6zmgkJV7GgnkbMH7iAIwYFQAjTst/L4uKynDsSBpOHkvDwNA+GB3WQ/SZhUUnTIoYhgvnr+OvuCR4+3Lh6uqolv0pAqOiJrlYgPv8OthzDLGwRyfR8fSnQhRXv8SVSY6irMaZQgFrS7a0TZzR5ZLFdIaDrn0wYWHclBiU15ivaPkZnUhnv8ShxCqBoCjUTBpptu/cj84Otlj+WZTGY5LnytYUTPbUUJmQ5ubUMCkaKCFz/uJ1TAzjgTeoL0KGzxYN4pwzayI4RsQansAulg4KRnVdHVYfPYmZIf3gZGmh8LWxaVfw+Gk59k2eCI4KgohuBIJarF61FzoddPFWxHA4uzTtxBbK64tu3q64nHoLcftOo1cfT/j2cEVXJ1tYWJhCV1cHAkEtSkv5yH1QiBsZOXj8qAS+fh6Yv2AyTEwlMzzp1+7i5at66Og04NNlb8PV1RHnkjLQP8QHHTvKr0q6lZkLV1dHhQSVsjBefjb5ZCkSx9nDw6zxX4x7/DpRI31F3StYvdLBlsxKrE3nMxlms2ibOKPLJYvpDAdd+yAWxpLUCgU4HLdNrqABgPCZn7T7Z0RQHGqeCjUDZu2mPQAaG99zch8jOSUDZeV80nfRBJTd9JqNe9CnZ3dRD01Wdj7WbNyDoL4+jIuGTz6ajkXL1mH/wURMDONhzqyJ2L5zP/x8PbBo/lSSpSGwkpihoXAyM8Mn/xzCW739Mdy7G/Q7Nv1afPNRIf5Nv4Hu1pY4OnMKjPWbtkLWJKtW/g4LC3MM5vVV6Hw7OyuMGTsQQ4YF4n52ATLSc5F0Oh0vXtTg5atXMNDXQyczE1hZmaFnr26YFDFc7jq5OY9x7uxVfLz4LXTubI0zidfx46b90NHRwf6/zmHDjwtkrvln/3nE/nEauro6GDykJ3hDe8P1DfoyO4yLGgDgHShW6jgb0SZxRpdLFtNDGluzD2UyJeooo1NXM74iGZaW9kGJxYiopRg+4V1sjpkLT99AhM9cjIRd6xTOgBEIzVFTI8TjohLG7i/dR/NH/FHs2XdEIiNDNedLZ0k0CWU3vX3nfnj1Dpf5fMu6zxgXDUZGBti24XPRz9s2fC7xM4HAVqL69kSoqzNWn7uID/+IR5CrC1xsrGFragI93Y6oEgrx6NkzZD4qRMOrV1gcEoTIHt5Mhy1i92/HYGRopLCgEcfIyAC+Pdzh28NdpXtn3szG29OH4mFBCU6fvIb6+gaMn8CDvYM1fvoxDrk5ReC6SmaNjh1Jxaz3xoPDMUJGehY2rP0Tvn6ueG9umEoxSMMKUdNW0BZxRpdLFtMZDrr20VZoKcOiLHaOzjA1s4SnbyDKS4tQKxTAztFZ4QwYgQBIDo+kSpIaaSxHY8PwSCqbJC1ePN2dET6Whz37jjA6vyY4yA93rybI2CYzbRJAIGgTyfkPUVpVBX8He7hYvLY3drOyxM8TxuC/Q0Nx/N4DXC0swsXCIgjr62FhaAhvOxtMHz4Yoa7ybaAvPypETV0dBnI160RY8uQZTh67jA8/nqzR+1IIBLWwtjbHqRNXoK9vCN6Q1w5qvr7uOHP6Griur3ueLyVnwtLCDHZ2VgCAkAE94ehog9MnU2iLiVFRE+5qjG8CLWCi16HFc1/UNeCL1GdIyKnSQGRtH1VdspjOcEij6j7YaFvcWhc38QxL+MzFKsdBCZk7GSkIGDQGPr0HIHreaJw6sBsAMHTcDDLvhkVQvSHFJWUSFr81NUIsWrYOeflFrJix4uLkKOPgxbZhnNLiJSs7Hwn/JsLe1orhyBoFVnryXqbDIBC0jvN5BbjyuAj/S78BRzMzpOYdwrfDeXg/oJfEeQ6mJpjZ2w8zeyv2RQFfIEDU34eQXfYMJgb6sDbmYCjXBR/2Uz5rogrnkjLg39MTRgyVn+rr6+HK5SyMDx+Atd/HYmDoa1HTw98Dv/68H9evZqOmRghjEyNUVwsQOljy2WTevI+xE+hzTCOZmnaMul2yNEVb2AcdLm6Ui9qdjBTUCgWtyqSETZmP3Zu+RNrZQwgYNAZDx83AqQO74ezmjdGRc0mWhoWwxeK3KYKD/NBQcYXpMOQink2SN3xzCQuySWxGkeGb5PkRNM39snIsOnwC2WXlCHrDFV+PGwMAePPZc2w7fxEZxU/w/cghMFGhN+bQ3XtYcuw0+rg447/jG1/KMx4+xr/Z9/HPnSx8GNQH47t70bofaa5dvYcBAxWfL9NaCgtLcfdOLurr6tGlqz14QwPw0+Y4TJk2FDY25si6mwdPr8ZslpmZCf6z5B2Ul/FhaGSAmmoBrKzNJdarrKhC1t08fPY5fZkmVomatp6NSRxnD0dOR63eIxszHKpAZZwA4N2Fq/DbhmVNuripO+NEl4sbALh6+ePfvT9i+pCuMp8psw99A0O8t2St6Of3lqyV+JnAPpZ8/A4qKl8gZPhs/L5jBSaG8ZgOCcDrTBI1u4SCyiQBYIWtM5UxknZpY4tIlOcgx4bYWhq+SSAwwZTY/TiR/QAhbm/g+7cmSHzWxcIc0WGjsC/1Cnw3bsei4EBE9e2pkJNZUk4eNqdcQXZZOSID+qCnUxfRZ35dO8Ova2dcL3iEz46fwaqkZOx+axy8bKxp319p6XMU5D+BY2db2teWR8b1LJw+lYqxE0JgbGyIlIu3ceL4RTi72KNDB8DG1hwP7j8UiRoKS6vGLzM4HNn3l1uZD2DvYAV9A/oc5BgVNdSLPVWCZqLXARtDLLExpPGla9/9Kiy5WM5kiK0i2N4QG0MsJYZtvqhrYDAiAhuhy8Wtkl+OXRs/b3VPjXiJYWtL2Qiaw9SEg9UrPkJnB1tMi1qOJR9nMx1SsxgZGaCzgy2r5phMjRjFqnI4ihXf70D0N7I26pSAZTJm8eGbTFhzEwjiFFe+QGRsAiw7meKbiWFwMJOfIezQoQPeDuqLwDe4OHbrLmISz2GY+xsY5OIETxsrWHM40OnQAXyBALnPnuPy4yIkPshFR11dhHi44Z2BsiVTRXw+zmZlIy0nH1YcI5gY6KtF0ABAXk4RnJzt1bK2NNXVAhw9koxvV78PoaAWV65k4euV7yL73iN0dbLFrl+PIjenGGPGDpK4TiisQ1FhKaqqaqCrqwNLSzPY2r3+UrVPgDdKSsqw9vtYfPLZ62yNQFCLjOv3Edivu9KxMp6pScipkshaiDuITXEzxhQ3YwCNbmJsa7iXR3N9QheKBCJHNE1DV2aC6QwHXfeXzjgxmX2iy42Ogk4hEr/jO8Tv+E7p/h4Ccyz/LAqu3M6ib/VHDJE10dAE4sM2AeD46UtyX8yZik9bKCvnIzklo+nhmwybGFCle+cvXkdNjZAV4pTQPhHW12PS3r/QrYsjxvj5KnTNGzbWeCM0BG8L+iDj4WOcyH+IfZm3USEQoqGhARx9fViaGKOrpQWiBoXA2Ur2fUJYX4+/rlzHhewHeD+gF/47cwo8rK2QXlSMvek3UVj5AjV1ddDT1YWNMQdvWFqiTxcHlcreKAryn8DeXj2CSZqM61kYNNgPtbV1WL1qHxwcrLDiq90YNyEEx4+kIfveI7w97U3o6TVKisePSnDl8i3cuZ0Ld48usLAwRV39S1xMTkd93Uv07O2FvgGNc2zGjh+Mo4cv4Ic1cQgbF4wzp6/h7Jl02Npa4PjRNETHzFQqVsZFjTTiwiV2mA1CHBq/nXbkdES4qzEry7aaEjLF1S+RWiLEOBcOo4KGwG7ocnGjq6dGXPBRvT5Ufw8AxuYSERRnasQo9OnZHZEzlzEWQy8/L9G8kuZg0i5ZGnEh9vuOFQCA8xevs6I8rrnhm0zTp2d3rNm4Bxw72W+vSU8NQVMsOXoKna0sFRY04pgaGiLE/Q2EuL+h1HW3C4uw+2Iqxni44c6ieXjEr8QvadeQIj7P5wAAIABJREFUcOsuzIwM4WJtiU5GHHTsqIv6l69wveQpCtNv4lbREwzkOmOqnw/e8lU+I/GwoAT2DnZKX6cKN29kY+Enk3Di2BUEBvkiqH8PZKTfw7YtB9DQ0IApYoLm/LlruHb1DiIiB2Ppl1Ogry9ZWnYv6yES/jyLuH3H8OaYATA1Ncao0SFI+PMkNqz7Ez4+bvjgw0jU1ddj168H8PLlS+jqyh/iKQ/WiRrxTI04hdX1rBQ00kiLlzX92TGkkK7MBNMZDnXdn475Lq1BVRc3cSr55Th3PB4ZqWdETmXiqLIPT98AxF1o/Pf5wom/sDlmHkqLC4ilM4uQnrdCwbRbFjW75Jvo+XJ7atiGvJ4VANi+cz86O9gyFru4eBHPyDRlQ61pysr5+PjTtaSnhsAod0qe4p87WfghUnaWk7q49CAXv56/iJ8njsEoDzd8fiIRf928g2HeXlg2egRsO5k2ee3LV69wOa8AP6ZdxYaLqfiKNxDDlRBURUXl8OmhXiMCALh7JxdW1p1gZ2eJ82czsHDxNACAn78H/Pw9UFdXLxI0x44ko/5lHdZvXgAzM2O563l4dsWyL6fhr7gk/Bl7AlOmjYKRkSHC3xomcy7XtTMST13DsBGKu8kxLmqaK9fSxp6aEAdDPHqnsUn7RV0DLj0RMBwRoSXonu+iKmx0cZPnyubpG6jxmUQE7aUp0cUmKIEwZ9ZErF+1GGs37QHQmPHKyX2M5JQMlJXzGREPVGzHT1+S68x2/PQliVJDprIipKeGwCTxN29hoLsb9JT4Vr81XM7Lx++X0nBwxmTodtBB/22/wcPeDmsiJsBQAcMBXR0dBLm6IMjVBZdz87Hg4HFM9fdBNG+gQvcvefIMVlbq/3v+9OlzdPdxwR97TsLP30MmY00JmqtXbuPFiyqsWDVb3jIyTIoMRV1dPY4fvYjxE+Wb2vTw80BRoXIagFVzarTV/Uy8L0h8TyZ6HTCsixGARrETO8yGNSVotUIBdm/6EpY2DgifuVjUq0JNjleESn45dq5firdmfSrRa0G9CGsiw0HHPqhGfW0vq6LLmU7eLCLSU8N+pG11/Xw9JObWaBKq3wMANq1Zgo+WrMHx05fknsvm8qSaGiEeF5UwHQarIT01BDZwLPsB3u4fpJF75ZeVY3vSBfw19S1U1dZhSux+zOgfqHTpGkVfrjO6Odpj5/mLmPfPYWwdP7rZ86urBbCwNIWOjo5K91MGA309VPCr0DfACz+siYOeXkf49nCHvYNkP0/KpRtYsnSKUmtPmTYUixZsRm7uY3C5nSU+u5GRjdu37sPaupNSazKeqRFH2v1MHG0RPOICR9r9LMTBEHendGHFPg7u24JTB3Zj6LgZqBUKUMkvx/OyEsTv+A4AFBYEVZXPsejtflgQvRVPCvNF12sKOvZBNep38wvSWkGjLhZEb0XI8ElMh0FoAemmfID9c2vYhPicGskeoMYMyO8Mzqlhe6ZLPJMkr3+KzaKV0DZ4UPYMBc/5cLK00Mj99qak4bv/n2/z5q69mBc6AL2cZccoKIOJgQE+GjoY286cw8JDx7FhzIgmz31aykd93ctW3U9R3D2dsfXHePQL9sHmrQtxJvE6Dvx9BiYmRhg7YTBMTY2Rm/MY1tZmcPfo0vKCUgwb3gc3buSKRM2VtFs4d+4qunV3wfiJIUo7oLFK1LQ1kosF6PNXoehnak4N01Tyy5F1M1XCJcvRyQ0rtx/D7k1fIutmKir55S1mWEzNLPHJt//D7k1fYnPMPNFxTb0I07UPqlE/Ydda+AXy2n1pVVuZRdReqKkRYk/sYZnMDJW52RN7GL38vDT6Dbr0izibX8oppkaMgouTo4w4ZNoymUAgNM+N4ifwstdM0/yhjJtwt7TAjF5+6LdtJ6b1C2iVoFl3/DSqa2uxZORQGOrpYe7ggfju8HFsT7uKOQHyB2s+LeXD3KLpfh06MTc3xYRwHn5YHQfPbk4YNqIPfvrlP5gaEQMDg0b3tidPyuDppdoz6O7jguPHLot+Li5+iojJgzE6rL9K6zE+p4bpjIUmWZ76HCsCzVs+UUOUlxZJuGRRZVjKoG9giBkfrQQAUcYkYNAY2mNtjtbuo5JfjoRda5GRegZRoz1lPtdEGR2diPfBLIjeCgC4k5Gi1aV1hKah5oSEj+VJlJp5ujsjfCyPVXNg2E5wkB8aKq4wHYZWwfZMEqHtc7ukFF00kKUpr6pCwrUMXJkfheiTSXCxscZAD9VLstNy81FWWYmRHm9g1eHjiBoYjK6WFpjaLwCfHziMUR5ucDKXzXA+ffocxsaKj3loLV7duPDqxkVqSiZ27TgKZ2d7mJmZiJzNamqEsHdQbQiolbUZXlRWi35uQAP4z1XXBazqqWkObSg/E3duK65+iY8vlCO5uNEoYE1/S0xxM2bF8E3K+ndzzDy5LlkLorc2+QIvr99CnFMHdovWVLcYaM0+2iqUQ5k0pw7sFvUdKYq0Ixzpq2EnHCNDuDg7IOHfRERMHCaRqUn4NxFBfX3AMdKsmKV6aprqoxGHDeVJNTVCLFq2Dtt37iflekpCnh2BaW6XPoWro6Pa73M26z6i+vbEq4YG7LyajnWRE1Veq6SyEv+7mIL/vTUeg11dsOPyNXx74jS+GDMSXS0tMM7fF+supGCjnDK0p6V8dDIzac1WlObO7Rw8yM6Hk7MdLCxN8exZpegzXR0d1NfVq7RuXV09dHRf9wZxOIawslb9/wuYr4VqI0hbUdtzdLEi0By8A8VN2lQzScjwSbBxcJJxttK2Hgo69sFEuZU6hphSls6U4cHBfVsAND6jJ4X5CpfjAfJdz6hZNcrYTBPUj5GRAaZPHo3tO/fDq7esnemWdZ+RLE0LUNmuEUP6wcvDhelwtAry7AhM86DsGQZ4Kz/rRVnSCx7il/GjsetaBoZ7e8HEQPX/ru65mIr/hARhsGvj35m7T8vg7egAa5NGscLr5oX5f8Th6yGDYCH1pdTTp3wYGcm3TFYHZxIvIzfnEd6aHIqQAT1w904+jIwMUF0tAIdjCDNzEzx69FSltR89LIWl2Bdaz8or8PQpX+VYWVd+ljjOHlzTjtiSWYm16apvTJME2xuik54O6l41iOKm+meuTHIUGQVIZ2+YRnwGiaKwsd9ClX20J2qFApSXFil1/rlj8TKZGSpzc+5YPLgePUgpG4sIDvLD3asJEu5nABj75ly6JOmP+KPYs++IREaG6vlhes4KIGkUcOzURa3qoTl5JhW9/LwYNTLQ1mdHaBsUPOfDwUw5lyxlKeZXoLq2Fn27OOKdP//Bh0MHq7zWn1euwcnUFIuCG93afruajtM5+fhyzOu/O6aGBhjo5opDd+9hes8eEtc/K6+Ek7/yTfmqkPPgEfJyHmHdxvm4dPEWli/7Fc+fVSKofw9wOI3vAF272uP82WsqrZ966TacXV5n2Tw8XXAz4z4+OP8DBg/pCUdHawQPUHyYKsnU0IA9RxcmejooE7zCpWIhAKCk+iU8zPRgotcoaLRp5s6Ny0ngevTQ+tItNu9DHUNEmy7HayxHU7Qcj+pJCgwNkyg1c3RyQ2BoGLJuppLhmyyE6WGbTdHUkEiq50d6qCSTMQLAtKjlMkM4mS6Rk7brFoeKjSnY/uwIbZvymhrodGi5haG13C8pRbBzV9wtfQodHR10sVCtPzo1Jw8Z+Q9xYc67AICUh4+x+MhJfDX2TXTUlbRodnewx9ncfBlRw+dXwdjESLWNKElBfhEG8fxx5vQ1HPg7GQMG9oJXN67EOZZWZnBwtMHhg5cwOqyfwms/eliCM6evYf5Hr62ge/h5oIefB4qLniLz5n1cvXyPiBo28LCq0W6Prb1A0v0S4lDlTtqAqvsoLLiPwvxs9BnQ+M0IHfNuVKWpe1ExAVC4yZ+OcjzK4jo16SD68cZJZGpSkw7C3bsPDAw116RIaB7x/hU2D0CUFi9Uz4+9rRXDkbGbmhoh1m/5Q66gAYDln0URwUBotzziV8DGVP2lWA+fPUOQvR0yn5SCayX/y8GMh4/xY+JZbJg8Ccb/7wwmzpOKSuy+mIK9kRNhZmgAvkCIuf8cRtSA/nCRsybXyhJ77sr+vS8vq4CgRoiSEvV/US6srcP9e48R1L87zM1NZQQNxYCBvbBzxz/o6vR/7N15WFRl+wfw77DMMOyCyKaChLgiuaLiimaL2YKGC6VlVpot+tqiVr69VFqpZfnzzcrMrUxfl0xtscQNF1xSRE1RcQkBQZBNhhmW+f1BZ5gN2QbOGfh+rosr55wzZ54z6HTuue/nflqhW1j16/WUlZXji//bhqHD+sDZTIDm49sSBQV3UFKiqdV4GdQ0sFO31JILaDTqYuzcsNxsIAAAo59+rcpv9KsKBgY9EA2/tsG6JgKNtfBmXa8DADZ+8xF2/fgtXp63HLu2fmuRdXssSa5wgIeXb60zI/UtxxNaXP+xbTVmTjD91uXZWR8zSyNR8z5YjnkfLBd14U1j+uVJLQOHmex/XcQ1YARS7uAlzFmJfWsqXnzuCcQ8+zaeGv8QYqIfxHsfrRClZbc+Kb931PT9nZcPL+eGnzSfe6cIgS3ccC03Dy2cTYOow5ev4JsDh9DK2Qlf7NmHWfffB+ME0tpDR/DmoP4Y3K7ic/mFH3eia5vWiAgOMvuaLV2ckZafb7CttLQM3XuGYO+eY2afY2nl5Vr0i+iCgYPDsG71LmTezEEr78r7quzsPHh6uqGVtweixgzDgvfWYfJzI3Hf/b2qPGdGRg6Wfb4Vnp4t0Ce8q277maRL6BpaWR1yOjEZkcO712q8DGoamJCxkRKhvCh6ymyMePwZgyzB5lWLq50zYS4Y6BTWF2dOHNBNdk9M2IMfvprfoG2E63Mdfm2D8c5nW/DDV/NRmH/bIuvd1JbxZPzEhD1mFy8NC69Z7a4lMz4dQvvg0+8Pm2TB2CRAevRvKoVFOIWFNwHghclR+HTBLFGbBQjzLIxLk9gtq+aC2vnrOt0dOHQSUaMiEdTOny27qVlLzcuHi2PDVw6oNBq4OyhxVp0Fe1vDW+dDl1OQlXMbP00ch35tW2Pmzl1Yvmc/pkUO0h2z8dgJBLm54ZX+4QCA9/YcQFZxMV4ZUHW5lqNcjkKNYabCzs4Wr/5LnGZOQ4f3wOnEZPTq0wWnE5NxJukSVEXFeOjhQejUuR1COgRg0uRHsPv3o9i35xSG3dcTXUID4enphtKSUly/nokjh8/h5+2HMHhob/TrX1FWp1Kp8d2aHZAr7LH79wSEdmuPIlUx0tKyMCTSioKau7V0ntHNFTO6VU78kmoZlz4fR1tsGOFlsG18sBPGB1dG9VK6Dm+/ALi4eaBDaLhurRdvv4C7ZgaqCgbCwiOxNHaqLkOza+u3jTb3oi7XIZStuXtW9la3xLo9tdEupBuGPzrJbDtqfYPuj65XQFXXjI9f22B8vGpvnV+XGp/+OivfbfwFT055B1evpUvipjcm+kHJTiKXcgmfEMikXLkBpVKBgf2748kp7+DLlVsAVAStjd2y2xzjeT9SyhZS03UsNQ1K+8a5lZXJADsbG5Rpyw22a7XAuZtZSMuvaHP86cgReGbTT1gZfwiTB/THkZQrOPP3Dd08mq1nz2PdqSS89fDdPw+1Wi1kaPj5QjU17L6eeGfOCjg5KeDsLMect2Nw504x5seuhY2NDB06BsLXtyXGxzyE839dwYF9Sfjhu93Iz78DOztbtPRyR2CgH6a+GK1bPPTOHRW2bt6NiEGhGDdhGNLTsrE37iSOHErFI49F1HqMzNQ0Q0IA8FfiEfQZ/DC69hyIedNG6m6uhz86qco5E+aCAWF7YsKeuz7X0upzHQAQ/eybujI6Mda7kSsc8NzrizDu+bn1mr9j6YwPWS8hU6Mvom8Y14CpBamV8CmVCnwwbzpinn0bB48kImpUJF6YfBJfrtyCsNAQzJweI3rAau7vnZAttIbfOVmvkvJy+Fcxx8WS7O3scVtVjFbOTjh+07C8OyI4CJ5OTpi8+Sd4OzthQGBbfDvmETy+biO+OXAIx65ew8bxY+CikON81i28uO1nvDJ8KNyq+TKiUK2GuwS+sBB4eblj+YrXcPVKBgLb+ei2z377SXy6aCPy8++gd58uACoX7KzOmm9/wvARvTBm7BAAgK+fJ8Y/ORzjnxxepzFKrqWzNbLG6xg1fjpWf/42ju7bgT6DH9ZlDAKCu2Dk2Kl3/TZfCAY06mJ4+bTFxhUf6m6iO4X1xfb1y7BxxYeInjK7wTuP1fU6/NoGG3T2EnPdnuraZFfXxc0SGZ/qFlXV1xjzpajmzC10KZUbcsA61jGRegmf8byV5UvmYvmSuaKMxZhKpcbaH3aa/J0TMjdiz/mhpu1m4R10aNumwV/Hy8UZV3JuI7yNP748ftJkf0dfb0wfOggTN23Dr09PQEhLT6wfF4Xh36zDG4MiMDCwLQDghR9/RlTP7ujs52NyDmMZeflo6y69JiD6AQ0AhHYLwuQpD+Hn7Ud0QU1NXLr4N+zt7XQBjSUwU9NMCVkCwXOvLzJ4XBX9YECucMDIsVNx8exxXLt0FsMfnYQ+gx/G0X07MPzRSRg1fnqDjV9Q1+swR8z1burTjc5SGR+yfutWvCe5Ei9rW8dEKiV8QrCq1WpxMyunyu5nArECWSFoHf1IpMFrCy27OeeHGlLWnSK4Kxu+vXGApwcOp97AqxHhSLmVg4JiNVwcDP9OhwcFIk+lwsT/bcNvz8TAzUGB+Bee1u1/cdvP8HR1wYguHWv0milZt9CntV/1B0rAkcPnEBTc1mDb9WvpuHw5FU5OSpSWlOJGaiaGDuuNll4tAADB7dtg355jOP/XNXTsZJnPLQY1VC/m5l0MGDGmwbMbTUl9u7gJ6rMwqvFz43dtwv7fNhpkZITAq75zfMiypN59ytrWMZFiCV9NJCYl49Nl3zV6RkmY87P5pzhER91nkKnZ/FMc+vbuKok5P9Q03SwoRGZBAfKL1Q36Ova2dth7+SoAYGTH9khIuYLhnU2DkxFdOqGguBhP/e9H/PTUWN32ZUeO4c+MTMwZeX+NX/NM6g3MHdS//oNvYOf/uo7LF29g6vTKOTA3b2Zj5/b9uP/BPigoKIKzixL5+Q44ffoiIodVNhvqEhqMuN//ZFBD9VOTzIA13LjW9TqEcisAeGbGAny7ZE6VpVcN/X7UtxudPku02C7Iy8H+3zaaBC/C4pv7f9uIsPBIq/j7QVQTUizhq02wKsxbEiOjpFQq8NS4kfhy5RZduZ6+ZYvfZJaGGoRWq8XIjiE4dOFio7xev7atYSOTYVL3bnh15y6zQQ0AjO7ZHSsPHMYLP+7El4+NRNzlq5i/Nx7vjHqoxq91KTML2YV38EBIcPUHiyzx1CUUFRVXNDb4p4910umLiBzeA4+PqewAl56ejbmvf2UQ1Hh6uGFP3FGLjYVBTTNUXWagtowDi4DgLpgRu8JgzkpDsPR1iK0uXdyMbV+/zGItto2DF2HxTeMmESQuczfk+sTOhEg9k2RMiiV8NRUY4CtKViSibxjOn9hs0P0MYMtualgymQxfPlbzQMFShgQFIrCFO/44dwHDO3cwe8zkgf3w2e9x+NfOXdhx4SImD+gPXzdXs8eas+vMObzczzqWT+jevT2uX72Jzz75Dt3CQtCxUyAu/HUVT00ynOzv6+uJjp0DcPLP89BqtTiTdBFarRaDa9m2+W4Y1DSyZYM8EZdaLGpjASEzMPzRSfVeR8a48xYAXLt0FjMn9GvwNU3qcx3G5VZ1LduyhPp2cRMU5OVYpMW2i5uHrhvclJGmH9iPTHiJWRqqMSHoiugbZtAqWcguABB9HR0pBl41nVMjBK2N2ThA+N35+7bS/U47tA/AqYPfN9oYiMT076ED8dDq9bi3bWu0NLMYJwA8P2Qg3t/+C3q3a4degW3NHmPO7r/OQ1tahqnhPS013AYV0rENXp8zHhnp2YjbfRKbNv6OiIGhaOXdwvTYDm3wy84j6NCxDZ6aNAL39mhv0bFYTVAjhWCgpl671w3Tu7rA3sa0v3hhiRZxqcUijKqSwsERXj5t0Smsb70CGo26GPt/3WiSmREyN7Upm6oLS12HFNSnG5059W2xLcyJWho7zWA7F9+UnqpuyIWb4nfenCLJ+SBKpQL+vq04kdwKCc0BBvbvXmXQStSU9fD3xWsD+2HtoQTMHBFp9hilvT0+iHqkVuc9fvU6tp5IxO/PPmmJYTYqH19PTHhyOCbcpR3z46MH4oGH+jTY572kghqpBwM1EeHjgHHBTmavAQC2XysSPTCTKxww6IFobF61qF5zI4RMSfiQUQalZsLci4ZefLM+1yG1FsaW6OImBHmWarHNhg/WTeg6JlZLXeMJ97/tPox5H5h28bt/WNUrajdnUsweGUu5ckPsIRCJ5rWB/XD2ZhbWHUrAk/3D632++IuXseZwAjaOH4OOXi0tMEJpasj/F9k02JlryRqCgZrwcbSFs70NkvNK8Gp8DgpLtEjOK0HrNX8jOa8EQ/0cEOEjblahIC8Hm1ctQmLCHkwZ2QFjB3gZ/MyfFY2CvJxqzyPcRCfs3Y6065d024W5F14+bRt0IU5LXYfYCvJyMH9WNDavWmywXaMuxtcLX8PXC1+DRl19QC+02A4IrugTL7TY9vYLaLQW2yQdKpUaBw6d1E0eb2w9wjrihclR1R731PiHJJlJoqoJHc/mfbAcLQOH6QJWmWsvk58HHn8Z2Tl5Yg+ZqEF8O+YR2JWX4+t98VCVlNT5PP879id2JZ3FjonjMbid+OuLWSvJZGr0g4FlSQX4ILwF0opKEbktA3GP+uiCgYMZ0s/WAEBmURk2p9zB9FAXuNrbIMLHAZlFZfBraQcfR1uxh2cRQqbkj22rMXOC6betz876WLJlYfVpf9xY5AoHeHj51irjxRbbzU91jQJemBwlyuRxpVKB5Uvm4oN501meVE/CHJaB/bsjJvpBs3NaGpN+xzOi5m79uCi8tSsO87Zux6h7QzEopObzRI6kXMUvp8+gp58P9j03Ce5sf14vkglqBNYeDAhjD3azR4SPA05kaTA+2AkbRngBADKKypBRVCbqGC15Q98htA8+/f6wSVvlxph7Yanr0C9Fi54yu9EWrjRuspCYsEdXNqYvLHxoo4zHmP74Xp73BQDgr8Qj9W4uQY0nLDQEM6fHcBK+lVv0+Vp8uXILBvav6BIkzGkRggoxAhthkVLOqSECPhgRiQc7tMdnBxMw80Qiege2RZB3K7TxcIenkxMc7O1RrtWioLgYqbdzcSHjJk5cvQ4/F2csuG8oHuwg/dbN1kAyQY01BAM19U5CLj4b4IGXQ12wNKkAQ/0c4ONoi5JyLX64dMdqsk01ZS47YK2E+SiN0Za6XUg3XUOAu7nbYpcNtd5O/K5NJk0CAOCPbavh4eXbaIEfVc9agoYLF68ZtPwVex0Yc/TnAa1b8R4A4MChk6J2Z8vOycPBI4mIfWuqrtW08Dt/76MVOHgkEdk5eWzZTSSyAQFtMCCgDS5m52BX8mUc/jsVu06fQUZhIe5oSiAD0EKpRHBLDwwIaIOXo0ahV2s/sYfdpEgmqAGaTjBwMKMYvTal6R7r/5mkRz/jI2QnhLbUACzS+tocoTnAuOfnGiy4KTZh8U3hurevXwagooztZto1XEhKQEFeDts6U40ZNw0AgMSkZHTsOVoya5l8t/EXPDnlHZPtX67cIlqZl74b6ZlQqdS64EqlUuNGeqaoYxII5XBPjRuJjiGBunJIsddIIhJDe08PtO/ngen9euu2lWu1sJGZnzNOliOpoKYpBAOjg5zwQXgLONvLkJxXgshtGWIPyaKk1jXM0jqE9sGG+CwAldmKrIzrDdrFrT5ldI253o5GXYycrPQGOz81TSqVGmt/2GmSmREyN2J1Z9OXnZOHtet/xguTo/DpgllY9PlaAEBM9INIuXJD1GyI0MXuySnvmJ3Dsm7Fe6IHDfrlcXH7junmd/22+zDeil0m+jpERGJjQNM4JBPUNMVgIMTNHqkT26CkXItlZwqw6BQ7wEiducVEO4SGW1VgVl/6i28alsZVlKO9PO+LZvV+UP0I8z9GPxJpUGrWoX0ARj8SKel1aqSSDYmJfhCBbf1Msl3rVrynK0kTi3553APD+yPm2bd1GZr/fv0/Sf9+iahpkUxQo8+ag4HNKXd0racX9vfA+H/aVM/o5ooZ3VyRUVSGV+NzrKaUzpg1dA2rLXPZp4aeUyP1jNeAEWPg5dvWJMB7ed4X7KRGtSK0/938Uxyio+4zyNRs/ikOfXt3FaU7m76qsyEV5WhSyIYIE/Ol7HzyVfy2+7BoHfeIqHmTTFDTFIOB1w/l4PVDFeuk/HCfFwb4OsDZ3sYqurg1V9Z+065RF2P1529j0APR8GsbrAuc6hIY6ZfiEdWVfvvfjj1Hm+xftvhNSXyLL+VsyN38vicBPcI6ihZ06a9ZIyyuOrB/dyz6fC3mfbAcsW9NFT0gJKLmQTJBjb6mEgwIwZm+tKJSURcR3bxqsa5tsPGNrn4nrdrcAKddv2TQ0rkxOodZ8jrEyD411GtuX78Mf2xbjU5hfXHmxAFdJigxYQ9++Gp+jRoeiNXimpquiL5hOH9is0H3MwCSaRIgkGo2xLhznD6h1EssSqUCM6fH4MixM0hMSsYLk6MQNSoSW7bH4YXJUXjtladEGxsRNS+SDGqkGAzUlP7cIIFUyujid20yWAclMWEPpozsUK81ZczNQRE6hzXUWjUNcR1NQUFeDi4kJSB6ymyEhUdiaexUXcC3a+u3tVrEU9CYLa6paevQPgCnDn4v9jCsjkqlxqfLvjMb0AAVa9SInQkx97uNiX5Q0hkuImp6bMQegGB0kBPOj2+N1IltdAFNSbkWS07no/Wav62ycUB8ejFar/kb7dalih7QCG16w8KHYsXOC9gxUzbqAAAgAElEQVQQn6VbUHHetJG4kHS01ufUqIux/9eNCAjugk+/P4wN8VnYEJ+FT78/jIDgLtj/60Zo1JYtF2yI66jO6WN7UZCXY/HzCgrycjB/VjTGDvAy+zN/VnStXz/t+iUkJuyBl09bKBwca/VcIYu0IT4LsV/sBFAZqI4d4IWvF75m8d8rkdguXLyGeyMmQObay+TngcdfRnaOOJ/hQqOF2Lem4tbV3bh/WD+sW/EetPnHEfvWVKz9YSdUKrUoYyMikhJJZmri04sx7nfrrOXXnxskRfqdvPQng8+bNhKvL1hTq3Opi4uQlXEd4UNGGXyD79c2GOFDRtUpM1BTlrwOwLSETp+Q7ZA6hYMjvHza6rIrANAprC+2r1+GjSs+RPSU2bVuNiBGi2tqmsytAyOV8rPqsiFSENTOXzd/5cChk4gaFYmgdv7sLkYEIHvvXhwaOlTsYTQb/ffsgeeQIWIPw4RkghqpBwPWTrjhNV44sUNoH8R+sRPzpo3EwjkTAVTcxNfmnAl7t6Nf5KO6wCbt+iUk7N2O9l161TpLIMZ1aNTF2LlhudmABgBGP/1ag3Yeq2p+jTC3paavL1c4YOTYqbh49jiuXTqL4Y9OQp/BD+Povh0Y/ugkjBo/vdZjY4trsoT3Plqhm0Sub8CIZyUxEV/Ihgjr1EgpQBACmZQrN6BUKjCwf3eDLm1S6DRWkzk/YpfIUdPn2tId7ZEr9jCavItwF3sIVZJM+VlzsWyQJ0YHOVV/oIXJFQ7oFNZXN/9Ev0yrQ2gfXclYbc856IFog9KksQO8MHNCP1y7dBaDHoi2+Lf5DXEdQsYpespsrNh5AWHhQxE9ZTY2xGchesrsBimjqwlhvZjavL5f22B8vGovNsRn4bnXF0GucMCAEWN0f64J/XI4IaDRLzFk4wCqDWEdk7DQEJw/sRna/OPQ5h/XlVKtXf+zaKVdAiFwGNi/u6QCGqBiIv4H86bj4JFEHDySiKhRkXhhchQAICw0BDOnx4g6ZmvIchFR8yCZTE11lg3yRFxqsVVkc1671w3Tu7rA3sZ0BdnCEi3iUsWZjyC0Kv7p+/8z+abdr20w3v/yV6z+/G1kZVyv8TmFQMK4dKshJ+03xHUAgLdfAFzcPNAhNBw5WenQqIvh7RfQoGV0d6NRF+OvxCOilntZe4trkg7jxTc9PdwQ0TcMB48kijiqCkLb6fc+WoEHhveXXFbB08MNv25dqnu8fMlcLF8yV8QRVZJylouImhdJBTVSDQZqI8LHAeP+WWPHnO3XikQNzAaMGFPlTapc4YDnXl9U63MK2YHGZMnrEAKZvxKPoM/gh9G150DMmzYSf2xbDQAY/ugki5fR6atuIc6Gfn1jTXGBVRKPsLDlws/Wml18c9niN0UPIrJz8vDeRyvw2+7DaBk4zGQ/S6iqJuUsFxE1L5IpP5N6MFBTPo62cLa3QXJeCV6Nz0FhiRbJeSVoveZvJOeVYKifAyJ8msYEa426GF8vfA1jB3g1SNexxiTMNzm6bwfahXTD8EcnAagouxo5dqpok+LFfn2i+srOycPa9T8jMSkZHXuO1nUU69hzNBKTkjFgxLOS6DImNdk5eXjg8ZfNdmOTSmc2oDLLJYUyQiJq3iSTqdEPBpYlFeCD8BZIKypF5LYMxD3qowsGDmZIP1sDAJlFZdiccgfTQ13gam+DCB8HZBaVwa+lnSiLiFaXDdBX09XnhbkoYeFDG239koa4DsA0u/Pc64vqlLWqC6lmRsRYVJVIDMblXVRzzHIRkVRIJqgRSC0YqC1h7MFu9ojwccCJLA3GBzthwwgvAEBGURkyispEHqVlCBPZl8ZOQ2JCnNXOvdCoi7H687fxx7bVoizgKQRqudmZBkGDMK6sjOs1Ds4sRYxFValpYsBQN3zfiIhqRzJBTVMKBt5JyMVnAzzwcqgLliYVYKifA3wcbVFSrsUPl+6Ikm1ycfPAa/PX6G7eLTEBXFgIEwCWxk7D0thpBvtrkympqYa4DjEyTuZIJWjQX1RVP8gSMjf7f92IdiHdWBJHVi07Jw8xz74NAPh84et45fWF+G334bs+Jyw0BBtWLTBoeNDcMfgiIqmQzJwaoCIYAICXQ13wY0qRLogRMxioi4MZxei1KQ3jfs/S/bn1mr/Rbl0qFp0Sr+ZYrnDAuOfnIix8KH76/v+Qdv2SaGOpD0tfh5BxSkzYg8SEOAuNsvYemfAShj86CfOmjUT8rk2ijaO6RVWFbmxEzU1iUjI+XfYdVCp1g7+WMKfm/sdewr0REyQ7p6Y6v+9JkPT4iKjpkEymBqgMBgT6fybL0C8ZOxy3rV5rjog5F8SS1yFGxskcB0dnxLz4b3h4+WJp7DQ8MsH8YqANTYxFVYkam3GGobpsg5DZuXotHUWqYnb60lOTxTeJiBqapIIaa/fDfV4Y4OuA9Zfu4PVDOSYtquPTizHu9yyRR3n3dsjWpKlch7HRT8+Ct1+ALrgKCx/aqK8vLKr6x7bVmDmhn8n+Z2d9zNIzarYCA3zhqGz4v//WUtZV3eKb77w5hU0CiKhRSCKosZZg4G4W9vfAAN/K/9GNDnLClE6Ga+4M8HXAD/d5Sf5a7qahuo+JSYrdxwaMGIOgjvdiybwpory+GIuqEkmZtQQZjU1YfDP2ral48bknEPPs24joG4Z33pyC9z5agbU/7ESPsI7MbBFRgxM9qGkKwUCEjwOG+lVcgxCYLezvAWd7GTKKyvBqfA76+SgwvWtlIwRrmR9EDa+qoEqMRU2l9PpEje3gkUQMGPEsAGDdivcAAAcOncSnC2aJelNek/IusbMhQe384enhhoi+YbiRngmVSo2gdv44eCSR5XpE1ChEDWqaSjAgrLGTUVSGH1MqJlD39JIDAC7llejGPC7YCc72NlbRmroqxjfg8bs2Yf9vGw0yMkKXrEH3R0s2S9MUM05EVHffbfwFT055x2T7lyu3wN+3Fd55U5ysaXXlXWITApkDh04ialQkIgf3xoARz+LLlVsAAC9MjmqUcj0iIlG7n9UkGDicoUZ2cblVBQOjg5zg52iHknItjmdpxB5OgxEm2BsHL0KXrP2/bURBXo6II6T6iN+1CWMHeBn8XEg6KvawiCwuOycPa9f/jBcmR6Ho5kHEvjUVABAT/SBi35qKg0cSRevgJZR3rVvxHrT5x01+ft26VPQszWuvPAUA2LI9Dj3COuKFyVEAKlpgz5wewywNETUKSbV0ttZgIKOoDIUl5fB0sEE/HwX6+ijgbC+Dugy4kl8KoKJNtY+jLQpLyq1mvZ2aMg5ehC5ZUiZknDbEZ2FDfBZenvcFwsKHYsXOC7ptn35/GAHBXRot43Qh6agueIjftQnxuzbh64WvQaNu/Ozk5lWLTbrAARC93TRRY1Kp1LiRninqGDw93PDU+Idw4NDJRmklXRdKpQLLl8xFTPSDuj9r84/j1MHvuaYPSZoy+in4XsmHX5ZW9+N9OhWKgZFiDw0A4Ln5D3hu/gNA5Vh9r+RDGf2URc7fKv4s/LK0cF+ywiLnE5uo5WfGwYC3oy2c7WUoLNGaBANSXnzzYEYxLuWVwMfRATO6ueq2n7qlRkZRGY6P8dNlmfakFUuyhK4u9NsqTxnZwWT/IxNesoqSrZpknMLCIxv0WuJ3bTIbRPyxbTU8vHzr1bK6tgrycnAhKcFk8U2hZK8x3g+ixiQEDk9OeUdXNlWhohxt3Yr3RM2GBLb1MzO2CmLPqVGp1Jg5ZzG+XLkF8bu+QUTfMFHGQVRbLrNj4fzym5DJ5QbbbX394fHDLyhc+hEKPpwn0ugqAhrFoGFQ798NAFBtXAvVxrUWfY3MAV0sej6xiZqpEYIBexsZZnRzxfhgJwCGwYDQREDqwcC437OQnFeie5ycV6JbfDO/pBwl5VosOZ2P1w81rXKsASPG4OV5X5hsj/1ip9W1WxYr4yQEVcMfnYS1u/9G9JTZACre2+gps3EhKUGUMj7jxTdd3DzQITS80cdB1Bhioh9E/K5vTLavW/EeYqIfFGFEFbJz8vDeR9L9FlUoj7t/WD90DAkUezhENaIYGAnHCZMhk8tReuEc0rxkSPOSITtqGMrSb0Aml0P58GgAFcGP7w01vE+nwvv4ZV1GR8igCISsh1+W1iCbop9h8T6dCr8sLVrFn4ViYKTusfE5hYAGABSDhsH7dCpc315gkKlpFX8WvjfUcJkdazIG9yUrajRuZmosbNzvWYh71AchbvYAKoMBAMgvKYdnuQ2WnSnAolPSX5E4cltGrbY3Fda+XoxUM04adTFystIb/XWF9+On7//P7OKbz876mFkaapIi+oZBm39c7GGYJXZwVRX9LNevfxyS5BiJjMkjhsDG0wtl6TeQN+dl3Xb1gTjkvz8H7h8tg227YIOAwdbX3+AcikHD4L5kBXJnTEGr+LOw69BZt0/m7ALXtxegPP2GwTZbZxcAgOb4YbgtWGpyTnnfgQaveTea44fh2KEz5L37A6gInmz920BbWAD1oX2wC2pvdtzCa4iZhWooogc1QPMNBkg6hKDMuASsMdZl0Q+q/ti2Wm9PxVhenvdFowYRQubo2qWzZhffnDdtpO7P7AxH1LD059REjYqU3KR7ockCADw55R2TDnJil8cRmWPr4weZXA5tfh7UB+IM9qk2roXLK7Nh2y7YYLtWo9GVpAmZFHmvfrpgoiz9BnKnT4T6QJxuv3L0BKgP7dOdo+i7b5A7w3wnRSEwsvXxQ/bo4QblZ9mjh5vMo1Ef2gflo9Gwa98RioGRUPQfDJmzC0ovnKu4hn+CI2HcmoN74b5sDWx9/WHr42eJt1FyJBHUkPUQ5lUAwDMzFuDbJXOqbItsbTe8YmacBowYAy/ftgYBA1AR0FhzFoyI6kcIGn7bfViSc2qImouyK5d02Y2iDash79EHMlc3OAy5D5ArYOvrD88tuw2eY9smEEBFUCNkUIzpl5rVhn7wJY8YAnmvftBqNFDt2GxwXHl2FjQH90J9IA6lF8+bZG6aEgY1RCLTqIux+vO38ce21Y2SGapOVYuBEjVl1rDApRR5erjh161LxR4GUa2UZaRBq9FA5uoGxcBIg2yNkHkxZu7Y6th6+1a5T8jMFH33DdK8ZCYlbDUhlKA53DcStv5tdAFMc8WghmrF+IbXWm9+pZRxUhcXISvjOsLChxpMzCeixiHlBS6lHjRk5+Qh5tm3EdE3zGCBUqErGgB8umCW5MrmqHnTHNyL8gmTYevrD7cFS3VdwBQDI+H69gLInF1Qln4DmoN7IY8YAgCw8fSCPGII1Afi4Dh2EmTOLtDe+BvFe3+Hw4OPoSw7S1d+ps9c+2Xj+S+KgZGQudb+SxOhBM2+Ww8AQOmfR2sVdDU1klqnhqg5EubUJCbsQWKC9D+MTh/by0VVqUkROnjFvjVVsgtcWhulUgF/31a4ei0dRSrpdi6l5kl9IA5F36+EVqOBXYfOlZ3BtuyGra8/tBoNir5faRAgyORyuMx6B35ZWl25mOb4Yag2rkXZjb915We6DmhGncnMkTm7oMWyNbrXNUcxaBh8r+RD3ifCZJ9q41po/qxYFFur0UBz7FBd35ImgZkaqhch42EuyyHlOTVSyjgJE/OBikYFxs0KxHgf065fwpJ5U3Dt0lmTfcJ4iJoK4wUupZBVEDIgWq0WN7NyqswiiVUad/BIIgaMeFb3+LfdhzHvA9PPhfuHmTYbIZKCgg/noTTlItw/WgbZP13JABhM+NdXln4D0KhhGxAEAFDv362b9J85oItJ+Zjqf2tR8OE8s5ka1ca1UPQfDMeYZ3XnLt6+CY5PT4O8V8W/Gd28Hb2xmaM5dgjyvgObfekZwKCG6kGjLsYPX82vsmyLrJNGXYydG5abDWgAYPTTr0kyUCWqj17dO2PhZ2vh6G36bSjn1JjqEdYRL0yOMtu8QN9T4x/i+0aSVdsFLXNnPldleVdVC1lW9Rq5M6aYdELLe2vGXZ+X99pUk/MUfDjPbHtmc9uzRw+v0ZitFYMaqjNhLsjwRydh0ivvQ65wEHtIdSZmxklqE/OF32v0lNkY8fgzWBo7FR1CwzH66VnYvGox9v+6Ee1Culn175tIX3ZOHl59Y5Gk5tRIfS6NUqnA8iVz8cG86Wbn1BARNTYGNVRnCgdHePm0RaewvlZ9g8uMk3nefgFwcfNAh9Bw5GSlQ6MuhrdfAC4kJUBdXGTVv3Mic2Lfmsob81qSevBFRM0HGwVQnckVDhj0QDT2/7bRqieO62ec1u7+Gxviswx+5i7e2KzKrYRA5q/EI9Coi9G150D8sW01nhrWBktjp8HLpy0UDo5iD5PIYoQ5NTfSM6FSqcUejonsnDw88PjLOHgkUfdnmWsvPPD4y8jOyRN7eERNWsGH85Dur8DNbq2bdWcxa8CghmqlIC8H82dFY+wAL4wd4IV500YiMWEPpozsoNsm/MyfFW0VwU5TyThZ0qjx0wEAR/ftQLuQbhj+6CQAQEBwF4wcO5XvEzUpwgKXX67cAkfvCMhcexn8iBk8qFRqvBW7DL/tPgwA+O/X/9P9+bfdh/FW7DJJBmJERI2NQQ01e00l42RJcoUDnnt9EQaMGKP784b4LHy8ai/X0iFqRPrtpjuGBOLgkUSEhYbg/InNWLfiPbZMJiL6B+fUUK1IbVJ7XVXVGGDKyA4mx0q5NTUR1Z81zAsJaueP88lX8dvuw3hhchTatvbBxi2/iz0sIiLJYFBDRCZqsk4NgzyihueodEBggC+enPKObtvA/t2xZXsc5n2wHLFvTWXLZCICAN1aOUXffQP1oX1w/2gZACD3zem1al1trRjUULPUVDJODaG6dWqIqPEolQrMnB6DI8fOIDEpGS9MjkLUqEhs2R6HFyZH4bVXTBf2I6LmyXjdmeYQyOhjUENEBprS+kNETUGH9gE4dfB7g20x0Q8iJvpBkUZE1PS5L1kBx5hndY/L0m8gd/pEXQc0ZfRTcP9oGWTOLgCA0gvnDIIKz81/QDFoGABAq9GgcOlHusUwhX0lp/+EXVB7yJxdTI4xfn1tYYEu4+IyOxbOL78JbWE+AMDGoyXU+3fD1tu3WWdq2CiAiAywGxyR9fh9TwLbOhNZmMvsWCifMMyC2vr6w21Bxdw744AGAOw6dEar+IoKB/2ABgBkcjmcX5gBZbThOe279dCdQyaXw3HCZCgGRpp9fZmzC1xemW2wzcajJWw8WkKr0UBz7FA9r9r6MaghIgPsBkckLRcuXsO9ERNMWk3LXHth8efrxB4eUZNVeuEc0rxkuh8hE+M4dhJkzi66/benT4S2sAC2/m3g8s4C2LXvCG1hAW5Pn4g0LxmKvvsGMmcXOI6dZHD+svQbyI4ahoLF70Gr0cDGxRU2vv66tXGE1xX2y1zdoBgYqXu+VqNBweL3kO6v0GV4mjOWnxGRgYK8HGxetUi3/pAxNgogajwqlRqfLvsOiUnJZve/8+YUNgogsjDNwb0onzAZdh06wy9LCwBQ79+N7NHDAQC23r4Vxx2vWDNKtXGtrrxLGf0UbFxcIXN2QYtla9Bi2RrdeYXnCUovnteVs5VPmAwbF1eD/eYyQvrKs7OgObi3vpfbZDBTQ0REJFH669Tcurob9w/rh3Ur3oM2/zhi35qKtT/s5OKbRBamPhCHm91a6zIwAKAYNAzep1MNMiW1ZZxpqYrL7Fj43lDD9e0FyJn4mC5TQ3fHTA0RGWBnOCLpCWrnr2vvfODQSUSNikRQO38cPJKIIlUxlEqF2EMkanKEDIxiYCTcl62BjacX5BFDUHYzHXYdOkMR+YAuSBH2q7ZtQHlBPmxQ9QR95xlz7/q68t79IZPLdZkc5egJkMnlDXGJTQqDGiIiIokSApmUKzegVCowsH93PDnlHXy5cgsA4IXJUXBUsqEHkSUZdx4TlKXfgObgXpSmXIS8Rx/Y+vrDc8tu3f7SC+eQ++JEXaMA4/Kzou++Qe6MKTUeh2LQMF35G1WP5WdEREQSpVQq8MG86Th4JBEHjyQialQkXpgcBQAICw3BzOkxzNIQWVjujCko+u4bg23awgLkvz8H6gNxUG1ci9w3p+tK04CKgCdvzssAgOzRw6Hev9vg+er9u2sc0BQumY+y9Bu6x0XffYPSC+d0mSIyj5kaIiIiCfP0cMOvW5fqHi9fMhfLl9y9fIWI6id3xpS7BiH6zQHMEZoK1GSfMIdHn/FjY+a6nemvkyO0jy4vyEe5XoDUlDGoISIiIiJqIgzWySnIF3cwjcgiQU27Vq64cuKEJU7VINq1cq3+IDSd6+jQPgQf/ntaA4+m7jq0D6nxcbwO61HT94PuTukahL/iPxbldanh8fdLRA1Nv3W0Ou5XXdvopk6m1WoNZiClZJWghV2hWOMhIiIJyzv3MVT5KY3+ukrXILh1fqPa4wpTd6AwdUcjjMiUc+uH4dz6YVFe21Kk/vu1hNulzgjysm+U16LGkb13L8488TjaI1fsoTR5F+GOrv/bCs8h0pvbw/IzIiKqMbfOb0DKSz02hcBCTFL//RIRVYXdz4iIiIiIyKoxqCEiIiIiIqvGoIaIiIiIiKwagxoiIiIiIrJqDGqIiIiIiMiqMaghIiIiIiKrxqCGiIiIiIisGoMaIiIiIiKyagxqiIiIiIjIqjGoISIiIiIiq8aghoiIiIioAbnMjoXvDTW8T6dCMTASnpv/gF+WFp6b/wAAk8dUewxqiIiIiIjIqtmJPQAiIiIioqas4MN5KPhwnu6x+kCcwf7s0cMbe0hNDjM1RERERERk1SyeqbmSUYiMHBWKNeWWPjURERE1cw5yG/h4KNHOx1nsoRCRhFgsqDl8LgsHz96Cs1KBVp4uUMgVljo1EREREQDgdl4JElMyUaj6GxFdWqJfZy+xh0REElDvoKZcq8X6uOvQlMnw4IDO8PZ0scS4iIiIiKp0M7sAR5OuISX9GsZHtoWNTCb2kIhIRPWeU7M+7jqUjo4YNaQrAxoiIiJqFN6eLhg1pCuUjo5YH3dd7OEQkcjqFdQcPpcFTZkMg3reY6nxEBEREdXYoJ73QFMmw+FzWWIPhYhEVK+g5uDZW+gTGmCpsRARERHVWp/QABw8e0vsYRCRiOoc1FzJKISzUsGSMyIiIhKVt6cLnJUKXMkoFHsoRCSSOgc1GTkqtGJAQ0RERBLQytMFGTkqsYdBRCKpc1BTrCmHQm5vybEQERER1YlCbs818oiasXp3PyMiIiIiIhITgxoiIiIiIrJqDGqIiIiIiMiqMaghIiIiIiKrZif2AIiIiIiI6iP/Vi5OiD2IGtr78LsGj4fseLeKI6UoV+wBVIlBDRERERFZLc8hQzBKqxV7GDX2n68MHy/e/m9xBtLEMKghsoB/b0/F+mPVr2attLdB6xZyDAh2wfjeLRHgoYBM1nDjOp+hwqRVl3G7qBQAENTSAesmB6Ols+E/fa0WOJV6B5/HZeDP63egKimHna0MbVso8FBXdzw3sBWU9parVr1VWIonV15Cyq3iWj93cIgrPo8OhFJeMZ6avvdV+WbiPRgY7IL/7ruJJbvTddsfu9cDCx5rA1sb01/Q1Ww1Jq26hPS8EoPtH0W1xeP3epgcX1auxZwf/8aPp3J02+Y84I9n+nsZHFeuBU5cK8TWUzk4cKkAN/Mrz+/tao+w1o6I6u6JiHtcoLBrwL84REREVoZBDVEjUpWU42JmMS5mFmPNkVsY2dUdcx70h6eTeP8UtVpgXUIW5v+ahrLyym+6Ssu0SLlVjNRcDeS2lTfQ6lItdp3LxZVbarwS6SPGkBtE9zaOsLWR6d6Dy1nFKFSXw01pa3Ls+QyVSUADAKdTi/BYmIdJoJqnKsO5tCLdY4WdDbr6KQ2OuZqtxsyNV3E23fzigTfzS7DrXB52ncuDn5sci8cEoGeAU20vk4iIqEliowAikZSVa/HT6dt44bsUZOSb3iA3lvR8DdYm3DIIaPQFeipgayODqqQcG45nI/KTc5i16Rqy75Q28kgbVlsPBfzcKhcUTs/TILPA9Pei1QIJVwrNniM5sxiF6jKT7TcLSpBZWPl+tXKxg5+7XPc4I78Er26oOqAxlpanweQ1l7H/Yn6NjiciImrqmKkhEtnp1CIs2Z2O9x9pAzvbxi8pyiooRVZh5c17C0c7LI9ph3tbO6GkTKsLdv53Ihvv/3yj0cfXWDwc7RDk5YC/b2sAVJTIXc4qRvtWDgbH5ReX4fSNInOnwKXMYtzI1aCjj2EW5lq2GrlFlUFN+1YO8PgnO1dWrsXSuAz8lVGzgEagKinH53syEOrviBaO/CgnIqLmjf8nJGoAbz/kj4l9DedLaEq1SM1V4/uj2fj+2C2UllVmRnYm5eKBLu4YEuLa2ENFfnEZ7qjLdY+7+CnRwVsJmQyQ28kANHyg1cLRDqufvsckGKgLc+99TSjlNujexgn7kiuzH2fSivBAF3eD49LyNLrAx9jtolJczVabXMeZNMMgqFtrJ90cpYz8Ehy5UqDbZ2sjw5PhLTGprxd8XO1hZytDuRZIva3G53EZ2HkmVxdoXsgoxqXMYvQOdK719RIRETUlLD8jaiRyOxmCWjrg7Yf88e3Eewy+XVeXlmPTn9lQl4rfvcXWRtYIYYw0dfVTGjQGuHCzGCpNucEx5zNUBlkXhZ3hx+ixa3cMHhdpynFOr6zM1kZmMJ8mLVeDzILK84W1dsRLQ3zQuoVcl7mzkVWUx707qjV6B1bOo1GXltc6w0NERNQUMVNDJII+gc54pr8XPvmjsttW0o0ipOdpEOipMDk+T1WGH47fwrZTt3ElW42yci1cHGzRL8gZ43u3RL8gF5hp0nVXa45kmS0n25ecj7D3TwOo6DTWt50zPvotzeS49cdu6bqOje/dEv8Z1bp2A5Cgth4KtHKx0zUBSMkqRk5RKfzlFfNfysq1OJxSOZ/GSWGD5wd447/7bkJdWhH8nFMTHjMAACAASURBVM9QoaC4DC4OFQ0GbheV4lq2WvecVi52aOtR+TsuLdeiVG8+01/pKuy7mI+HQ1uY/E6dFbZY83SwZS+aiIioCWCmhkgEMhkwJMTVIFuTnleC80bfumu1QPylAjy09DwW/56OS1nFutKjguIy7DqXh2dWX8bkNZfNduOi2mnlYo97vCrn0GQWlCItt7LULKeoFGf05tP4u8kxtIMrfPUaDKTeVhs0UTDOxIR4K+HtUnm8r5scrVwq/x6oSsrx2qZrGPbpOaw9koU8lWnjASIiIjLEoIZIJK1c7OFltF6McWCyNzkf09dfMZjIb86hywWYKnIXtabAUW6Dzr6VpWHG5V1Xb6kN5tN09nNEgIcCnfTm0KTnleCqXmbmrwyVLosDAB28HXRr7AAVQU33NqatmW/kavDezzfQ7+MzmPb9FRy4VGAwD4uIiIgqsfyMSCRKexv4usuRnFm5AKX+zfDN/BJ8ujsdqpJy3fH/Gu6L0T084CS3RVqeBot+T8fOpNsAKm6e1xzJwuv3+dVoQc+Jfb0wsa8XDlwqwLNrLuu2Gy9uCQDPRrQyKVezZMnZ7aJSPPLfC9UeV5MmAO//fKPGXdrMXUNXP0eDx2fSVCgr18LWRmYSoPQLcoZSboOeAU745Wyubvvxa4UYEuKKsnItzqQZZt96BRhO6lfYyfD8QG8cv3bHbAvp0jItdp/Pw+7zeXB3tMOE3p4Y37slvF3tTY4lIiJqrpipIZKo/ZfyDcrRpg32xsS+XnBW2EImA/zd5Xj34dboo9f5amfSbVzLUZs7HdVQRx+lQTmZsAinplSLE3pNAFo42ukyNJ18lAYNA4QGA4XqclzOqgxafd3szc6Z6uyrxGfRgfBzk5vs05dbVIr/7ruJoZ+ew8JdaQZd64iIiJozBjVEEqQp1SL+YmWbXyeFDfoFuZhkYNyUthjW0U332Ny8HKodTyc7tG5RGXj8fVuDtDwNsgpLDFozB7dygP8/C2gGtlSgTYvKgERoMJCep0GqXrla6xYKeDqZT5D3DHDCzpc64uWhPnCvZt2Z0jItvo7PxKxNV80u9klERNTcsPyMSIIK1WUG3/DfUZfjia+Sa/TclFviZWqq6qgmsIYuaS4Otujoo8SxqxVdznL/6V7mKLdBmt6cp44+Sl2HMzcHO7Rv5YBL//zO0vJKcD1HjTxVGW7rtX/Wf445TgobvDzUB9MGeePE9TvYlpiDPRfyDRoP6Iu7kI8vD2TiX8N8a1RySERE1FQxqCESiaqkHOm5hos4CvMkyrVAaR0ri25aYbMAKSy+qa93gBPWHsnSPT527Q48nex0neeEYwRyO5nBvJqyci1O/l2EIo1hFkX/OXdjZytDeDtnhLdzhlZbsUDnj6dysPFENm4Y/Z357Wwuxvf2rLZ0jYiIqClj+RmRSDILSpBVaPgNfFBL0/kW1PgCPRUG7bYTU+9gz4U83WNfN3uTAMx4Xs2f1+8g6UZlKWALRzuz82mqI5NVvN60wd7YPbMzFo0JgNK+8nXS80pw47bmLmcgIiJq+pipIRJJUlqRQWnS3W56LZnJoOr5usnRuoVc9/s5nVpksN94rRmgcl6NUIK2/2K+wf7WLeTwNcqmZBWUIGblJV3XOyeFDVZNCkZYa8MObAIbGTC8oxt+PJWD+EsVc67UpeUoLmWrZyIiat4Y1BCJIPW2BqsPZRls6x3ohHYtKxZ+dFLYINBTjpRbFTfI+cVlyCwokXxQI7SJtnauDrbo5KNE0o0is/u7t3EyaHkNmM6rMdbJRwlXo/k0zg62CGqp0AU1d9Tl+GJfBhaNCYCzwvzcmyvZapzVaxOtsLOBgx0n1BARUfPG8jOiRqLVArcKS7HpzxyM/fqiwfo0CjsbjOnhCcU/N6dKexv0aFvZqrmsXIvvj95ip6tGIpNVdCMzx9ZGhq5+psGlMK+mKj0DnEwm8yvtbTCsk5vBtrgL+ZiyNgX7L+ZDpamcWJWnKsNPp2/j+bUpBhm+Ni3kCGTZIhERNXPM1BA1gNosAAkAwzq6ol+Qi8G2kaHu2HgiG9f/WXcm7kI+3vkpFa+P8IWfmxyaUi3+OJ+HRb+nIaSVA+7v4o4+gc7wdZPDpgG+uDfu2nXhpgq3i0rhJLdFfnEZWjpL4+Oktu+9ucVGgYpOZe6OdsgtMpz35Odmj3u8HMyeS5hXozbq8uCksEFQS/PPGdLeFV18lTibXpl9+fP6HUxZm1Kj8T8S1gItnbgQJxERNW/SuAshasa6tXbE7Af8dVkagb+7HFMiWiH251SUllXMmdiZdBs7k26bnCP1tgZxF/LRyUeJL58Mgk8DrDbf2l1ucMP+5/U7CP/wDICqAwNr5ucmR5sWcpOgpqufI7yczb+/xvNqBP7/nMscLxd7fPBYWzy/LgWZBbXrXBfZwRVPhrdkO2ciImr2ms4dCJGVsbWRIaq7B1ZOvKfKIGRsL0/Ejmpz17VNBCHeDlg4JqBBAhqg4mZ+YLCL2X1FmnKUljetyerOChuzGZmeAU6QVzGHxcPRDl39TSf5d/ZzhJuy6t9hZ18lvn4qCCHe5rM5xoS/Ox+PrnruDRERUXPCTA1RI3JxsEWbFnLc39kdUd09dOvSVEUmA8b08MCQEFf870Q2dp65jZRbal3mxtvVHmGtHTG2V0v0a+cMO9uG+8peKbfBwtEBWHkoExuOZyOzoAS2NjK0dpejV4AT7Bqi5k1EtjYy3NvaET+eytFtc1LYIKx11fNmhPk2P54y3H5va0fYVvP+dPJR4qcXO+LEtUJsPZWDo1fvIC1Po/tduzjYon0rBwxq74pHw1rA353r0hAREQlkWq3W4OvVlKwStLArrPaJe07dRFGZAuGhbRtscEREREQ1kZB0HY62agy91/uux90udUaQF+ehUcO6UwI8tA4oMbOQttG6zJCbSbjb2wA/PwlwymTNsfyMiIiIiMiCnOyBmG4VAYzxjzFzx8R0Y0BTWwxqiIiIiIgsLKYb4FSHSmEhIKLaYVBDRERERGRhTvZATGjtn8csTd0wqCEiIiIiagC1zdY4yZmlqSsGNUREREREDaC22ZqYUGZp6opBDRERERFRA6lptoZZmvqpc1DjILeBWlO71a+JiIiIGoJaUwIHOb+rJempabaGWZr6qfO/fh8PJTKzCyw5FiIiIqI6ycwugI+HUuxhEJlVXbaGWZr6q3NQ087HGYUqNW4ysCEiIiIR3cwuQKFKjXY+zmIPhcis6rI1zNLUX73ytBFdWuJo0jVLjYWIiIio1o4mXUNEl5ZiD4PorqrK1jBLYxn1Cmr6dfaC3FaL/ScuW2o8RERERDW2/8RlyG216NfZS+yhEN1VVdkaZmksQ6bVarX6G1KyStDCrrDGJyjXarE+7jo0ZTL0CQ2At6eLxQdJREREpO9mdgGOJl2D3FaL8ZFtYSOT1eh5t0udEeTFO0hrlJubizNnzuDKlSvIzMzEnTt3YHQbK3mlMgV+956JUpkCAGCnVeO+m5/CTqsWeWQNRyaTwcnJCa1atUK7du3QtWtXuLu7W/516hvUCA6fy8LBs7fgrFSglacLFHJ+YBAREZFlqTUlyPxnDk1El5a1ztAwqLEue/bswU8//YTdu3cjJSUF3bp1Q1BQELy9veHs7AwbG+vreJfsPBgXXIYAADoU7EVI4T6RR9SwysvLUVhYiJs3byIlJQWnT59GUFAQhg0bhkceeQRDhw61yOtYLKgRXMkoREaOCsWa8noPjoiIiEifg9wGPh7KOjcFYFAjfSUlJfj888+xYsUKODk54fHHH8eIESPQu3dvAMC5c+eQnJyMGzduIDc3F6WlpSKPuHaEbA2AJp+lsbOzg7u7O/z9/RESEoLOnTsDAI4dO4Zdu3Zh69atuHPnDqZMmYJXXnkF9vZ1/7dp8aCGiIiISKoY1Ejb559/jvnz52P48OGYNm0aIiIikJGRgS1btuCXX37B3r174efnh44dO6J169Zo0aJFvW6ExaKfqWnKSkpKcPv2baSmpuL8+fNIS0vDkCFD8OCDDyIqKgo+Pj44ePAgvvjiC/zxxx+YO3cuXnnllTq9FoMaahDX823Q1pXZOqLmip8BJFUMaqTp5MmTmDFjBpydnfHuu++id+/eOHToEP773/9i06ZNiI6OxqhRoxAZGQlPT0+xh1tvdzQV/73b2jVNUXZ2NuLi4rB9+3Zs3LgRY8aMwYsvvoj+/fvj2LFjePfdd1FYWIglS5age/futTq39RUikuTlqWV4ZLML8tQ1m7RJRE0LPwOIqDZWrlyJHj16YOzYsdi5cyfc3d0RExODmJgY9OzZE9nZ2VizZg2eeOKJJhHQABXBTHMLaADA09MTTzzxBNasWYPs7Gz07NlT97t2d3fHzp07MXbsWPTo0QMrV66s1bkZ1JDFLT/pgOv5Nlh+0kHsoRCRCPgZQEQ1FRsbi4ULF+Lo0aN48cUXsXTpUnTs2BGdOnXClStXMHPmTDg5OYk9TGoATk5OmDlzJq5cuYJOnTqhY8eOWLp0KV588UUcPXoUCxcuRGxsbI3Px/Izsqg8tQz3fuuGPLUMbgotTj2TBzeFdbVbJKK642cASR3Lz6Tj7bffRlxcHLZs2QIfHx9MmjQJV69exf/93/8hNNTMgi7UpCUlJeGll15CYGAgVq9ejYyMDERFRSEyMhLvv/9+tc9npoYsavlJB13JSZ5axm9qiZoZfgYQUU0sXrwYv/76K3bs2AEHBwdERkZCqVRi3759DGiaqdDQUOzbtw9KpRKRkZFwcHDAjh078Ouvv2Lx4sXVPp9BDVlMnlqG5acUBtuWn1Kwrp6omeBnABHVxI4dO7Bw4UJs2LABDg4OePjhhxEeHo7ly5eLPTSSgOXLlyM8PBwPP/wwHBwcsGHDBixcuBA7duy46/MY1JDF6H9DK+A3tUTNBz8DiKg6ubm5mDZtGr7++mvcc889GDduHPr27YsFCxaIPTSSkAULFqBv374YN24c7rnnHnz99deYNm0acnNzq3wO59SQRejX0RtjXT1R08fPALIWnFMjrueffx4uLi5YvHgx3njjDVy9ehUbN24Ue1gkUdHR0QgMDMTHH3+MWbNmoaCgAF999ZXZY+0aeWzURJn7hlYgfFP7Zl9VI4+KiBoLPwOIqDrx8fH45ZdfcPnyZezYsQObNm3CqVOnxB4WSdiKFStw7733YtCgQViwYAHuuecexMfHY8CAASbHsvyM6s1cHb0x1tUTNV38DCCimli0aBHmzJkDuVyO2bNnY9GiRXB1dRV7WCRhrq6uWLRoEWbPng25XI45c+Zg0aJFZo9lUEP1drdvaAWsqydquvgZQETVOXnyJE6cOIEXX3wRn3zyCTp16oSoqCixh0VWICoqCp06dcInn3yCF198ESdOnMDJkydNjmNQQ/X2RTXf0Ar4TS1R01OTLI2AnwFEzdeaNWswefJkAMAnn3yCN954Q+QRkTV544038MknnwAAJk+ejDVr1pgcw6CG6uX7c3Lk1/AmJU8tw9x9jg08IiJqTDXJ0giYrSFqvjZt2oRx48Zh1apV6NGjB3r37i32kMiK9O7dGz169MCqVaswbtw4bNq0yeQYs40Cbpc6N/jgqGlYcKR2vSbW/yXH1N42aO3CLkhE1i5fDXxxqnZdpL445YBxobZwrVlyh4iagISEBHh4eKBTp0549dVX8fzzz4s9JLJCEydOxFdffYWnn34aHh4eSEhIQHh4uG6/yR0p2xxSTa06BdwoqP3zVp62w6rHLD8eImpc7+6tCGxqI18N/HjJHu8OaZgxEZH0xMfHY/DgwcjMzMThw4exa9cusYdEVmjMmDF45plnkJmZicGDByM+Pt4gqGH5GdXZu3tNtwV7GD7u2NL0mNWngKtVr51ERFYgtxj47Ijp9q6tDB8HtTA95rMjFc8noubhzz//RK9evRAXF4fhw4eLPRyyYsOHD0dcXBx69eqFP//802Afgxqqk1WngGt6gcngQGDP08CMvobHDQsCrswAJt1ruN1cQERE1mOJUWAy6d6Kf+sPtjc8bmqvis+GwYGV23KLgR/PN844iUh8Fy5cQKdOnZCQkID+/fuLPRyyYv3790dCQgI6deqECxcuGOxjUEN1IgQlQjCz92lgSCAgM5ovrNUCge7AqscMgxtma4isl36WRghmVj1W8W9dazRdTiar+GzY+7RhcPMffrFB1GykpqaiTZs2SEpKQlhYmNjDISsWFhaGpKQktGnTBqmpqQb7GNRQra06VXHzoh/MCIx7IOnf3xgHN8zWEFmnGb8Cj3Y0DGZqQj+4CXCv+Cwhoqbv9u3b8PDwQEpKCoKDg8UeDlmx4OBgpKSkwMPDA7dv3zbYV7vWVUSouDF5+l7z+2yMoppyM03OhOCGmRoi6/TukKoDGeN/8uaaPQvBDT8DiJoHjUYDuVyOmzdvwtvbW+zhkBXz9vbGzZs3IZfLodFoDPYxU0O1drdvZc2Vn9XlPEQkXXf7t2uu/Kwu5yGipkWr1UKlUsHJyUnsoZAVc3JygkqlMruPQQ1Z1N3Kz4iIiIiIGgKDGrKo2mRqiKjpqUn5GRERkaUxqCGLqsmcGiJqumpTfkZERGQpDGrIolh+RtS8MVNDRERiYFBDFsXyMyIiIiJqbAxqyKKYqSFq3lh+RkREYmBQQxbFTA1R88byMyIiEgODGrIoNgogaub4b56IiETAoIYsiuVnRM2bSaaGqRoiImoEDGrIolh+RtS8sfyMiIjEwKCGLIpBDVHzxkYBREQkBgY1ZFHGf6HKRRkFERERETUnDGrIopipIWreWH5GRDWVdOYswsLCMGLE/UhPz4BaUwK1pgT/fvddhIWFIenMWd02qf/s3bsPMpkMq1avsdg5jd+HvXv3YcSI+7Fp8xaT96w255HCj/C7//e770KtKcGq1Wsgk8mwd+8+k2NrikENWRQbBRA1byw/I6La+v33Xfht1y6xhyF5/fr3R7/+/fDEmNGYEBMDD09PsYckKXZiD4CaFmZqiIiIqLY+/WQxevbsiZCQELGHIhlz576FuXPfqnabNQoJCcHRY8ctek5masiijNepYVBD1Lyw/IyI6uL06dPYtOl/ZvcdPnQIDgq57mf+/A90++bP/wB9evfC3DlzdPvXr19v8Pz58z/Q7evTuxeSk5MNznv40CGT8yUnJ0OlUuGll6abfV39fX1698K5c+fuen13G2dOdjZGPfwwJj71JCY+9aTu9fXHAgDJycno07uX2fHc7T3SJ5zjpZemQ6VSAQDWr19v8Fzh/RCO1X8/hWOFY4yfKxwrPHfunDkG75PxtRiP87//XVbtNVSFQQ1ZlPENDBsFEDUvLD8jotr6179mYcpzz+HHrVt1N72C5ORkvPrqK/h21WoUqzX4dtVqxP7nPwaByOnTpxHarZtu/zNPT9Ltnz//A/y4dStOJ51BsVqDmf+ahW6hXXH40CF06NAB9903At99/x1UKhVysrNx+NBhPPb442jTpg1ef/01XLt6DWlp6TiddAY/bt2qu2n/8ccfseLrr7Fnz17s238AJ0+drPY67zZOADh//jzefmcejh47bpKxSk5OxpMxE/DY44+jWK3Bnj17Efuf/2D9+vU1eo8AIPvWLcz617/g7e2D2P/EQqlUYv369Xjm6UnYs2ev7rxDhw7B+vXr0aZNG/QJD8f3332HnOxsqFQqHDwYj/9n7+3joirz///XZDkMm6JAAkMIaguuKWiCOoLfFQw1aUsR7QPEmokrqdVHjTVJdAXFXDV+miauWBminy1BbUNTEuyhgArezGgsjHeMLCMaAyIuw1gLvz9mr+M5c8+doL6fj8c81jnnunlf1xy2633ed7Fz52L4iBEoKiwU9F2xciVSP9ko+A0vXryIpFVJUFy8BABmFVfG74YMsbgGS5BSQ3Qo5H5GEE829CdPEERrebbXs3jvvfcBAJs3b8K9hnvcPeam5OXpCTtxT8x+a5ZRf19fX4wcORIAMHLkSPj6+iL/eL5ASWFKwqSJExEaOhH5x/Ph6OQE2VgZzpw+jcrKSpSXlyM39yiCxwejsrISZ06fhmysDI5OTtwBv6DgJOrqalFQcBKhoRPh4+MDiUSC6Khoq+s0Jydj1OjR8PDwMNn37NmzUCgUCB4fDEAfX9Oku4/IyEib9kihUCA4eDxu3arGxk8+gaOTk5GSAgDDR4xA7Ny5KCg4CQAIDAxCbu5RlJeXc3sSGBgEiUTCyVChUsFO3BNJq1YZzcv2z9nJCS4urlCr1ZyFyBRsfV6engCACpXK6r4ySKkhOhQjpaZrxCAIoptAhhqCIGzB29sbU6dNQ/qOHfjkk43cdeam9P7770Fx8RK++HKXxXH4h+d/VVXh1q1qk+3Y4ToiYgYAvdKQfzyfU1QYSatWwU7cE337OCB9xw6oKlSo1dRCVaGCp5cnJPb2bVqv4JDf1GS1/fXr1+Dr6wsnZ2eje63ZI4VCgbNnzwIAtI2NUFWYVhpUFSpoGxsFSiDrxxQz5vK2JzMTavVNrFi50uo6OhNSaogOxfCBIksNQTxZkPsZQRBtJSJiBnx9fQXXmIVi06bNNiURqNFocOtWNaRSKZ53d4eLi6vJdlKpFBKJhLPAZO7ejQP793OWBcaKlSvRpLvPff7x3XeQurvD08uTO/i3Bb6cEjs7q+0HDBgIhUIBTU2N0T1b9yjn0CHEzp3LuZNJ7O3h6eVpsi1T2Jg168D+/cjcvVtgTco/ng9fX1/O8tPVkFJDdCiGB5hmUmoI4omCEgUQBNFWvL29sWjxEpP3KlQq1Go02JOZaXSPn2SA76bFP5CzOI8jR49yLmYAIJFIEBgYhB9+yAUAznLDlJ2iwiLUajSCwHbWh7llabVaZO4xlstWOW3B0F3NVBC/pT3y9fWFh0d/vPfe+7h1qxpp29O4daTv2IEL5/UxQRfOn0f6jh2cixmgdwlTKBT44YdcREdFc9fZmjQ1NVAqlTiwf79Na+ksKKUz0aFQnRqCeMKhP3qCINoBc3dibmNTp05Fwdy5XJzI4sVLcOtWNSpUKsjGjgWgP7C79HOBnbgnAOCLL3dx91j6Y99hQ7m2iouXBBYNpjDwrRASiQTr129AfPwHkErdAACxc+di0aLFAIDIyEhcv34NwcHj4evri3nz4qyuzZyctRqN1b7e3t7YnbkHb0ZHcbErK1auRGRkpD42xsoe8ceZOm0aDuzfj4iIGYiMjAQABAeP59rk5x8X9GMJFdi/GXHz4lBUWMT1XbFyJZJWrYKmpsakm1xnI2ppIQchouM4dBkI470gmPJbIMd67BxBEI8Jcw4Cn/OSAO18HXh7RNfJQxBE1yMSidDc3IwePXqguflBXtTWVIs3B8tutjtzT7eucfOoyNkdEfd8RvD9qaeeQnNzM0QiEfhqDLmfER0K1akhiCcbcj8jCIIgugJyPyM6FKpTQxBPNvQigyAIWzF8A98Wnu7RAyKRCD2febpDxussHhU5H2XI/YzoUI5eBSZlPPg+cRBwJKbr5CEI4uEy+wDw5YUH37+YCrw1vOvkIQii6zHnfkYQbYHcz4iHAtWpIYgnG3I/IwiCILoCcj8jOhSqU0MQTzZGf/Ok1RAE8ZDpiAQETzJtTWrQ1W51ZKkhOhSqU0MQBB/SaQiCILoWpVKJzZs3dbUYnQ4pNUSHQnVqCOLJhgw1BEEQ3QelUok3o6Nw7969rhal02mz+5nungr3G250pCzEY0BzfW98OLIvRABEoha4P6tDw81bXS0W0Q3p5Tauq0UgOgFD9zND6y1BEMTDYO/evZj91iyuIOSKlSuxaNFixMd/gPQdOwDoi2EyFyvWnk/s3LlYtiwBcfPmwdPLE7179cYnn2wEAGzd+hnOXzjPjcUvWFlUWMgVpOTPUavRYNasWejbtw8AoKyszMjFiykho0aPhqpChdzcowgNnYhdu3bB0cnJ5LoSEj4yOaezkxOWLF4MhUIBhUKBosIibpyUlDVcEU++jIbw5Vm/fgO0jY2YNWsWcnOPAoBAtq6mXTE1PfEMxKC0dMQDJrj8igkuPxtcte8SWYjuSwMabW5bf6qwEyUhOpqJPZzg8YI9WqC32jhX1aO+8W5Xi0UQ3RqHMWOtNyLaTJPuPgB9rIiqQgW1+iYAYNasWdi8eRPWr9+AyMhIREZGQqvVcopPYGAQJHZ2AIAzp09jd+YefPDBB5g1axYWLJiP/PzjSFqVhFmzZiElJQW7du1CeXk5goPH44svdyEyMhIpKWuwZPFi7Nq1i5PHlDJjiKpCxfWZNWsWVqxcgfXrN5hcF1NoTM258ZNP8GZ0FKZOm4aEhI+4fTiwfz8UFy9xCp3vsKECxQwANDU1SElJgYuLK5JWJQEAVqxcAU8vT9TdqUdlZSXejI5C2vY0buyuhBIFEATR7bETi7taBMJGZva/B8DQzYF+P4IwR5NO19UiPNYEjw/m/p2Q8JFAaQH01hg+Bw4cQPqOHYidOxdTp06FtlH/Es7FxRXOTk6Q2NvD08sToaET4ePjw31XVagAAPnH8+Hr64uRI0dy8yetWoXy8nL4+PgAAEaNHg0PDw+LcsvGyjjrh2ysDAf270dlZaXJdVma08nZWTBurUaDosIiTJ02jVOqJk2ciNDQicg/ns8pNQqFAsHB4zkrDpNly5atqNVoMHPGDM5aM3XaNItreVhQTA1BEARBEATx2JOSsgZ9+zhAKpVCrb6J0NCJgvtKpRKp/3Uvi46KhkQi4e55enlCYm+b54lCoYDvsKGwE/fkXMIqVKo2yz1gwEAoFApoamraPWeNRoNbt6pNjqFWq6HVao3GPXv2LABAq9Vi4cIFkErdEBUdDcXFS/D19W3rsjocUmoIgiAIgiCIxxpmoYidOxeLFi022Wbfvm+gUCiwYuVKgRtWa/H19YXi4iU06e5zn8jIyDaPd/36Nfj6yvUpBwAAIABJREFU+hpZXdoyp7OTE1xcXE2OIZVKBYpczqFDiJ07F3syM1Gr0aCyshJnTp/GipUr27WezoKUGoIgCIIgCOKJQFWhgraxEUeOHuXcpwB9XErSqlUIDZ2IuHlxbR4/eHywwLqRkrIGowL8oVQqWzXOgf37oVQqOWXMksuapTkNlRhHJyfOnY3JxPaC79Lm6+sLD4/+eO+993HrVjXStqdx95hFhymB3QVSagiCIAiCIIjHGkcnJyQkJCA39yikUjfsycxE7Ny5nJKTfzwfALj7duKeGBXgjytXr7ZqHtnYscjPP47Zb82CnbgnklatwqZNm1tVxBIAXn45FJs3b4JU6gYASFqVJLCi2DonU2KSVq3iFJ2EhI8wddo0zl0t9ZONUFy8ZNI65e3tjanTpuHA/v0AgEWLlyB9xw707eOAsn/+EzNnzjTpttYViFpa2lbzXXdPBTTcpOxnBEG0mgY02pzSuf5UISUKIAjisaVJp3vss5+JRCI0NzejR48eaG5u7vT5dPd/6fQ5OguWQpmfrexRQdzz4egETz31FJqbmyESicBXY8hSQxAEQRAEQRDEI02XKzXJqekQSf2RmX2Yu1Z+VYXhL0chOTUdmrp6TI56F3FLU6Bt0gnui6T+KCiWAwC0TTrELU3B5Kh3cfl6JSZHvQuR1F/wmRz1LjR19Q99jabW0BFtCYIgCIIgCCHins88sp+ezzwNkUiEp3v06HJZWvvparpcqWFk7DtkUuGwl9jBy8MNFZU30ahtAgCUyEshL9UHN1VUqgEAjdomVFTehJeHG+zt9K4q82LC0XitAC3qEpSdyEL1bQ0++ngrKQsEQRAEQRBEt8PHxwcXLlxAYmJiV4vyyNFtlJojx4vw2ZffGF2X2Inh7toPR44XoexKBQDgmqqKu8/+XXalAkeOF2Hc6BGwszP2v/cZ5InpYSE4dfYSblSZzs9NEARBEARBEMSjR7dRagAgKycP5VeNCwWFBAUA0FtlNHX1KCiWI37+HzEvJhwFxXJo6uo5i42Xh7TV8/Jdvv68ejPnrva33dmIW5rCfWeuboDQBU4k9UdyarpgzMzsw9y9r77JMZqzoFjO3R/+cpTJdfNl62oXOoIgCIIgCILornQLpcZviDe2/zUB8lIlvv421+i+s2Mf+A3xxjVVFWpq76D6tgZ+Q36LcaNHoPq2BjW1d3BNVQW/Id5wduxjco7yqypk5eRhzMih6O9uuujQqbOXMCfyddT8dAyTxssw788piIkI476zGJ/yqyq8MW8ZpoeFoEVdgpqfjqGgWM7FwZRfVWH9ZxlIio9Di7oE/Zz74sjxIm6egmI5gl6fg91bktGiLsH0sBC8n7jBpLLCrFc1Px3jXOhMWbQIgiAIgiCeRHT3f4Hu/i84fvxH+Pn54eKln7hrnfX5ctdXEIlEOH78x06f62HMaevYFy/9BD8/P6z8y1+M7t28WY2JEydh7p/+hDv1dx/6c9AtlBoA+L1sJJLi47BifRp+LDoruOfs2Aeu/ZxQVX2bu+fvNwReHlLIS5X4segsqqpvGyks2zOyYT8wECKpPwaPm44xI4ciddUSSEy4pwGAaz8nODv24eJ4Jo2XYfALXtx3Rom8FAAw87VQAIBTXwfEREzhXNtYzA+zME0OHotJ42Vc/7yTxfAb4g1/vyEA9JYovnudIUeOF8H5xQmoqb2DCz/sQeKi2FbtLUEQBEEQxOOMVqtF5p5Mi0UqicebbqPUAHolwW+IN+b9OYVLBADolYbAAD+cOnsJWTl5nPIx+AUvTBovQ1ZOHk6dvQR3134ChYWfKKBFXYK0dQlmFRoA+iQDEjurcvJjevjIS5U2WY1Y28HjpkMk9UfQ63MAPEh6YGpPACDo9TlGmeIIgiAIgiCedCorK3Hm9GkEBgaZLVL5qBMZGYkm3X2TRTK7w9iOTk74x3ffYcuWrV3yG3QrpYYF85tioKc75KVKHP3xFAID/ODU14GzoBz98RTkpUoM9HR/KHKam4cpMkzWmto7ZsfwG+KNshNZnMLVoi5BdPgrRu18Bnniwg970KIuwe4tyQCA9Z9lmI3BIQiCIAiCeNI4e1bvyTNy5EgA+iKWowL8sXDhAvzh1VdhJ+6JP7z6Kmo1Gq4Pa2Mn7gk7cU+kpKwxumepP59ajYZrx2/Lxtm7dy/Xdu/evbAT90RRYSEAoKiwkOs3KsAfSqXS5Bz8fmy+hQsXIGHZMq4/G9MQJkfCsmVYuHCB0VymxmZjWho7JWWNSZm0Wq3Z36qz6FZKDQDMf2uGwFWLwU8AwJQKiZ0Y40aPAACBO1dnw+Zh8T+aunpk7DvEub/5+w2B3xBv5J0sBgB8n18oiKkJCQqAvFTJubElp6abTBbAr72jqatHdPgrSIqP4yxVBEEQjyNFF+Swe8mf+yxckwKtznQq/pQd6UZttDodFq5Jgd1L/ii6IDfqo6xQYdT/RAn6sGvm+tgyBmPvocOwe8kfKTvSBW3/sOBd1NY/iJ3ky8k+tsxNEIQx169fg4uLK5ydnATXVRUq7Nq1C2r1TQDAipUroNVqoVQq8WZ0FKZOm4Ym3X2o1TdRVFhkdCA315+PVqvFipUr4Onlibo79VBcvIRbt6qRtj0NHh4eGDV6NPZkZqJWo4FWq0VBwUnEzp2L4SNGoKiwEMHB4/HFl7vQpLuPqdOmYcnixWaVJ0POnD6Nt2bPhlp9E6GhE5G5J9OiQnHx4kUkrUqC4uIlAMC+fcZx2szi0qS7j/z84wCA0NCJ8PHxEbTbu3cvklatwhdf7uoU61Fr6XZKDYtPMYS5mhkqL0zZeZgHfZ9Bnvj79rXIysmDSOoP5xcnIDDAj3Nv8xnkia1rl2LF+jSIpP64XVMnUNQCA/xw8uBOvLkwESKpP1asT8PWtUvhM8hTMI/ETozUVUvg5eEG5xcnQCT1R1ZOHjYlfwCnvg4PZa0EQRAPk6ILcgS/PUdwLT0rG/EbNhopD7X19ZwScObiJVTe1Kfrl4jFCByhf+GVX1xsNMfZ0lIolEoEjhgBiVgsuGauT0ej1ekQv2Ej0rOyBdeD355Dig1BtBKtVgu12tiFHwBkY2VwdHKCo5MTZGNlOHP6NCorKznLTkTEDAD6g3xUdDR331p/PhKJBFu2bEXSqiTMnDEDvsOGQqFQcPcCA4OQm3sU5eXlRm5y+cfz4evry1mYgscHc21tgcUQSezt4enlCVWFCtrGRrPt2XqcnZzg4uIKtVptVgmq1WiQkpICAEhISIAjT2FMWrUKs9+ahRUrVyIyMtImWTubp7tagMRFsUaB79Hhrxi5Yjn1dcD3ez416h8Y4IcWdYlNbc1hqn3augSL35lbmDkM5Vr0pyircluSxXB+giCIxxGmUHyxOhmRU16BskKFNz9cxikt3l4PXv4cKShEblERVrwTh6RtadiXm4uEufr/nkwKHItQmQxFF+Sora+Ho4P+RVBtfT325BxCqEyGSYFjBddmTpoIADhwLA8RoaGCuTqaypvVOHPxEkJlMuxKWQ1HBwek7EhH0rY05BcXQzbcr9PmJognlQEDBkKhUEBTU4Pr16+ZbMPuOzk7W+zPR6vVIj7+A6Tv2IEvvtyFjZ98gjejH5z7Jk2ciNDQicg/no8BAwYCeOAmx+b0HTZUMGaFStXl1o+07WnIzT3KWZVMUVRYhFqNRqDwdBXdzlJDEARBEAXnz0Or08HbyxNn/m8PzvzfHoGSodXpUHD+PEJlMsx67TXETg/nFBgAcHRwgGy4H3KLilB+/UFmyfLrFcgtKoJsuB+n6LBrr4wbh3feeAMKpRJnS0sfyjr58iXMjUXTuRJOMSMIomO5fv0afH194eTszCkXhrD71vrzYdYXc1YLZuU5sH8/MnfvNsrQ5uvrC8XFS2jS3ec+XW39UCqVOLB/P3x9ffHee+8bBf7Hzp2LnEOHkJt7FEeOHu0iKYWQUkMQBEF0G4ID9Knw07Oy0VcWyMWlGMIsHbLhfnB36YfAESOQW1SEIwWFRmPx3cnYv9k9ds3X2xsjhwyBzwAvhMpk2JNzSBD/Yg4mJz8uZvbyRKv9PNxcMeq/b2aD356DUf8TBWUFJYAhiLYgkUgglZouvn5g/34olUrUajQoKiziFApmKWExJbUaDfZkGqeENtffFMyVa9++bzj3M0bw+GAoFAr88EMuoqOiOSWBXWfucCkpaywmC3gYaLVabN68CQqFAosWL4G3t7dRG6lUigkTXsaKlSuR+snGLpWXQUoNQRAE0W2QDffDF6uTue9J29Jg95I/9h4SprLfl5sLhVLJKSfM3YxZeABg+O8GI3Z6OA4cy4OyQsXF4MROD8fw3w0GoA/iP3AsD6OGDYWHmyscHRwQFTbFyMLT0UjEYiQtXIBQmT7eUqFUwjd8ulEyAYIgbGPAgIG4dasaNQYB9i+/HIrNmzdBKtXXG0xalQSJRAJvb2/sztyDA/v3w07cE1KpG2RjZUbpiM315+Pt7Y1Fi5cgfccO9O3jgLJ//hMzZ84UxKv4+PggNHSiUcC9bOxY5Ocfx+y3ZsFO3BNJq1Zh06bNJhWJhwWzPAHg5DLMDsdgMUmmEg48bEQtLS0tbemou6cCGm5CjGc6WiaCIB5zGtCIXm7jbGpbf6oQdmLz9aWIxxNTgfT5n++EbLgfauvrMSthOXKLioz6+Xp7Y/fHazlXtb2HDmP28kROUWL/jpzyiuC+KVa8E2fWFYzF+owaNhTrP1jCJRzgj8n6s7YuTk5c/Awfw+QIsdPDjcYkHl+adDo4jOn6zFGdiUgkQnNzM3r06IHm5uYOH193/xcum9mixUsQGRkpyG6WkPBRq8dsb38CEPfsHB3hqaeeQnNzM0QiEfhqDFlqCIIgiG6HRCzGlo8SUFdUgNjp4QCAiv9mN2IxMKZQKJXYl5vLfR85ZAh8vb1x+MQJHD5xgnMzAx7E5ZiDWXg6G9lwPzSdK0H+5zsBACr1TWibmjp9XoJ4nGCpk80lACAef0ipsZHyqyoMfzkKmdlCFwhNXT0mR72LgmLLKTjN9WfXRVJ/wSc5VehHnpl9GHFLU6Bt0lmUJfKdBLOFOZmsbA7D2jgFxXKuJo4hlu61h+TUdKO1dgblV1WYFLkQB4/8iOEvR1n9vdqCtkmHP6/ebHL/27N/mdmHud+sNWPYOifbm/KrKhQUyx/K70EQpqitr8cfFrwriC+RiMWQ9usnaMfiYvI/34mmcyXcR51/TJDxDHgQu/L1kaP4+shRTJ0QwllxWFxO7PRw1BUVCMb6YnVypyYMMKxlAwBOffrAtwtdTgjiUUXc8xn0ceiNt2bNwsEDB1Bx/Rp6PvM0RCIRnu7RA+Kez7T6097+9Hn4nlyk1NhIibwUE8ePgbz0MrRNpovAtbW/y3OOKDuRhRZ1CVrUJaj56ZhNh8uMfYdsPuBq6uoRvWA5YiKmcPP8fftavLd8vVklqDPgH6AfJj6DPPHHGWGYOnsJ4ufHIDCg49OlZh/Kg9+Q3xrVG2oPBcVyZOw7hJqfjqFFXYLAAD989PHWNj2DtsD2pTOUPoKwBstYxuJLWOB90rY0zsLCYmBCZTL4DPAy2Z+fMEAiFiM6LIxrw08QwOJy+PVqGMzCY2vCgNbCxmcxQ3Yv+cM3fDoUSqUgMxtBELYTGBiICxcuwMfHBz4+Prhw4QISE60n7jBFe/sTDx9SamxAU1eP73JP4PVJv4ei9DLOXSzr1P5OfR2wKfkDnDxzwezh3+U5R7S0tOCzL20LzKqpvYOWlhZB4VKfQZ4IGjUcJfKHk7q0q4kOfwUt6hKjGkgdgaauHidOn8fk4I71iw4M8MP3ez7liq2GBAWgovImGrUd55riM8gTR/Zu4ZSxma+F4uCRHztNcSIISyTMjRUkCgCEcTKsSKa5gz9TWvgJA1hGM74ixJIG8N3R+DALT2clDPD28sT327dxiQIYluJ4CIIgCPOQUmMDZVcq4ND7Wbw0bDACA/yQd7J11abb0t/ZsQ9EIhFqau+YbTP/rRnIysmz6a06G89QgUlcFNvqQ762SYe4pSmIW5qC2jt3Ebc0Bcmp6QK3Ofad7+amqavH+4kbcPTHU3hj3jIjhc3Qrc7QXY6tk81vOCffTYu56hmOzZeHjfPn1Zu5e4buWpbG5FN2pQLurv045cNwDwx/c1Py2ELeyWIEBvgJ5uFjbk7miha3NIW7z/bZ0Hrm7NgHlVXVuFFVbZNMBNHRRE55ReAKxq9Rw+6ZO/iz+JQtHyVw1hdHBwf8Y+un+MfWTzlFiF0zrH/DYDE9TedKTBbCZPVz+PMYys9kZG358/Nl4K+VFBqCIIi2QUqNDeSdLMa40SMgsRNj5muhKFVea1VsRFv620vs4OXhhopKtdk2g1/wQvz8GGTsy7H6Vt2prwMSF8XizYWJRkpCa9A26bBo5UaMGz0CaesSILHT/8e8qvo2Gq8VIHFRLAqK5dz3FnUJpoeF4OtvczkL1MTfj8Hft68VuGmVX1XhveXr8fftaxEd/gq0TTp89PFWzl3u5MGdWLBsneDwbzgnc9NqvFYAANiwLQMAOGVq69qlaFGXYOvapXg/cQNq//sbKEov49g329B4rQBeHm6c9cvSmIbknSzGQE937ntBsRwFxXKub1X1be6eoTzx82PwfuIGi89EQbEcIqk/snLyMPO1ULNtzM0JAEeOF2Hc6BHcfq7/LMOkMuXU1wFDvAc+MRY8giAIgrAV3f1fuvxz8dJP8PPzw8q//MXo3s2b1Zg4cRLm/ulPqL51C3P/9CdBu8cZUmqsoKmrR1X1bc6tqL+7Kxx6P4uyK7a5I7S3vzXCp4QA0MdzWCMwwI+Lp0mKj0PQ63NaZSWovq3BnMVJGDd6hJF1hyltbB6m8GibdEaHa0NOnrmA95avx+bV8Zyic6OqGtdvqDl3uZeGDcaYkUMFB23+nHwLhsROjJiIMBQUy6Gpq+f2evALXpx83+/5FI7/tXbEREzh+rm7PghItjQmH7ZGLw+pxb4MQ3nYs2HpmWC/3da1S01auazNCQCTxsu4uZwd+8DlOUez8wHANVWVxfsEQRAEQXQMe/fuRVFhofWGrcDOToLAwCCugOjjDik1Vvg+vxDbM7Lh/OIEiKT+sB8YiO0Z2TZZR9rTv1HbhIrKm4KDsinY4XX9ZxmtUpQSF8VyVpTUv2XatBZ5qRJ9HXpbTVDAd62SvTob12+YtzYBwK2fawEAX3/7IA1rTe0diEQiODv2sSoXUyr4lhI+FZVqeHm4wV5iZ3UsW8dsbV9nxz7o69CrzfIwTCl3tszZWtqyboIgCIIgWs/evXsx+61ZHTKWo5MT/vHdd1wR0ZEjRwIAzp492yHjd2dIqbGAtkmHE6fP4+TBnZyFo0VdgrITWbh+Q2015qA9/cuuVKD6tsamQ31ggB+mh4UgY1+O2TaZ2YdNZlNrzeF10ngZtq5disAAP4sJCr7+NhfTw0LQoi7BhR/2IGjUcIvjTg8LwZ7P1nDuU4D+QN7S0mIxpojBLCzmLAteHtJWB9dbG7O1fWtq76CuvqHN8jDMKbvW5mwtZKUhCIIgCNOkpKzBqAB/JCxbBjtxT9iJe2Lv3r0AgFqNBn949VX8MeZN/DHmTYwK8IdSqYRWq8XChQu49ikpawAARYWFnEITHDyeu65UKjEqwN+ovTl57MQ9UVRYyM2/cOECaLVaODs5wcXFFQUFJ6HVajt5Z7oWUmoscKOqGvV373FuQoz+7q4Y0F9qNeagrf01dfVITk3H9LAQm9MDz39rBioqb+Kfl01ba/z9hiArJ09Q20ZTV4+MfYcEbly2zsVXQExRVX2bq6mTlWPdNY7F/CSnpkNTV2+0R+culuHU2UuC7G18QoICONcwbZMOGftyOFcstv/MksUC45XXbliUydKYfJhCwY9/CgkKQFZOHucmxg/aN5Tn+/xCwXU+hrVmLLW1NGdbIGsNQRAEQZhGoVBgmK8vmnT38cWXuzD7rVkC97GysjIsT1yBM8Ul8PDwQHz8B1BVqKBW34Ti4iUc2L8fe/fuhWzsWHzx5S4AQH7+cSQkfASlUok3o6Mwddo0NOnuQ62+iaLCIk5R4bN3714krVqFL77cBdlY4wysEnt7eHp5QlWhgraxsXM3pYshpcYCX3+biyHeA00eYseNHoGMfYdQe+cuACDo9TmC4plxS1OQmX3Yav879Q249XMtBo+bzvV1fnECYiKmIHGR7VlwnPo6ICZiitn7PoM8ceybbcjYd0gwT1uyn7G5klPTuWB7PjNfC8Wps5dgPzAQqX/LxPy3Ijglhykrg8dNN1KKXho2mAvUl9iJsebDBZy8Qa/Pwda1S80qeYEBfoiJmALnFyfAfmAgAOCDd2I4eTclf4AFy9ZBJPXH4HHTsWLxXHgP7G9xnZbGNCQkKEBg3QgM8EP8/Bjud234dyPnCmYoz/rPMrAp+QOTGc34MtjS1tycrUFTV49S5TWzCiRBEARBPOn4+vpyrl0jR46Er68v8o/nc/dHjR4NDw8PAEBlZSXOnD4N2VgZHJ2c4OHhgVGjR5u1njBXsYiIGQD0LmVR0dE4c/o0KisruXZJq1Zh9luzsGLlSkRGRpqUUyKRQCqV4tatatRoNB2z+G6KqKWlpaUtHXX3VEDDTYjx8CuGEkR3Q1NXj48+3oo1Hy4wm275UUGf9S0HqauWtMqC1xoa0IhebuNsalt/qhB24s6Ro6NJ2ZGOpG1pyP98p8k0wMoKFd78cBlGDRuK9R8sMUoFbGnML1YnI3JKx9dYait7Dx3G7OWJ3bauStEFOYLfntMu+Wrr6zErYTkAYFfKaiqI2Qmw56gznm/D36+m7o7g70/b1NQtft8mnQ4OYzq2xll3QyQSobm5GT169EBzc3NXi9MudPd/QUrKGhzYvx+7M/fA29sbtRoNZs2aBU8vTyxbloC4efPg6eWJ9es3QCKRcJYXhUIhGCs0dCJ27dqFI0ePYvZbs5CffxyysWONxgcexN3k5x+Hk7OzYDw2jqOTk0AWNj9/vGFDX3zoe9bRPPXUU2huboZIJAJfjSFLDUF0AE59HTBu9AjOPexRJu9kMWIiwjpNoSGI7kzKjnQUXWh9uvvHCa1Oh4RNm6GssC0zJkE86dRoNLh1qxpSqRQSO/NJgFasXIkm3X3u84/vvoOjk5NRuwEDBprs7+vrCydnZ+577Ny5yDl0CLm5R3Hk6NH2L+QRh5QaguggwqeEQF562eYU2d0R5hIYGGBsZSC6hoS5sWg6V9KtrDSA9SKYjxpanQ4L16QgaVtaV4vSpdTW12Pm4g/wQ9Gprhalw7FUMJUgWotCocC+ffqkSWfPnoVCoUDw+GCTbZm7WVFhEWo1Gi4JAAv+9/IUutYztzY2fq1Ggz2ZmQKXNgCQSqWYMOFlrFi5EqmfbDSZtlmr1UKtVsPFxRXOJhSoxwlSagiig5DYifHX5e/ZnNyhOxIY4NeqWK7HBWWFCqP+JwoL16RAq9OnN6+tr8cfFryLPyx4F7X19YJ2di/5cx9Lb/X3HjoMu5f8BWMYUnRBLhjPcMyUHemwe8kfew89SPLBxjVszw7mo/4nSvCWnbVP2ZFudh388dmcx06dxsI1KVwb1t/UmPw9Y+35+2kKNs8/jv8o6Ge4p4bymtpP/j7+YcG7qLljnDnR3F5rdTrEb9iI9KxsAEDw23NMys7213DdluQz9WzxxzH1/PCfvX8c/9Hium3ZG3P7bvg7MXet3KIiKJRK+IZP59Zp63Nq6ZkBhM/uwjUpaGwyjicwlM/cfiZs2mwkP/85Kjh/weRemfptNXce9DX8+yEIU/j6+sKlnwvsxD0x+61ZZgP1AX1cy/r1G+Dp5Qmp1A2+w4Zi1OjRWLRoMQDAx8cHoaETERw8HgsXLoCHhwd2Z+7Bgf37YSfuCanUDbKxMi5NsyEs9oYpQXy0jY1QVajg6eUJib19B+5A94OUGoIgCBtg8TAKgzdh73+8zuQBqOiCHLOXJyJUJjPrr6+sUOH9j9cZXU/ZkW72YMpiEPgEvz0HRRfkkIjFCBwxAgqlEmdL9ZkDtTodCs6fh6+3NyJCQ1FbX48l6zcYrSP1qwyjdYTNX8Ad9AEgaVuaWSWOfyBmpGdlI37DRouKDQDMWLxE0I+tB9Dvo2/4dIG8uUVFmDzvHU5eFj/Dvz9j8RLBHJb2us6KEsBI/SoD6VnZgjgda/J5uLli1LChOHPxEipv6tP4V96sxpmLlxA7PRzDfzfY7HyG68gtKsKshOXcs2HL3phar6E1Kj0rG6lfZZiVozXPqaVnxvDZTc/KxoLVKYL+ew8dNpIvt6gIaV8LD2vpWdn4ZNdXAABpv35cfAz/OTJ8rsxxS6PBor/+lWurUCqxZP0Gq8ohQYz7f/+PcyVjgfqGdWIYEokEW7Zs5drz77M+/Ove3t44U1zCtU9I+Igbi91j1/jfDednrnGBgUEmFaLHCVJqbIQVlOSnRAb0AeKTo961mN7YUn9+oUr+x7CmTGb2YcQtTeHSJJuTJfKdBJPuTyyNseE9w+vJqelGspiSh6Ft0nGZ3joSc/J2Bsmp6dyH7XFHU1AsN7mH7dk/9uyx38jWMVozJ9sXbZMOf169+ZF2resoYqeHo66oAE3nStB0rgRn/m8PvL2E1rn84mIEvz0Hvt7e2Bj/gdkAZOYOw8ZS5x9DqEyGWxoNauqMLQ219fXYk3MIvt7eUGRnoelcCRTZWfD19kZmTg60Oh1GDhkCX29vFJw/D61Oxx2gRw0bCg83Vzg6OOAfWz/l5qwrKkDs9HAolEpoDKwbbK2sDQBUqE0X0z1SUIjcoiKseCeOG3vFO3FIz8rGhX+W2bynK96JAwBk5uSg7u5dZObo628ZjqtQKrEvN5fbb34bvry27PW9Ri3Wf7CE65P/+U4jF6UVW7YiaVsaYqeHY9Ef9VkQtTqdVflMKZpnS0vCUsf8AAAgAElEQVShUCoROGKEVTeoL1YnC+TNLSrCkYJCm+a2RP7nO7k+zI3Q0cEBu1JWI1Qm456xhLmxrXpOzT0zTLk2tSY+zK2RffI/3wkAUN++baQcszUkzI1F+fUK5BYVIVQmgzr/GJrOleCL1ckW94ChUCoRHRZm098gQTxqsExqzKXtcYaUGhspkZdi4vgxkJdebtOh11J/l+ccUXYiiyvOWfPTMbOHYD4Z+w5x9Us6kqT4OKNioVk5eVYVt/bCDtAPG37dnTUfLujwAHl9PaAczH9rRoeNqW3S4aOPtyImYgr3G63/LKPTfiOJnRhzIl/Hzr0HO0XpexRgb9zTs7LRVxZo0b2KvWl2cXKCc1/rBXSZ24w0eILFN8s1dXdwS6PhXIPsXvLn3tSr1DehbWqCt5cnpk4I4SwD5g7QzAWqryxQ8GadD+vDDuaWuF5Vxa2duf+wfTCnCDGiw8I42SJCQ+Hr7Q2V+iZq6+uhUt9EqEyGuJkP/n5Ym6ILcqhv34b69m3OEgUAErEY0WFhJueyda/55BYVcXsk7dePk1Xb1GRVvtr6ekwKHItQmQwF58+jtr6es5yNHGI5bXqoTIZJgXp3FkcHB0SF6dP2X6+qsnluQ4IDAvT/+/Ycm1wo+diyd+aeGb68ptZkCHN341vg+ITKZPAZ8KBeF3vGosKmcC8R2L5bg/9bSOzs4Cl1s9qHeHIR93wGT/foAZFIhJ7PPA1xz2e67af5P7/iVFEhIiIiMGzoixD3fLwzFpNSYwOaunp8l3sCr0/6PRSll3HuouW3ju3tz+qYnDxzweybcZfnHNHS0oLPvjT2n+xofAZ5YnpYSLuLOXZXnPo64Ps9n+L7PZ92Sjrm7/MLMW70iA4dW2InRtq6BK7GUH93V4wZOVRQALQjSFwUy8XY+AzyRK/f2Lf6+X+UYIoB8ECBYEjEYmz5KEHwBpopOOYOheytujmYj/+KLVvx9ScbTL65bgvBAQFQKJU4ce6s0QGaHUxnLv4ASQsXmLRqMLyk0nbL0l3oqL0+cCyv1fEWjg4OkA33w5mLl1Bw/oLAcvawkQ33E1hAAPMxRIzW7F17nxkWc1OhVhvJycdT6mYxy1RrsPXlA0EwEhMTceHCBfj4+HS1KBaRSCRIS0tDYmKi9caPAaTU2EDZlQo49H4WLw0bjMAAv1Yf7tvS39mxD0QiEWpqzZu/578146FYUFpDQbEcIqk/Z/mIfCcBke8kYPjLUSi/qjJyt2OWmczsw1ixPg0r1qeZtNYkp6ZjctS7nGUqM/uwoNApsx6YmtPQTctwv/gud2zugmI5Jke9i7ilKSbdu6yNydA26SAvvSwoZMnfg7cXrUL93XtW5bHGjapqXL+hNlsw09yczBXtz6s3c/f5+2xoPRvo6f7YKrcABC4nzMJhCFNu+O4tzP2Jkf/5Tu7gZypWhbEvN1dgRTFUpAxx7tsHLk5OAvcz9vnH1k+5N9Q+A7wQKpNhweoUpGdlY+qEEM5FjrmJyYb7wdHBgXuD3l4GuLsDELpCsY+1zG3MdQ54sO+eUjc4OjjAU+pmFFPB9k023A/Sfv0g7ddP4HLFd80y7GNuryViMaT9+pmUj7k05X++EwqlEpszM6HV6bi3+pbkY78JUzRnLF7CuTtZcz3jK8V8960B7u6tmtsUTLlhzymz7JmyVLT2OTUFX162JuZOyeC7VzIl3JqVj8GUqT05hzgLFXvWCYJ4Mni6qwV4FMg7WYxxo0dAYifGzNdC8ZcN26Gpq7f5zXtb+ttL7ODl4YaKSrXZ9LqDX/BC/PwYZOzLwUvDzAebMm79XIvB46YbXfcb4m2xX/lVFbJy8rB17VKL7ZjLXM1Px+DU1wEFxXL838GjOHlwJwID/KBt0mHRyo3YunYpAgP8UH5VhfeWr0f5VRWiw1/BNZXefSVxUazAQsUO1d/v+ZSbJ2PfIdT8dAz2EjssWrkRG7ZlcBYFU3PGREzB93s+RUGxHAuWrcPft6+FzyBPZGYfRlX1bTReKwAALFq5EZnZh+HlIcWR40XYvSUZaesSuH7+fkPQ392Vc/0yNSafG1XVqKyqhrOj/i2gtkmH1L9lIn5+DKLDX0FBsRxBr8/Bq6H6QpR8eRq1TYhesByZ2Yc5i4whbH3bM7KRFB9nMvOatTkBQFF6Gce+2cbt52dffmMyC5q/3xB8l3uiVc//owBTFnKLiuAbbvw3AhgHo/NhLj18HB0ckDA3FsFvz8G+3FyTqY+ZIjB7eaIggNrX2/TfJHPXmb080UhOfvA6swywAx1fPnb4S9qW1qHpi5mrj+G4vt7e2P3xWqO4Iz7pWdlGLnDRYWHo27s3osPCkJ6VbXJc5m4WHBDA3Te3ptbsdfDbcxA7PRzLDH4z2XA/rHgnDknb0hAdFgbZcD+b5AMeKJos7oPvOmUJQ3mZ+xZzsbNlboZhljc+sdPDBZYj5uK44p24Vj+npmDuaOlZ2UbjcG14io+5v0Nz8PdXGjyhVX2J7sWvujr8rNyLhlsl+M8v/+5qcYh20uOZ36CXiz+e847E0+K+nToXKTVW0NTVo6r6NhcP0d/dFQ69n0XZlQqbanm0t781wqeE4MTp88g+lIfJwZYrErPYHf7BlykWfJjFhM/uLckW5f3H0RO4c7cBmVtXCw67k8bLMPgF/X+8mcsUo6b2Dm79XGtR5veWr0fQqOGCA3beyWIEBvhx88REhCE5NZ2zLvDnZBaMRX+KBgC8NGwwxowcihJ5Kfq7u+LE6fOcwgmAk6+gWI5J42Xcnjo79oHLc45WxzRUKmpq78Ch97Owl9iZ7TsvRu/6o23SCeSR2IkREzEFJ06fR/iUEJOxPmxPU1ctwaKVG5Gcmm6kjFiakxETMYXbT3dX02+rGbV37qKm9s5jpdQ4OjhgY/wHguxm33yyEX/7Zh/XRjbcD4rsLKMMaF+sToZsuOm/jeG/G4zY6eFI2paG4IAAOPURurhMnRCCgvPnuUMms/zMXp6Is6WlJhUBZvXgHwr5Cg0jIjQUB47lwcXJSXCA5h/MWd/ggAAEvz0H+cXFZtdiDRZkzs9AZYtCAwA5n23F/mPHuH3I/3wnJ4epfTfMKCcb7of8z3dySmeoTIY/zYgQZA6zZa+ZcgToXRGbTLhjsX1N2ZGOXSmrbZKP7U9U2BSBlcwaoTIZEubG4v2P10GhVJpcty1zM5iVUdqvn0AJCpXJkLRwAWc5YsoHoA/Qf+eNmYidHt6q59QUhs9u7PRwjPjdYC4DmkQsxnvR0Thz8ZJeqfL2xo5Vf8GOffsE2eNMYer5M/wbJro/v+rqoCpKRG/n32LgiFl4uuezXS0S0U5+vX8PdTcvQFWUCE9ZcqcqNqTUWOH7/EJsz8jG9gzjN1u2WEfa2r9R24SKypuIiTAd7MrQH3zDsGDZOnh5dIz/e1J8HHcwzsw+jIx9h6wqTGVXKuDynCO+zy80a1UA9FYXpjBN/P0YTlEwxa2fa+HynCMXW+QzyBPaJh2qqm9j3GjLQcuMmto7EIlEnKWEj6173JoxW9tXYifmlIi2ysPG4St3fIXD0pytxdmxDxz79G5T3+4Oy/DE5w/jf2+1DZ+EubEC5YIdIrd89ECZN+xveB+AVXetyCmvWG1jSVZDOQGg6VyJxfu2zMkyq7UWezs7k/vAsLbvwAN3Kj7876Z+C0C416bGMFyPKVlskY/N1doiqj4DvCyObevcfEz9vnxMyWlt72x9ZkxdmxP+4CWLqfUYzmtuvaaeP/7fsKODg6CvRCw2as+eE6Jr+Fm5F72df4vnPIO6WhSig3i657Pc7/mzci/chs3vtLkopsYC7M35yYM7jbKBXb+hxo0q82+N2tu/7EoFqm9rbDo4Bwb4YXpYCDL25Vht21qiw19BYIAfPvp4q8WsV/HzY7B5dTy++ibHbHKD8qsqnDxzgcv0tnl1vMW5XZ5zxObV8fjjjDCk/i0T2iYddyBnrmrWcHbsg5aWFpOxSXwXv9ZgaczW9mVKWnvkYVRUquHl4cZZhWyZs7XU1N5B7Z27bepLtA4WnM3eqHeXoH2WaIC9bWeuSQRBEO2l4VYJ+roN72oxiE6gr9twNNwqsd6wHZBSY4EbVdWov3uPc2Vi9Hd3xYD+UpTISzulv6auHsmp6ZgeFmJzdfr5b81AReVN/PNyhU3tWwMbO/tQnsV2PoM8BQqIKW79XMsdrr/+Nteq+xmgd7EDwM0fEhSAgmI5NHX10DbpkLEvR+COxsdwr89dLMOps5fg7zcEEjsxxo0egROnz3Py2pJW2tKYhjg79kH93Xto1DYJ+n79rT6g+UZVNU6dvQQARvLoU0EfErjHMQxrzVhqa2nOtuDYp3ebrFRE69DcucO5FK14J67NbmEdDT9IPHZ6OKZOCOliiQiCeFz4zy//Jpezx5Snez7b6TFS5H5mga+/zcUQ74FGh2V2+MzYdwijRgwFAAS9LgwgnhcTjn7Ojlb7v+DlYTKAf/eWZItuXIY49XVATMQUrP/MfFXotsLGfnNhIrw8pBZjayYHj0XGvkPIPpRn5A7HUkOzvTrwxUYUFMtRU3sHPoM8ERIUgKDX56Cq+jbemfWg7gLfxc7fbwgCA/wQEzEFzi/qg0HnxYTjg3diTMojsRNjzYcLEL1gOd5cqH+zfPLgTk5ZZAkK7AcGcmOlrlpiMW2xtTH59Hd3hYe7KxeDwu8rkvpj0ngZxowcyrU3lCcpPs7kc2BKBlvampqzNZTIS00+00THY8oVqjvQFncnc1hzg3pSaasbH0EQxJOMqKWlpaUtHXX3VEDDTYjxeBfyIYj2wqwprVFSuyMPMsmFtTvJRQMa0cttnPWGAOpPFcLOSupbgiCIR5UmnQ4OYyzHrT7qiEQiNDc3o0ePHmhubjbb7p+H38Dvgv78ECUjHib/PPlX/O6Vv7d7nKeeegrNzc0QiUTgqzHkfkYQnczk4LE4cfo8l53tUeVGVTV693rWpgQZBEEQBEEQDxNSagiik9G774Xhsy+/sd64m6Jt0mHn3oOYE/m6ydTSBEEQBPEkU35ZheGBURgeGIXyy6YTJhm2zfz6sNE9rVaHuP9NQdz/pkCrNZ+giTCGYmoI4iEQGODXIXWJugqJnRh/Xf5eV4tBEARBEN2SkvOlkF9Ucv/2+a1tiZ4MkUjESPv/KK14WyBLDUEQBEEQBEG0Ea1WhxOF5/E/ERPxPxETcaLwPGdlYZaXyLcTEPl2AoYHRuG6Sl+6QX7xMoYHRkHU2x/J69IF7eP+NwW1dXeNrDbJ69Ixedq70NQ+2i7tnQEpNQRBEARBEATRRm78qxqnii/h1cnj8OrkcThVfAk3/iWsRfjP8gr8Zdk8XCjYgwGe+uywdxvuoeiHL7A7PRlZ3+YZua1J7MQYN3YEKlQ30ahtgqa2HgWn5Agc4wcnR8pCaggpNVZITk2HSOpv9Bn+cpSgyKSmrh6To97l7k+OelcQGM7GKSiWC8Zn/dh4BcVyxC1NEdR5KSiWG/Xl1ynJzD5sUkbDcToTw7oplrClFkxbYWMnp6Z32voLiuWc/Oy3MfVMmOtr7hmx1s+W9uVXVZgUuZB7ljprnwmCIAiC0FNyXl+3zn/EEPiPGCK4xhgTMBT9n3cVXHN36weJRAyv/lLILypRozEu6u0/Ygiqb2tQpqxAmbICR44VIeT3AZ20kkcbUmpsICk+Di3qEsHnwg97uLok5VdVmDDjHcRETOHux0RMQfSC5YJD6BuvTUTeyWLB2GVXKnDkeBH33dmxD67fUONG1QMNv6JSbdT3RlU1rt9QcwUf58WEo/FagUDGtHUJT1xQ9/y3ZqCgWI6CYjnWfLigw9evL3KZg/lvzUD5VRWSPtmBshNZaFGXIH5+DN5P3GBW8Si/qsKCZetw8uBOtKhLkLgoFh99vLXTFE8Ww2OoSBMEQRAE0TEw1zOmtPR/3hVjAoYKXNDMMXCAu9Xx2Xh5PxYj78diTJogw2BvL6v9nkRIqekAvv42F9PDQgR1SMKnhMDLww3f5xdy1/o/74pS5TXBobeiUo34+X+Ey3OO+jb/rf5eU6vX1rVNOshLLyNy2iQ0/LuROwDX1N7BgP5S9HcXav2PAomLYpG4qHMK7jn1dcD3ez7F93s+7ZQCkd/nF2Lc6BFw6usAn0GeOLJ3C6fc+vsNQUtLC/fbGVIiL8WYkUO5lMgvDRuM3r2eFSiw7cVQppmvheLgkR8fmsWOIAiCIJ4kzsnLsP3zbGz/PBv2LoGwdwnkvp+Tmy/kbSsSid4FLevbPJwsukCuZxYgpaadaOrqUVAsR0iQ0BQosRMjbV2CQNF5wet5OPR+FmVXKgA8UFj4WbEkdmK4u/ZDRaU+iKxR24S7Dfcw0vd3AMAdgCsq1XB37dcmSwTfpY7vopWcmo4/r96M4S9HcdfLr6ow/OUok+5V/HtvL1qF+rv3uHXFLU3hxjJ0tTJ0P+O7z1mTx9DNz9AKwV8b30VsctS7iFuawt3ju8lZG5PBfi9mHTOkRF7aakXzbsM9s0oQfy18K52l9fDdzwC95a+yqrpDFSeCIAiCIPTk/VgMv2HeKDubhZa7JWi5W4Kys1nwG+aNvB+LrQ9gA8yl7WjeKXI9swApNTawYn2aUbwKOzDX1N5BS0sLnB37WB3nN/YSjBs9gjugsoOm5/NugnYhQQE4cfo8tE06lF2pgLtrPzzv1g+9fmOPErneR/OaqkqgSG3PyIb9wECr8RoFxXJUVd/mXNXcXfsh+1Aed19RehnHvtmGtHUJaNQ24f3EDdi6dila1CXYunYp516lbdIh9W+ZiJ8fgxZ1CRa+/Qb+7+BRwVxsrMZrBfDycDNZp6WgWI6MfYdQ89MxTp4N2zJMygMAH328lXPzO3lwJxYsW8cd4DOzD3Nra7xWgKrq29xh/8jxIowbPYLrt/6zDJRfVUHbpLM4Jp8bVdWorKo2+q2ZcvfmwkTERISZVTS9PKTYnpGNcxf1b27OXSzD9oxsToE13JeCYjlqfjrGrYWPufUY4tTXAUO8B3LPDUEQBEEQHQML3DeMl2EuYwWn5KjtgMLbbDxyPbMM1amxgaT4uA5zl/L3GwJ56WVom3QokZei12/sjQ7Bzo59UH/3Hhq1TaioVGOgp97nMiQoAHkni6Gpq0dV9W0MfuHBgz0vJhypq5bYZLnZnpGNmIgwBAb4Ga0rMMCPc9squ1IBLw83gbuUl4cbyq5UcLE/i/4Uzd2bFxMuGCsmYgo3lrtrP5Oy5J0sFrSb+Voo/rJhO6eQ8eVhcUT8OceMHIoSeSn6u7vixOnzGDd6BLcHTBEqKJZj0ngZJgeP5faXuftZGpO5cDFqau/AofezsJfYCa77DPLEhR/2oPyqCm/MW4ata5earEkTGOCH3VuSEfT6HABA/Pw/Gu0Zf1/4a4+JCBNYt8ytxxzXVFUW73d3mnTkPkcQBEF0L5wcHfD9/k+NrhvWmjGsO+PzW09cKNjDfQ8c44eWuyVm21PtGtsgpaadODv2gUgkQk3tHaNDsLn2lVXVKL+qwonT5xETEWbUpr+7KzzcXVGpvgV56WXMiXwdADD4BS9k7MtB2ZUK9O5lfLi2hcAAP5w8uJM7WAPAyYM7TR7CKyrV2J6Rje0Z2YLr40aPAACIRCLOasHc5lqDtkmHqurbWLE+DW8uTOSu+w3xNumSVVN7RzAnH70CeNPkflrC0pitxWeQJ6aHhSDvZDGcHfvgjXnLIC/VF+Jiexwd/grnkqipq0f0guVGMrN9YfsM6J+bvg692iTXQE/3R1qpcRgztqtF6DDmzp0LANixY0er+jU0NGD27Nn44osv0KtX656DrurbUWO0dc8Ya9asQUlJCfbv39+m/gRBEMSjAbmftROnvg4IDPAzymoGmE5dzNyB9uz/HvV37wmsLQyJnRi9fmMP1b9u4m7DPe7AbS+xQ+9ez+Kn8qvwG/LbNmf2Cgzw4zKk7d6SjOTUdJOual4eUpNZ1aLDX4GzYx9BUDw7iLcGpgjt3pJsNrMcH8M5+dhL7ODl4WbSlcsSlsZsLWwPBnq6c9YbtiZTSqM510W2L3xFpKb2DurqG9ok16Os0DxONDQ04KuvvsJXX32FhobW/ZYpKSn49ttvkZKS0up5u6pvR4zRnj1jbNq0Cd999x2uXLnSpv4EQRDEowEpNR3AzNdCkZWTJwg+LyiWIysnDzNfCzVqHxIUgPWffYUh3gPNZugKCQpAQbEcPoO8uDYSOzH8hvwWeSdL4OUhbZOsmdmHBcH4Xh5SeHm4mbT6DH7BCxWVN7kYEBY7UlAs57K0ff1tLgC9G9eps5daLU9IUAAy9h3ilKrM7MNm44HYnCw+5NzFMpw6ewn+fkP0BapGj+BikQDb6uFYGtMQvlsg2w9+UL6lvqx95DsJgpikoFHDTSpwIUEByMrJ48Y2pTS3BubCSHQd/EN9aw74DQ0NSE1NxS+//ILU1NRWHe67qm9HjdHWPWOkpaXh3r17ePrpp7F27dpW9ycIgiAeHUipsQFTiQL4WbJ8Bnni2DfbkLHvkCCRwLFvtpk8sA5+wQuTxsuMMqbxcXbsg6PHT6Gfc1/BdS8PKe7cbTBp4bGF6PBX4O7aj0sqsGDZOiz6U7RJq49TXwdsSv4AC5atg0jqj8HjpiN+fgwCA/wgsRNjzYcLuGKS7yduwJiRQ1stT2CAH2IipsD5xQkQSf2x/rMMbEr+wKSyx+Zk+xz0+hxsXbuU22PDtVVV38YH78RYnN/amHyYWyCz6vgM8sSKxXMxeNx0q31Z+1dDx8H5xQmwHxgIAGblCwzwQ/z8GG7shn83tsn9TFNXj1LlNbOKFvFwYIf7+/fv4/79+6064KekpKClpQUA0NLS0qrDfVf17Ygx2rNnjL/85S/QarVoampCRkYGWWsIgiAeY0Qt7L84rUR3TwU03IQYz3S0TMRjDrOedFatms6EWeP4qbq7M/rscjk2J5F4WDSgEb3cxnW1GA+NZcuW4ZNPPsH9+/cBAD179sTixYutWg8aGhrw3HPPQcdLlCAWi/Hzzz9bjU/pqr4dNUZb94yRlpaGxYsXQ6vVAgDs7OwQFRWFnTt32tSfIIiOQyQSobm5GT169EBzc7PZdsof3sbAEbPwdM9nH6J0xMPg1/v3cO38Lni//Hm7x3rqqafQ3NwMkUgEvhpDlhqiS3hU3aEmB4/FidPnTbrHdUf02eXMp5kmOh++xYFhq+WBb+lg2Grx6Kq+HTFGe/aMwaw0DLLWEET3p5eLP+puXuhqMYhOoO7mBfRy8e/UOUipIR4arMhlVk7eI+sO5dTXATERYSZr7nQ3mHukqSQFxMMjJSUF//nPf2Bvb4/+/fujf//+sLe3x6+//mrxgN/Q0ICNGzfiqaeegqOjPmW3k5MTevTogY0bN1o83HdV344ao617xti2bRvq6urQu3dvDBgwAG5ubujZsydaWlqQnJxstT9BEF3Dc96RuFtzGT+rTuLX+/e6WhyiA/j1/j38rDqJuzWX8Zx3ZKfORe5nBEE8dJ4U97OGhga89NJLeP7557Fu3TocPqx3X3zllVewdOlS/Otf/8K5c+dMumNt3LgRy5cvx8cff4z333+fM7Nv2rQJH374IVavXo0lS5aYnLer+nbEGO3ZM0ZAQACam5uxfv16XLlyBWfPnsV7772H5cuX48yZM/jxxx/xwgsvWFwDQRAdh63uZwDwq64OPyv3ouFWCf7zy78fkoREZ9Hjmd+gl4s/nvOOxNPivtY72IA59zNSagiCeOg8KUoNAFRVVcHdXe9uuWrVKgDAypUrje5Zw/D/vFtDV/Vt6xjt3bNff/0VTz+tL8P2t7/9DWfPnsX27dsBAD/99BNefPHFVq+BIIi20xqlhiCsQTE1BEEQXYClA7itCs2TRnv3jCk0piCFhiAI4vGElBorJKemm0znPPzlKK6GCPAgXoTdN6y1wsZhcQ6G/dh4BcVyQR0ZAFzaZH5fbZMOcUtTkJl9GJnZh03KaDiOKTlNtWf1aAzvG9Z8MZzXVE0YJl93pqBYbrY2jiUM69QQBEEQBEEQXQMpNTaQFB8nqHhvWPW+/KoKE2a8g5iIKdz9mIgpiF6wXHBQfuO1iUZFFMuuVODI8SLuu7NjH1y/ocaNqmruWkWl2qjvjapqXL+h5gLu58WEo/FagUDGtHUJZrNenTy402hN/PYuzzmi7EQWd6/mp2MoKJZzCkpm9mFk7DuEmp+OcW0AGCk211RVbS4UShAEQRAEQRC2QEpNB/D1t7mYHhYiqF0SPiUEXh5u+D6/kLvW/3lXlCqvCRSdiko14uf/ES7P6TMEsQr3rMCjtkkHeellRE6bhIZ/N3KWl5raOxjQX4r+7q4PY4n/zfo1BSdOn4e2SYdrqioEBvgJimTOfC1UsD5NXT2qqm+3uVAoQRAEQRAEQdgCKTXtRFNXj4JiOUKCAgTXJXZipK1LECg6L3g9D4fez6LsSgWABwoLP+WuxE4Md9d+qKhUAwAatU2423API31/BwCcBaeiUg13135dVn9koKc7CorlAgXNZ5An9m5L4RSdsisVcHftx33nu/Lx3feY+1fc0hTuPt9ljd/P0KXO2pipf9vD3S8olgvaG7oCfvVNjsl7fHc8Q7dDgiAIgiAIoushpcYGVqxPMxtfUlN7By0tLXB27GN1nN/YSzBu9AjOjYwpKJ7PuwnahQQFcBYRphg879YPvX5jjxJ5KQC9WxdfkdqekQ37gYFmY3oMCXp9jtGaDA/5fDR19cjYdwjjRo+AxE7MWaKcX5xgNn6nolLNFdksKJajqvo25yI3PSwEX3+by7U9crwI40aPQIu6BCcP7sT6zzK4GCN+P3fXfsg+lGfzmP2c+6JFXYLdW5IR9PochAQFoEVdgqT4OGTsy+FkPnK8CPf+3cjNv2DZOpRfVUFTV4/3Ezdg69qlaFGXYOvapXg/ccMjU2FiXqIAACAASURBVHyTIAiCIAjiScB8ihiCIyk+DomLYjtkLH+/IZCXXoa2SYcSeSl6/cbeyNri7NgH9XfvoVHbJFAMQoICkHey2KRb17yYcKSuWmKz5ebkwZ0WizLe+rkWg8dNF1xLio/jLE/MEpW2LgHlV1V4Y94y2A8M5PaKWaHmRL4OQF8Aks2nbdKhqvo23F37cWNPGi/D5OCx3PqZOx6gV9hiIsIQGOAn+B1aM6aXhxSTxsu4PRvo6Y6q6ttcW78h3pj5WigA4KVhgzFm5FCUyEvh5SGFl4cbXho2mLvn5eGGsisVNimyBEEQBEEQROdDlpp24uzYByKRiIuBsaV9ZVU1yq+qcOL0eSO3NUAfV+Ph7opK9S3ISy9zyQAGv+CFqurbKLtSgd69noW9xK5D18LHMFFAi7rErGLnM8gTF37Yg7ITWcjKyUNBsZxzm2MHf74Ll+zV2bh+Q22THIEBfjh5cKfAssQsSm0d0xSu/Zw4WZkLIKC3NvGtYPYDA7E9I5tzDyQIgiAIgiC6HrLUtBOnvg4IDPBD3sliI8sHc1HjKwNOfR0wxHsg9uz/HvV372HwC15GCpHEToxev7GH6l83BYqBvcQOvXs9i/+fvTOPq7pM+//7gMphPywi+yKxCBoiIir4WLSYqfQMOjam9EzpL1Fbxil1LLVJzDIzZyYX7GXWI5IzKcyT4VbJVEKKiMgkxuJyEFlElsMiHFw4vz/OnG8cOOwaavf79fq+kvt73dd9fU8u38+5rvu6c/PPExTg02/7aapqannx9XX8+bX5Ugc40Ao2Rwc7oP1+Gl0zhdPffAa075LWGeGhQVJ3tcTkg8Rt3E7i5jV98tkZuqzPUA8XPN2cO8yCib01AoFAIBDcXm4213C1YDf1V05y68a1/g5H0EeMB5pjOWQ0g31nMcDE5o6uJUTNbWBm1GM8PX85Qz1cpPKs9Mwckvan8o9t77Szj4wIJeKpuaxeEoudjbXBLE9kRChfHP4OP29PSRiYyk0ICvDhy6+O8tLcp+/sQ3WCTpi9svJ9EjevkeLTdXrzf8CTLZ/uaZeFKimvoEndzKWScpL2pzJ9SmSXayUmH+RoRrYkKnTlYLosVW98GuLwt8c49K8fmB09mVM/5nE86wyLX5iNva0CZXEZp37MIzw0SCq12/zOMlF+JhAIBALBbeRmcw1Fx1ZiZe/D0OD/YcAgi/4OSdBHbl5voKbsNEXHVuIxLu6OChtRftYNDDUKaF0G5eftwZE9W0nYe0CvkcCRPVv1Mhk6/B/wZNJD4wyWnumwt1Xw1bfHcbDX/5/v6eaMqq6+z22SDTUK6MkBlCsXzyNmxpNSowCZ82iOZmTzzx3vY2Yqp/5ao95L/8yoxziedQazoeFs/CiRhb+fIQmSzpgdPRkXRwep/GvR8nUsfmE2pnKTXvs0xKSHxlFRWYPMeTQRT81l8zvL8PP2wM7Gmr/Gvcai5euQOY/Gf8J0liyM6XQ/kkAgEAgEgp5ztWA3VvY+DPaIEILmPmHAIAsGe0RgZe/D1YLdd3QtmUaj0fRmYnNDEdSXYcLA2x2TQCC4z6mnEUunCf0dxi/OW2+9BcCbb77Z47kymYxe/nXdb3Nvh4++fGYAH330EVlZWWzbtq1X8wUCQd+RyWS0tLRgbGxMS0tLh3YF3zwvMjT3KTevN3Ah+3/xfXRHn30ZGRnR0tLS7t8WkakRCAQCgUAgEPQ7t25cE4LmPmXAIIs7vkdKiBqBQCAQCAQCgUBwTyNEjUAgEAgEAoFAILinEaJGIBAIBAKBQCAQ3NMIUdMJ6Zk5xC5bq9dNKz0zR6/zGWjPNYldtpbE5IMkJh802CmttZ+qmlqeeOalTjuqtSVu43aD3cl057bofi1zHk1i8kE9G118rf33xLY1rQ+8bH219dP6OW/X+TECgUAgEAgEnZF+PAeZ1WjpSj9u+L2qNU1NzcT+YS2xf1hLU1PnHVSbmpqJW7edqurudYvtK31Zz9BzpR/PIfHz9u9s9wNC1HSCva2Ci5dKuVRSLo0pi0t5OupxUtMypbFLJeVcvFTK6KAAAObHRNN4IR1N6Uk0pSepzD2CsriM5AOpev7TvvhYstFdnbUK1p2l0hmPTxxLztlCPSF2qaSc41ln+mTbmiGDbck7miTFnHc0ifVbEtqJoLxzSjzdnCgpr+h2q2iBQCAQCASC3lBVXUvcuu3s2h5H45V05j8ffdsFyPt/S+iWULob1jM1NSH+L68T/5fXMTU1Ib+wiEWvrrvNEd49CFHTCe4ujni5O0uHYzapm8k5W8is30yi/lqjJAYqq1V4uTvj7uJo0I+djTUxM57kaEZ2r85Q0fH4xLHs3LO/05PsvdydKS4p1xNildUqxoYMZ9JD43pt2xnuLo6MDRmOsrhUGmtSN5Owdz/TpzwC0KUYEwgEAoFAIOgLlVUqyiuqOPpDNgDxf3mdQ//8EDtba/ILixgZ/gxLV/6NkeHPILMa3WlmJvHzg1K2R2eX+PlBVr0dz+Ejx3hk2gJyzhRKmZClK/+GzGo0T/zmJT0RZciPIeLWbe9yvfzCog5t4ecsle7+qrfjpfhKSit4Zen75PxYwJx5K/Xu6ebHrdsuxV9VXcsTv3mpRxmv/kaImk4wlZvg4uggvaw3Nqmpq28g5MFhAJIYUBaX4uLogKnc5I7GEzFmJBFjRrLxo8QOxZGLowMBvkM5mXNWGktNy2RyZHifbDujbaZKN1Zb18CoEf5MCAvus6ATCAQCgUAg6A7bdiTzm2deM5ihqatv4Ng3n5D21cds25FM8pep7WzSj+cwZ95K0r76mErlEZRFZbz/twRmz5zM6jdimfTIOI58uRVfb3cAjmeeYe6zT5GXlUR5RRWHvvmhUz+G1lv1djxpX31MXlYSxzPPkPxlarv1/Hw8iFu3nfTjOVQqj3TqU1N3kuV/fE762dbGmr++9xpBI3zZtT2O1W/EMmF8MMqiMhqb1FRV15J+PIfwsUGYmcp5Y/VmPD2caLySzq7tcSx6dZ0kqu5WhKjpgsiIUOmFPO+cEhdHB1ydHLA0N5PEwIWiEiIjQjv0UVVTS8LeA0wIC9YTPhFPze1yX0pbFv7+tyiLyzj1Y163Yq6qqaWkvIJhPl59ttVx5Wo1/hOmS3H7T5jOqj/+P/y8PSSbkzlnCfAdip2NNU88PJ7auga9jJBAIBAIBALB7cTPx4Mlr8QAcPjIMew9H2m3f2TC+GBMTU0YFeTP/OejOfpD+y9dU7/LZNIj4/D39cTO1prwsUGUlFV0mGVxdLDD3k6BvZ0CRwc7Llws6ZWfiMfnUlml4nT6Z8yeObnd/dbCw87WGjtba2JmPUnSvlQ9wRE5seN30taMDg6gvKKKvAIleQVKDh85RuTEUC5dLud45hnpsxodrP3SurJK1S2//YUQNV1gb6ugtq6BxiY1yuJShnq4AFoxcKGoRBIC/g94SnO2JSRjNjRceum3D3yE8NAgZkfr/wZtu6em7X1D2NlYs3LxPOI2bu9wn4oulsYmNXnnlACYmcr7bKuj7Z6aytwjxG3cLokyXZnezKjHpJjbZoQEgl8jEydOZOLEib2a++c//7nX6/bX3Nvpoy84Ozv36/oCgeCXY/bMyeRlJRE0wheA9X9N6FGGoUndTElZhSSKdGVcuoyGITw9nNq9OzU1dd+PTmCBVth0VO6lK68b6uXS7efpDHdXR8aGDif1u0w9AVZZpZLK1GRWo/EPmU7OjwUoL5V27bQfEaKmC9xdHHFzcaS49Ao5ZwulEiv/BzwpKa8g75wSK0sLvd/MrRsFpH3xMUEBvtILfndo3UHNUMezUSP88XRzYsunewzO18WSd05JalpmuwxRb207ou2eoVM/5rF+y069bM6q9fEk7D0gGgYIftU89NBDPPTQQ72a++abb/Z63f6ae7vW78v8F1544bY8g0AguHfw8/HgdPpn7NoeR86PBT3KMJjKTXBxcmDSI+OoVB5BU3cSTd1JaW9Ot/2Ydt+PbkO/pu4ku7bHARhscNA2E9RXTE1NmDA+mKR9qaQdOy1lgOztFFKZmi5uTd1Jg9mju4kB/R3A3Y6p3ARLczOKLpdRV9+Ava0C0IoBK0sLcvPPExTg06EQCA8NYsnCGF5Z+T6Jm9dgZ9P1H4jZ0ZM7zdqYyk1Y/MJsXl6xnvprjViam7W7PyEsmIS9+6mta+hUUPXEtrukpmWya1Oc3jNU1dQye9EK8s4pO+3wJhDcacLG/1d/hyAQ3NVk/PB9j+yLqgrYeWzDHYrm/ufZca/iYefb32HcFyR+flDawxI+VvuuETTCF3s7hWSTsPsATzw6nrwCJdt2JLNre1y7d7jIiaGsejuevAIl/r6ezJ67gvCxQaxcNq9H8XTXT+LnB1n/1wT+8ek7RE+LZP7z2kYHbbM/uhK29OM5kuBJ2H2A6VGR+Pl49Ko8TFda9lXqcVb96f8BP2dwjv6QTfS0SJK/TJXi8/Px6MxdvyJETTeIjAjli8Pf4eftKYkSU7kJQQE+fPnVUV6a+3Sn86OfjORoRjZbPt3DysU9+wPREX7eHjz72ynMeXElq5fEtrs/OiiA9VsSGBsyHHcXxw5Tpj21NYRuz1DMjCdpbFJztuBCO3FkZ2NNeGgQqWmZQtQI+p2t+6L6OwSB4K5kQdS+Xs0bYu1OhO9/3+Zo7n/SCv6vv0O4r5g9czIXLpYQ8fhcaSztq4/x8/GQStAmPTqO2XNXcPjIMVa/EcvsmZPb7XEJHxvEru1xkp/5z0fz2svavTo6oWLv+QhHvtzaaTyd+TEUt3/IdEArxP7x6TuYmprorZf21cesXDaPuHXbsffUdpdd/UZst8WWTqzMmbeSoz9ks/GdV6UxRwc7/H21WxJMTU14e9UiZs9dgdmQcL3P8W5GiJpuYG+r4Ktvj7Nkof5vRE83Z1R19Xr7aQxhKjchZsYUIp6ay1APF554ePxtieuJh8d32HpZ12ZZV07WmVDpiS383CigNauXxDI7ejKJyQextrIw2N46MiKURcvXMTPqMb2mAgKBQCAQxH8Qz4fvbdIbW7f5XaZOn9qt+Wp1M+tWrSNqxjSCxwT3aO2UpBQuF10m9o/tvyQU3FusXDav05d8h8E2HPrnh3pjuvKv1syeOdlguVX42CA0dSeln1tvyjc1NWnnuyM/3Y277Xo9sTX0XLpza9qOtcXO1rrds9ztyDQajaY3E5sbiqC+DBMG3u6YBALBfU49jVg6TeiXtcPG/5fI1AgEHbAgal+vys8On93T50xN/AfxAJKwuHheydo31vL626/j5d35l4fQN1HTX6QV/B+TAn5735efyWQyWlpaMDY2pqWlpUO7nw4+zbCIpXckhvzCIp7+/XKWvBJz1+8NuV/5Ke09hk3+R5/9GBkZ0dLSgkwmo7WMEY0CBAKBQCAQ3HU4uTjh6u6KqqoG0IqeQMfhBDoO54VZ81HVqPTGV/5hBQ119dL87BPZkn2g43CyT2STfSKbt5auRv2fFr7xH8QT/0E8KUkpxH8Qj6pGxZLYJWxYvYFAx+FEPzKdi+e1nUEvnlcS/cj0dusL7g10zQOEoLl/EaJGIBAIBALBXUdZSRmXL11GYWeDqkbFE089QW75GbKUWbi4uXCx8CLZJ7I5lZlN+k9pLFyyiPOFF/R85JafIbf8DOs2v0tGWgZePl401NVTVlKGWt3MtYZrTHrqCb05tbV1+AX6kVt+hsenPMbhLw6hqlGxZf1mNny0gdzyM0TNmMbfP/n7L/lxCASCLhB7agQCgUAgENwVfPjeJr19Nes2vyuVnilsFHr7bqJmTCMjLYNRocEobBTITU0JCvm5EU3wmGCyT2QzJ0q7H/alpS+isFHg7estZX9AmxHKPX1GLw4XN+05IK4erlwuukxNtYrzhReYGv7z/p7wh8NR1ahQ2CgQCAT9jxA1AoHgvqWj9s297fAkENxv3G37y15a+qLBzfoXzyt59YVXeX7hc2Qps1i3al2nfnT7awCylFl8s/9rLhddBiAsIoyMtAxcPVzxC/RD3s2z2bx9hrJj78dCxNxBjAeac/N6AwMGWfR3KILbzM3rDRgPNL+jawhRIxAI7mvutpc2geBu4V4T994+Q4mIjKCspIycrByiZkwjLCKMrRu1e2FqqlXSuA7dr7MyTjHE0QEALx8vPtvxGefyz7Fo6YvdWtvGVkFtbR1pqWlMnT6VlKQUsjJOsWz1sm6LIkHXWA4ZTU3ZaQZ7RPR3KILbTE3ZaSyHjL6ja4g9NZ2QnplD7LK1NKmb9cZkzqNJz8yRxprUzcQuW0ti8kESkw8icx7d7mrtp6qmlieeecmgXWu/rYnbuJ0nnnmJqhr902UTkw8St3G79GuZ82gSkw/q2ejia+2/J7atyT9fxMhHn2n3ubT2qYtHZ2voOXU2AoFAIBB0hZOLExZWloQPi2Dntp2ETxxPSXEJwWOCGRUaTPiwCLas34y3z1AA5HITQsJGMScqhmemPEPAiGFcKa9ArW5GYaNg4mMTsbS2wsnFqVvrK2wULF+znB1bPiHQcTj79n7JK8tfFoLmNjPYdxZ1lYVcLUrj5vWG/g5HcBu4eb2Bq0Vp1FUWMth31h1dS2RqOsHeVsHFS6VcKimXzlVRFpfydNTjeodIXiop5+KlUha/MJuTOWeZHxPNxrdelU6oraqpZfaiFSQfSGV29M9dN9K++LhHB1Ee/vYYh/71g56Ptjw+cSw5ZwuJfjJSWv9SSTnHs870ybY1Qwbboqpt0PtcmtTNHM3INmibdzRJnEsjEAgEgk7p7IwYudyEN99bxZvvrTI4z9DcqdOndnjGTdt7rX/90e5tBse9vD1JPpLU+UMI+sQAExs8xsVxtWA3F7L/l1s3rvV3SII+YjzQHMsho/EYF8cAE5s7upYQNZ3g7uKIl7szldUq/Lw9aFI3k3O2kFm/mUR6Zg5N6mZM5SZUVqvwcnfG3cWRkzln2/mxs7EmZsaTHM3IJvrJyF7H8/jEsezcs5/RQQEdigQvd2eKS8r1BEdltYqxIdrTYntr2xpbhRXWVhaczDkrzdMd2Dk/JrrXzycQCAQCgeDXzQATG5xGLMRpRH9HIrjXEOVnnWAqN8HF0QFlcSmgfXGvq28g5MFhgDarAdrsjYujg5TtuFNEjBlJxJiRbPwosV3plw4XRwcCfIfqiavUtEwmR4b3ybYtkyPDOZqRLcWRd06Ji6MDLv+pWRYIBAKBQCAQCH4phKjpgsiIUOnlXffi7urkgKW5mSQGLhSVEBkR2qGPqppaEvYeYEJYsJ7wiXhqrt4+k7b7Wwyx8Pe/RVlcxqkf87oVc1VNLSXlFQzz8eqzbWuG+XhRW9cgCbvUtEyDn8GVq9X4T5iu95wjH32G/PNFXa4hEAgEAoFAIBB0B1F+1gX2tgpq6xpobFKjLC5lqIe2d31kRCipaZmSEPB/wFOasy0hmW0JyXp+Vi+JbbcXpqd7akBbyrZy8TziNm4ncfMagza6WBqb1OSd056EbGYq77Nt2zgCfIdSWa3C3lbB2YILzIx6rJ2d2FMj+KUQ7ZsFgs65VzoBxn8Qj91gO87++BNRM6YRPCa4v0MSCAT3AELUdIG7iyNuLo4Ul14h52whc2c9BWjFQMLe/eSdU2JlaaEnBFo3CkjPzGHR8nUGX/g7IjH5IHNeXAnApIfGtRMvo0b44+nmxJZP90giqzW6WPLOKUlNy2yXIeqtbVuGeriQmpYJgLWVBe4ujt17QIHgDnGvvLQJBL80/SnudWfGhISN0tt4r6pR8fbyt4l54VkSPtrJwiWL8PL25HfP/Y6lC5cxKjSY4DHBkp3uvkAgEBhCiJouMJWbYGluRtHlMurqG7C31R66ZWYqx8rSgtz88wQF+HQoBMJDg1iyMIZXVr5P4uY12NlYd7nm7OjJnXY4M5WbsPiF2by8Yj311xqxNDdrd39CWDAJe/dTW9fQqaDqiW1bRgcFkPL1UUrKK3okhgQCgUDw60EuNyFqxjT27f2SR6c8JrVBTktNw8LKEt8AX9bHr5fsFTYKvQ5kChuF3n2BQCAwhNhT0w0iI0JJz8zBz9tTEiWmchOCAnxITTuJp5tzp/Ojn4yUMiu3Cz9vD5797RTWb9lp8P7ooACOZ53pVgalJ7atcXdxxNrKguNZZxgdFNCj+AUCgUDw68HLx4uGunrKSsoAbfYmK+MUIWGjUDc1sSR2CRfPK7l4Xkn0I9MJdBxO9CPTuXheiapGJd1PSUrhraWreWHWfAIdhxP/Qby0RvwH8QQ6DifQcTgpSSntYlDVqKR5gY7DyT6RjVrdzFtLV+vNzT6R3c5eF4su9reWribQcThvLV0txdZ6XHdP3UFTH4FAcPsRoqYb2Nsq+Orb4zjY6/fX9nRzRlVXr7efxhCmchNiZkxh1fr4bjUD6C5PPDyeSQ+NM3jP3cWRsSHDu5VB6Ylta3RZnrEhwzsUQ4YaBbQ9jFQgEAgE9zcKGwXevt7kntaeg1ZWUkZDXT0Rkfonxx/+4hDPL3yO3PIzPL/wOQ5/caidr5LiEt7bso6U9BSyTpySxA5AbvkZ0n9K47uvv5NEiI601DRGhQaTW36GXfsS2Lf3S5pb/TuUW36GdZvfZd/eL6lV1fHXd/7GgsWx5JafYeU7K9i5bSdqdTPf7P8agCxlFlEzpnG+8AIAtTUqYhfPl2JoLeIEAsGdR5SfdQM/bw9Of/NZu/Hw0CAOffah3lhHpWPhoUFoSk9KP7ed1xUrF89rN2ZnY63np/W6pnIT4te9fltsW+Pn7cHurWv1/LT21TrOjj43gUAgEPz6CIsIY+vGeCIiI8g9fQZvX28UNgpUNSo9mzlRMezY8gkbPtrA1OlT9e4DuLi5IDc1xcYWFApt9cTlost8+N4mPnxvk2Q38bGJentwAkcOZ8eWT/jwvU3s2pfAm++tkjIprh6uku+sjFOom9SUFJcwJypGmu8X6EfRhSIpwySXm+Dl44W3z1AAhjgNkbI1n+/8HL9Av9v8CQoEgs4QokYgEAgEgl8pv2QDAa//HBdw9t8/kZVxiqgZ09rZBI/RZlJSklKYGj6Vmc/OJHZxbLf8r9v8rl4jgnbre3uSfCSJ7BPZzImKIfzhcOI+WN2hvbW1FSnpKXrCqLNyMp3fXfsSeGX5y7y9/O1uxS3Q52ZzDVcLdlN/5SS3blzr73AEfcR4oDmWQ0Yz2HcWA0xsup7QB4SoEQgEAoHgV0rGD9//YmspbBREzZjGJ1s/wT/Aj2EPtt+LGf9BPGERYUydPhUXNxf27f2yW75dPVzZt/dLqZxt6cJlLFgcq9cOWleiNnX6VFLSU9iyfnOH/uSmciysLDn8xSFi/xhL9olstm6M570t2i5uWRmneHTKY1wsvCiVnwHMfHYmwx4M4Kd/n9UbF3SPm801FB1biZW9D0OD/4cBgyz6OyRBH7l5vYGastMUHVuJx7i4OypshKgRCAT3HNs//sTg+P7d+b9wJALB3cmUWXdn6ZOuBMwv0E/qgtYaXTvn9H+l4xfox4aPNmAiH9Sl36nTp3K56DLhw7SiZt3md9udb/PolMdYt2odyxb9CYBd+xKwtlEY9GciN+GV5S+zdOEyAh2HS7EobBQ8OuUxbQmaZwgzn50plZ95+XhRUlxCiGcIzy98jqCQIFRVNSDaUHebqwW7sbL3YbBHRNfGgnuCAYMspP+fVwt24zRi4R1bS6bRaDS9mdjcUAT1ZZgw8HbHJBAI7nPqacTSaUKv54eN/y+m3qUvbQJBf5OyO7/dmU0LovYZHLsdmZqiqgIOn91DhO9/99nXvUbrDI6iA4HUGWkF/8ekgN/iYed7B6K7e5DJZLS0tGBsbExLS0uHdgXfPC8yNPcpN683cCH7f/F9dEeffRkZGdHS0oJMJqO1jBGZmk5Iz8whYe9+6SBN3VjEU3NJ++JjwkODAGhSN7P4zQ1MCNN+K6Q7OLM1rQ/krKqpZfaiFRz+9lg7u9Z+WxO3cTvpmTntzrpJTD7IhaISVi6eJx3auWtTnN7mfV182xKSJf89sW1N/vkinp6/nJyzBXrjQQG+/GPbO/h5e+jF1vqzWL0k1mDDA4GgN9yt30QLBP1NishY3lFSklKkbA9oMz69ETSC9ty6cU0ImvuUAYMs7vgeKdHSuRPsbRVcvFTKpZJyaUxZXMrTUY+TmpYpjV0qKefipVLprJb5MdE0XkhHU3oSTelJKnOPoCwuI/lAqp7/tC8+lmx0lyFBo+Pwt8c49K8fOo358YljyTlbqNcu+VJJOcezzvTJtjVDBtuSdzRJL+7pUyLZ+FGi5Csx+SAJew9QmXtEsgGtOBMIBAKB4F5l6vSp5Jafka62ZW4CgaB/EKKmE9xdHPFyd6ayWttOskndTM7ZQmb9ZhL11xqlF/jKahVe7s4dntViZ2NNzIwnOZqR3aezWR6fOJade/aTf76oQxsvd2eKS8r1hFhltYqxIcPbnWnTE9uumBn1mJ4AvFBUQnhokF5WaWbUY5wtuEBVTW2PfAsEAoFAIBAIBJ0hRE0nmMpNcHF0QFlcCkBjk5q6+gZCHhwGIL3AK4tLcXF06NHBlb0hYsxIIsaM1MuItMXF0YEA36GczDkrjaWmZTI5MrxPtj1lqIcL6Zk5egJGd8ZNa6EjEAgEgl+GBVH79C6BQCC4nxCipgsiI0KlDEveOSUujg64OjlgaW4miYELRSVERoR26KOqppaEvQeYEBasJ3winpqLzHm0dCUmH+wynoW//y3K4jJO/ZjXrZiramopKa9g2H/OB+iLbWd8vu9rvWxV9JOReLo5YR/4CDLn0cQuW9unLJVAIBAI+kbGD9+3u34pVDUqXpg1n0DH4e2u7BPZv1gc3SUlKYX4D+L7OwxBP5FfWMTI8GeQWY1GZjWakeHPkF/YcZXML01TUzOxf1hL7B/W0tTUTPrxHGRW9J9K2QAAIABJREFUo0k/ntPfofUrQtR0gb2tgtq6Bhqb1CiLSxnq4QJoxcCFohJJCPg/8HPLxm0JyZgNDZfEin3gI4SHBultyIf2e2ra3jeEnY01KxfPI27j9g7LuHSxNDapyTunBMDMVN5nWx1XrlbjP2G6niBLz8zh7T8tkkSbqdyE+HWvoyk9Sd7RJI5nncFsaLjYUyMQCAS/QhQ2Cj7avY3c8jPs2pfAzGdnkqXMumv3pFwuutzfIQj6ifTjOfiHTGfJKzFo6k6iqTvJkldi8A+ZfteIBlNTE+L/8jrxf3kdU9M7WyV0LyG6n3WBu4sjbi6OFJdeIedsIXNnPQVoxUDC3v3knVNiZWmhJwRadzpLz8xh0fJ1zIx6rNtrtu4aNumhcSRuXqN3f9QIfzzdnNjy6R5JZLVGF0veOSWpaZntMkS9tdWhaxTg5+0hdXKLmfFkh2Vlft4enP7mM6lzWmREaKcNEQSC1oSN/y+D46J8RiDQ0rZV873GxfNKXn3hVfJz8wl/OJz3tqwD4O3lbzMmfAx/XvIWfoF+rHxnBVs3xpP+r3TWbX5XOncmYMQwdn/6d/Jz89m1L4HgMcGoalTtzrvx8vYkJSmFrIxTlBSXEDVjGi5uLsyJipFi2bUvAYAP39sEQPCYYA7tO0xI2CimTp9K9ols9u39kj+8/gf+svYvDHF04Kv9X7Phow2oqmra+bobBZugY5qamkn4+37mPx9N9LRIaTx6WiTzn88m4e/7GRXkz6mcPCIen8vqN2JZ9bY2o7f6jVhWLtN2eK2qrmX23BUcPqLtcrtrexyzZ05uNw4w//loNr7zKqamJsSt2y75az2efjxHb72Vy+ZRcbUagI3vvNruORI/P8icedr3yKARvvzj03fw8/FoZ3e/IURNF5jKTbA0N6Pochl19Q3Y22rbNpqZyrGytCA3/zxBAT4dCoHw0CCWLIzhlZXvt2vH3BGzoyd3mrUxlZuw+IXZvLxiPfXXGrE0N2t3f0JYMAl791Nb19CpoOqJrSHsbKz5a9xrPD1/OZ5uzoSHBlFVU8uLr6/jz6/N12vxbG+rwNHBrkf+BQK491/aBII7xb0u7lU1Kras36wnOv7+yd/53XO/o7a2jqqrVeSWnyH+g3jpPJi01DSyMk4x4RHtFx5nf/yJz/Z/xk//PsvWjfHEfbCa+I3bWLA4lo92byP7RDY7t+1k2eplAJQUl0jnymSfyCa3XNvxMyUphYy0DGL/GMtLS18EIGj0SA7tO9zpMyQfSQIgu6qmnS8hau4tLl0u53jmGaZHReplQExNTXBxciD9eA6NTWq9OZq6k5KIiJwYir+vJ7PnriB8bBCH/vmhJEg83Z2lMUASMBPGB0uCJv14DpXKIwDMnruC9/+WIAml1us1NTWzePkGg8+QX1hEyqGjen42bk6UBNL9jCg/6waREaGkZ+bg5+0piRJTuQlBAT6kpp3E08250/m6/SVbPt1z22Ly8/bg2d9OYf2WnQbvjw4K4HjWGaytLDrsytYb245iWbIwRiqJs7OxJsB3KK+sfF+vRE7Xjrp1qZ5AIBAIfr3UVKs4X3iBqeFTCXQczrJFf+JUZja1Ku2/HWERYQC4ergyKjQYhY0CFzf9CoWoGdOQy03w8vHC2tqKK2UVlBSXMCcqhkDH4cyJiiEnK4eykjIAXNxckJuaAtpMTPaJbGntnuLq4Sr9uq++BHcPQ73aV8EM9XKhvKKKyiqVNBY5Ubuf+olHxzPpkXGkfpdJXoGSw0eOSfdGBfkz//loEv6+n6Ym7d7i/MIikvalMumRcTzx6HiqqmtJP55D+Ngg7GytsbO1JmbWkyTtS9Xby6Pz2Rl+Ph7s3rGWQ9/8gL3nI3pZofsdIWq6gb2tgq++PY6DvY3euKebM6q6+i5f0k3lJsTMmMKq9fHdagbQXZ54eHyHrZfdXRwZGzK8W+VkPbHtLBaAN97dTJO6mZWL5xEz40mpUYDMeTRHM7L55473RfczgUAgEEh4+wwl/ac06dyXj3Zvw1rRt38nrK2tSElPkXwmH0nCy1v/32q1upm3lq5m394vyVJmsW7zu71e73b6EvQ/Fy6WGBxzdLDD3q7zg1aVl0oJGuHboV1TUzMbNyeS82MBMbOexM7WmsoqFeUVVQbFVE/RNQ04+kM2lcojzH8+us8+7xVE+Vk30O0JaUt4aBCHPvtQb6yj0rHw0CDpAEqg3byuWLl4XrsxOxtrPT+t19Vt1L8dtq3x8/bg8O5NXcaiW6M7zQ8EAoFAcHu5V8rSbGwV1NbWkZaaxtTpU6U9L7GLY7vtQ1fmdbHwIrW1dQxxcsDCypLDXxwi9o+xZJ/IlkrXDBE1YxoAWRmnGOLooHdPLjdhiKOD1DggIy2j01g68yW4+3F3dWRs6HBKyipoamqWyrWampopKavA08Opy2ZKnu7O5PxYQGWVyuA+llM5eWzbkay3b8feTlueb0hM9ZTU7zKZ9Mg43l61qMtY7zdEpkYgEAgEgvuM/mzf3BMUNgqWr1nOji2fEOg4nH17v+SV5S9jIh/UbR/n8s9JZWYLFscyxGkIryx/mVOZ2lKwuOVrWL5mOQob/W/O5XITQsJGMScqhmemPEPAiGFcKa9ArW7G1cOVD9/bRPaJbMIiwvjwvU0EOg7vMIbOfAnuHUxNTYj53RS27Ujm/b8lSOPv/y2BbTuSifndFL19KbqSskPf/CCVnPn7ekqlaPCziIn53RRpDqDny87WmvCxQaQfz6Gqupaq6loSdh9gelRkjzf4ty6T0639a0FkagQCgUAgEPxiBI8J1ttA7+XtKW22b81Hu7dJv546fWq7+TrB8NDjD/H+tvf15upaSLdl6vSper7a/tzRuK4BQGvefG9Vp3ME9ybhY4PIy0ri6d8vlzqRBY3wJS8rqZ3AGBXkz7hHnyPnxwJ2bY8jfKy2s2vix2uYPXcFMqvRAKR99THhY4PILyzieKb291LE43Ml3//49B1WLptH3Lrt2Hs+Auh3U+sJTzw6noTdB/APmU7QCF8ejxyLsqiMxib1fd8oQIgagUAgEAgEAoHgP/j5eHA6vf22g7YEDvM2aGdnay11OeuJ35XL5hkUMuFjg9DU/byFQXdOTUf3Da39a0CIGoFAIBAIBPcccrlJu2yJQCD49SJEjUAgEAg6pFl9gw0r9uH/oAt5/y4heKwXk2eM6u+wBAKBoN9omxkR3B2IRgFdELdxO08885LeeSsAickHidu4HYD880WMfPQZYpetpanNpsDE5IPInEdLtrqf27Z2blI3E7tsLTLn0aRn5khr69oh6y5DsbRdq+3VNq7Wa+ku3ZoCgaB31FY38uLM7YQMXtLuWvtaEs3qGwbn5ZxQEjJ4CTknlL9InM3qG2zf8A211Y0G7xedu8qshzZycO8pAEzkA5kd+1/s2aE96yBy6ohurbH2taROn9sQ2zd8w4szt3cYW2sS47+n6NzVbvvuirbPLRAIBIJ7CyFqusHhb49JB0d2xJDBtqhqG7hUUi6NNambOZqR3c728YljyTlbqCc0LpWUczyr/UbE1Uti0ZSelK7w0CDpLBhDzI+JpvFCumRfmXsEZXEZyQdSpZgWv7kBF0cHPZu4jduFsBEI+oC1rRmbPp9H1tX1rNk6C4Ad+xeRdXU9r78/HRP5wH6OUEvC5u84ndGxgPJ4YDC7v12sl43RjXX3OUzkA3n9/ek9fu55rz7Kps/nYW1r1qndwb2nSPl7Vrf9dgdDzy0QCASCewcharrB4xPHsnPPfvLPF3VoY6uwQmFtwcmcs9JYY5Ma0AqN1ni5O1NcUq4ngCqrVYwNGd7hYZo6IiNCURaXSb67ws7GmpgZT3I0I5smdTONTWqUxWVERoS2s0lNy+yWT4FA0HPaZnI6ysx0ZHdw7ylmPbSR5J3HpXvJO4+z9rUkQgYv0ctw6DIlOjtd9uHg3lNsffcwx/6VT2z0Ngpzy1j7WhKvv5DI6y8kMuuhjfyQmq+XsWjra/uGb4CfMxuJ8d9L8erudZWpObj3lOSvddxtMzWG7HJOKFmxYDcFuaVEj3uPnBPKDp9X91n+9a39ep/Ttwdz29ney5ma/bvz9S6BYVQ1Kl6YNZ/sE+2/bBTcHRgPNOfm9Yb+DkNwB7h5vQHjgeZ3dA0harpBxJiRRIwZycaPEjvMkABMjgyXxANA3jklLo4OuLQ5gMvF0YEA36F6Aig1LZPJkeFdxpKalkl4aBB2Nr07bdnMVI6nm1M7ATM7erLBAz4FAkHfaVbfYPPagzi72/BD8VrWbJ3Fu0v/2a58qiu7gtxSTM0G8UPxWqb/z1jefjWJKTNDSD62lKqKevZ8os0oJ2z+jtJLNaTmv8WO/YtYsWA3OSeUTJ4xigV/msS4h/2IT56Pu7c9ABcLKpi/9HF2f7sYF3dbvZgSNn8HwA/Fa9mxfxFb3z2sJ8iKzl1lw87/Yc3WWRz58scuS8KKzl1l56bvWLN1Fqn5bwFIcXfHLmiMJ2u2zsI30JnkY0sJGuPZ4fPqKMwtY9Hrk9mxfxHH/pXPD0fy+KF4LQv+NImdm767rWVs/YGT2Xi96//Nfa6/QxIIeoXlkNHUlJ3u7zAEd4CastNYDhl9R9cQoqabLPz9b1EWl3Hqx7wObYb5eFFb93MJWmpapl5GpDWREaGSAKqqqaWkvIJhPl7t7Fatj9fb+1JSXsFrC2K6HXdVTS0Jew8wISwYU7kJpnITFr8wm6T9qZLPtvt7BALB7aX8soofT14ieKwXJvKBBIx0A0BVfa1Hdr6BzgSMdMNEPhAHJ2vGPeyH5wMOKGzNsXOwBLTZidMZSkaGeWJta4bnAw6Me9iP0kvVHcY3YrQ7jq6KduM6X7p4gsZ4knV1PUFjPCUbBydrTOQDcXa3pSC3tN0zdcSKBbv5ITWPTZ/PY96rj/barjvPq7unsDXHN9BZeh4XD9t2/u5F5s19rt11v5KSlEKg43DpemHWfK6UXeGtpauJ/yCe6Eemc/G8kuwT2Xp2bbMzF88riX5kOilJKajVzby1dLVk+9bS1eLQzH5isO8s6ioLuVqUJjI29wk3rzdwtSiNuspCBvvOuqNrie5n3cTOxpqVi+cRt3E7iZvXdGgT4DuUymoV9rYKzhZcYGbUYwZt/R/QvhQ0NqnJO6f9RtHMVN7ObvWSWL0MSmLyQX7z/Gskbl5jMFuzLSGZbQn6p8euXhLL7OjJ0s9+3h6c/uYzyd+cF1cy58WVpH3xMeGhQZ19DAKBoBeoqq9RkFvKigW7WbFgtzReeqka51aZkc7serJWVUU9W989zNZ3D0vjI8M8O5nVua/O6Kkw8HhgMI9MG6H3nGu2zmq3l6W7drfzeQV3P60PuExJSgHA2uZnQa47xDO7qkY6MDMlKYWMtAy8/vPFYU11DZ/t+IwNH23Ay9uTK2VXiF08nzffW4WqRsXby9+mrKQML2/xe+iXZoCJDR7j4rhasJsL2f/LrRvd+5JEcPdiPNAcyyGj8RgXxwATmzu6lhA1PWDUCH883ZzY8ukehnq4GLQZ6uEilXZZW1ng7uJo0E4nYPLOKUlNy5QyKV3xxMPjSdh7gLxzSoMCZH5MNBvfehVTuQnpmTksWr6uQ2EF2rKz2dGTpW5uHYml+4UWjYbG5ptUqpooVzVS13iDG7c0tCBDJru3E5caTQtoNAw0BguTATgoTHG0NcdcPhBjI1l/h/erRpchePbFie1eyluXSXVm1929HrqszYJpkzrNgPTEV0lR90VVd5j36qPMe/VRck4oeX7KZnZu+k7KSvXUrrPn7U4XNcG9iU7QTJ0+VcqquHq4SveDxwSTfSKbOVHayoaXlr4o3Xvp9y+zbvO7kmgZ4jREytZ8vvNz/AL9fqnHEBhggIkNTiMW4tR1o0WBQA8hanqArnTr5RXrqb/WiKV5+w49o4MCSPn6KCXlFZ0KFVO5CRPCgknYu5/auoZOhUdvCQ8NYsnCGF5Z+b4kVtIzc0jYu18SPjo83Zxv+/p3E5r/iJny6muUVDdxXTMAc0sb3BwVWFhYIpfLGTjw7uhO1Vtu3rzJ9evXaWhoQKVScbm2lpLqKhwVJjjbmWNpOggjIW76BUdXBSNGu5N9/CKRU0eQmvIjOzd9x7vb5/TKrjOsbc0YGebJ6QwltdWNKM9V8PyUzezYv0ivbKw3vlTV1/jTvF08++JEgyKkO+gEii6eBX+axOkMJQpb817Zdfa8ng/o72cU3B9kn8jmctFlYv8Ya/C+Wt3MulXrAMhSZvHN/q+5XHRZuv/hp3/j4P8dJHDkcLy8PSXxs2tfAq8sf5m3l7/9izyHQCC4vQhR00P8vD149rdTmPPiSlYvaf8XqruLI9ZWFhzPOsPiF2Z36mt0UADrtyQwNmQ47i6O3epopmstrStf64roJyM5mpHNlk/3sHLxPPwf8ERZXMb7WxOksrYmdTMJe/f3qQHB3UxLi4a6xmaUVxqoamrBxtYJRycnrKysGDBA+0dAJuv7y75OVGg0GgYMGMDAgQMxMro92R+NRsP169e5efMmRkZGDBw4UIq9LXZ2dri4uHDt2jWuXLlCeUU59U21eA6xwM7KVGRt+gET+UAWvT6ZN2I/Y7zb64C23bPHA4NRnbjWLbuzp4u7vV7MoolUlNUS6fcmAGu2zpIETeiEB9j67mEi/d4k/p/ze+xrwZ8mMXnGqF5vrtdt9H9+ymZpbMf+Re3aOHdmpxNU0ePeY83WWR0+r8jU3H9kn8gmIy2jQ0HTmqgZ0wDIyjjFkFYNe2xsbXjm+WfYuW0ny1YvA2DmszMZ9mAAP/37LOcLL9yZ4AUCwR1FiJpe8MTD4ztsvazLwAAdlp7pcHdxZGzIcCmjY0jUrFofz6r18dLPQQG+/GPbO90WH6ZyE2JmTCHiqbkM9XBhdvRk/rnjfRa/uQGZ889dKHZtitPbd3O/oNFoBc25snqaNCZ4DnVn8ODBDBo06LYIGd0a9fX1FBYWUlBQgFqtxs3NDX9/f4YMGdLnDND169cpLy8nNzeX0tJSLC0t8fPzw9vbG3Nzc4PPMWDAAKytrTEzM0OhUHC5uIjz5fVoAHshbO44k2eMalc+pjvHpi26zfdd2bX12bbUqvWc1ufEdLVeaMQDevd157V05autXVu/htbu6Fk6eqaO7NqurVuv7ZptP8u289r6b+tTcHehVjezb++XfL7zcz58bxMAfoF+vPPhO3p2crkJIWGjmBMVg1+gH7N+/zvO/vgTzerrks2wBwPYt/dLvtn/NRGREZQUlxDiGcLzC58jKCQIVVUNiD01AsE9hUyj0Wh6M7G5oQjqyzDh3i7ZEdzfXFPfoLC0lvqbg3D3HIq9vX2HGY6uaGlp4datWwAYGxtjZGSERqOhsrKSEydOcPjwYU6dOoVarcbHx4fJkyfz8MMP4+zsjLGxcae+NRoNt27dQqPRYGRkhJGRETKZjOvXr1NYWMg333zDkSNHuHz5MtbW1owbN45p06YRFBSEmVnnBxXeunWL2tpaii5ewOhGHQ84WWFjYXLbRF1vqKcRS6cJ3bING/9fbN0XdYcjEgjuTRZE7SPjh+/7NYaiqgIOn91DhO9/92sc9yJpBf/HpIDf4mHn29+h3FFkMhktLS0YGxvT0tLS3+EI7nGMjIxoaWlBJpPRWsaITI3gvqVFo6G8ppHqRg0eQ937JGgaGhpQKpVcuXIFY2NjnJ2dcXV1xdjYmJycHP7xj3+Qnp5OZWUlLS0tlJeXc+PGDRQKBQqFAktLyw5937hxg4qKCoqKimhsbEShUODm5oa9vT0VFRUcOHCAvXv3cv78edRqNQMHDkSlUmFiYoKDgwNDhw7tVKAYGxtjbW2Ni5s7yguFlFZdw9xkACaDxB9/gUAgEAgE9wfirUZw39KovklpdRMKW0cGDx7cK0Ejk8lQq9WcPn2aL774gtzcXAYOHEhoaCiPPfYYAwYMIDU1lYyMDMrLy6VMTnV1NT/++CNZWVn4+/t32IhAJ4AOHz7MkSNHqKmpwc3NjcjISIKCgjh79ixHjhwhPz+f5uZmKaNz6dIlTpw4QUhICA4ODlhYWHQpbGxsbKgf7EhlWRF1jdexG2iMUT9mawQCgUAgEAhuF0LUCO5brqiu0dxijLeTE4MGDeqVj+vXr3Px4kW+/vprDh06xOXLl5HJZFy5cgWVSsWtW7c4duwYFRUVkqABrViprq7m9OnTBAYGYmtri729vZ5vjUaDSqUiKyuL/fv3c/z4cRobGykoKKC2tpbc3FwKCwvJzc2VBI1uXnNzM0qlkmPHjuHu7k5AQECXom3gwIEMHjyY6qqrVNSqsbGUY2QsRI1AIBAIBIJ7HyFqBPctV2oasbC0x8rKqlf7RzQaDVVVVaSlpfH9999TUlKCWq1t5nDx4kWam9U0Nam5evWqNN6apqYmcnNzycrKIjg4uJ2oUavV5Ofnc+TIEf79739TW1tLS0sLlZWVZGVlUVhYSGVlJTU1NbTd+nbr1i2uXLnC8ePHCQkJwdfXF2Nj4y6f09zcHEsrBdUVxdy8pWFA51t9BAKBQCAQCO4J+v20wbiN25E5j253xS5bS9N/DtTqCU3qZmKXreWJZ16iqqa213GlZ+boxZOemdOt+Duy6wtVNbU88cxL0meSmHxQb624jdsZ+egz5J8v6tM6+eeLGPnoM8Rt3H47wu536ptuorBR9HofjU7UnDlzhitXyhk0aCAWFuaYm5vT0gJXr1ZSV1eHTGaEqak55uYWWFhYYG5ugampBYMGybl+/Tp1dbXcuHGjrXeam9VcvHiR/Pw81Gq1VnBYWjBokAnXrjVx9Wolzc3XGTRIrufbzMwCudwcIyNjGhrqaWrqftta3f4a9S3aCSWBQCD4JYn/IJ4XZs1HVaPSG0tJSpEOw8w+kd0jn7p5KUkpZJ/I5q2lq6XDOW8HKUkpxH8Q37WhQCD4xbkrMjW6NsV+3h6AVlBEPDWXCWHB/dJmuKqmlriN25kfE83Gt17l/a0JLFq+Ti9GgMTkg6xaH0/aFx8zaoQ/i9/cYNCuIxKTD+Lp5kx4aNBtjT//fBEHjqSz+IVnbqvfe40bLTIsLXuXpdFhYWFOcHAQ1taW3Lx5C2ihvl7DtWvGWFoaMWhQCyrVLVpawMJChpERNDRAUxOYmYGd3QAefDAQGxuFnl+NBoyNB+Dm5sLjjz9GaOgYQMP167eor5eh0RijUMhQq29SV6fB1FSGuTmo1VBfr/WhUMhwcbHBx8cHY2Ojbj+nhYUFGtkAhKQRCAT9Tfq/0klLTWPq9Kl643K5CW++t6rH/trOCx4T3OcYBQLBvcFdIWra4v+AJ5MeGsfRjGyin4zEVG7S9aQ7gLK4jKqaWkrKKwzev1BUQlCAL/a2CkzlJsSve73bvhOTDzLnxZWkffFxn+NcuXiedJBm/vkinp6/nOlTIvvs916nRQNyubzX82UyI+zsXIiM/G8efrgZmUxDRYWMqioZpqbg7AwDBkBOjlbI+PuDTAbnz4OxMQwdCtbWMuRyOQqFWRvfMuRyc/z9R+PmFoCx8S3UaigtlXHjBtjba68rV+DHH8HBAR54AEpKtJerK3h4yBgwwBhLSzOMjbu/Z2jQoEEg6/ckrUAgEPD8wufIz80ncORwvFqdC6NWN7Nu1TqiZkwjIy0DVw9Xpk6fiqpGxdKFy1iwOJZhDwawbtU6Pt/5OX6Bfmz4aANOLk6sW7WOkLBRuLi5sG/vlyxbvQz5f94jLp5XsmX9Zt545w0UNgpSklLIyjjFstXL+OnfZ5kTFQPAS0tflA74zD6RLZ15Ez5xPOYW5pKvV194lfzcfMIfDue9LetQtPkCSyAQ/HLcM282upIr3ZWYfFC617pU7M33t3V7rq6sa9aC15m14HWphMvOxprw0CAOf3sMt5An2ZaQzPQpkQazLzlnC3h6/nKDpV86/7p1dSVx6Zk5zHlxJQART82Vyr1aP0dPysl05WcZp87wysr3yTlbwKr18dJ6upI8ne/ulJe1LuPb+NFnenNbl9y1/v/Q0fO29tfaT+v5ncWo+/+nm/P/XlvTbu2OSvC6Oh+mc2Q0NJhSVuZAS4srAwe6cfasGwUFrgwZ4oKzsxNqtTN1da5oNG6YmrrR0ODGpUtuGBu74eLihlzuQnOzHS0t7c+FuXlzIJWV1tTUODNokBu1tW5kZ7ty7Zornp5OyOVOqFQuNDW5MmiQGwMHulFW5sbVq24MHuzG4MGu3LjhyPXrVshkRt0uJ+vP82kEAoGgNeYW5kQ+EcnhLw51aBMWEUZWxinU6mZqqlX4DfNl2IMBfLrlE4Y4OpBbfoaV76zgnRXvUNuqlM0QTi5OWFhZcrHwIgCXiy4TNWMaZSVlbPlgKynpKWQps7hSXkFKUgqqGhVbN8aza18Cn+3/jIaGawCoalRsWb+ZDR9tILf8DFEzpvH3T/5++z4YgUDQY+5KUZN3Tsnhb48xISwYU7mJJALSvvgYTelJVi+JZf2WBPLPF+mVijVeSOepSRPZlpAs+epsro6fCpX8+bX5nP7mM0m4DPVwke7v2hQnZUJaMzPqMYICfMk5W4D/hOl6+4Ca1M288e5mPN2caLyQTt7RJMorqtjy6R7CQ4PYtSkOgLQvPmbl4nlSyd2uTXFoSk8yfUokr6x8v0f7ghTWlvw17jWCAnxZvSSWQ599iJmpnMVvbkBZXEZl7hHyjiaRtD9VTxB0xuFvjzEmOJDGC+nMj4lm1fp4hnq4SD/rPsvOnhcg+UAq2xKSSfviYxovpOtlv5rUzd2OUVN6kr+tWcL8mGiOZmTTpG6WhOLYkOG4uzj+bCyT9ekFXqOB5mYZKpWM6mpjLl405tIlGTdvyjAyklFWZsyBA0ZUV8vw8dHaK5UybtyQYWEh49YtGU1NWntoH8fNm1BfL6OmRkZ5uRHnzxtRXW2EsbEMtdqYzExjvv/QogZ0AAAgAElEQVTeCEdHGV5eUFqqzeSYmcmQy7W+r18XAkUgENzbBI8JxszcjIvnlQbve/l4AaBuaiL39Bn8Av0AuFJeQVhEmGRjbW2Fqot/M+VyE0LCRlFSXIKqRsWV8gq8fLxQVdXg6u6Kk4uTZHO56LIkfrx8vKRxgJpqFecLLzA1fCqBjsNZtuhPnMrM1tsfJBAIflnuivIznShoza5NcdJ+mvDQIDSlJ0lMPkjEU3MB7T4c+FkA7doUh6nchFEj/JkfE42yuKzLuTravgzrSsN0JOw9wMRxIRw4kkbMjClSOZyftwdH9mxl9qIVHP72GNsSklEWl5G4eQ12NtbEr3udqppafvP8axz+9hhAh2VhqWmZBAX4MjooAIDIiFBWrY8n75wS/wc8Dc7pDpdKyjmedYbpUyKxs7HGzFTO2JDh3S7ta11e5+LoIMWo+1mHrvzO0PM2qZs5mpHNpIfG4f+AJ6ZyE2JmTJHEZ1cx6oiMCJXWmhAWzPotCVwqKaeyWqX3e+B2IZOBtXULPj5GNDXJyMvTYGkJI0e2IJdr+OknI8rKZAQEtDBkCJSUGFFVBR4e2nKxK1e0QsfRUcPAgS20TaQMGtSCq6uM+nq4ckVGZaUGX18YOrSF6mo4f96I69c1uLpqkMvh0iXtdxDDhkFLCxQXg6UlmJu3AJr7OgOzIGpff4fQ7yisraitqxcNHgT3JRMe/S+SE5MM3lPYKBji6MDZf/9Efm4+0bOnG7TrLoEjh5OcmIStvR1DHB16XTLm7TOUHXs/FiVnt5nGuiYyDuRwMbeE5qbr/R2OoI+YmA7CK9CFsCeDMLMyvaNr3RWiRtcowN5WIQkETzdn6b4uizHpoXFU5h5hy6d7SNqfCoCyuBRAz741nc01RFVNLQl7DzDpoXEkbl7DoX/9wJwXVzL3j6u5crWaK1er9bI2djbWHPrsQ2kvy+Fvj3HoXz8Q/WQki9/cwLaEZHZtiuOvca/x9PzlnX4OhsSdsri0T6JGx6r18axa/3PHlkkPjaOxSd2lCHB0sMPetuu/sHXZFkPP29ikRllchqebE2amHe9x6ShGQ+jE38mcs9LeJt3Y7UIm02Bl1YK5uYwLFzTU1GhFjru7huZmuHxZu2/mwQdh0CAZ169rxYynp3ZDf3k5DBkCZmYaBgzQQJut+YMGwZAhGuRyGUqlNnPj6tqCjY2GvDzt3pqwMO3enaYmGTKZdj1bW+2+msZGGDxYg1yuQSa7f190M374vl/XV6vVfdqbdTv47rvv+Pzzz5k9ezbjx4/vtzhqampISkpi3rz2mWuBoC94eXviF+jHskV/Yt3md9vdD4sIY8sHW/EP8JOyKUMcHchIyyB4TDAXCy9SW1uHwsa6y7WcXJwA+GTrJyz84wIAFHY2XL50mbKSMpxcnMjKOEVI2CgpS3Sx8CLDHgwgK+MUQxwdsLFVUFtbJzU5aL03R95P+4DvBxrrmkj+8GscPQYT8dRo5Gbis7zXUTc2cymvlOQPvyb6pcfuqLC5q8rP7GysJcEQt3G7VHqly2L8Ne417Nr8haUTMzpx05bO5hqislpFeUUV4aFB2NlYE/1kJPNjovnqu+PknC2QsgVt8fP2YPM7y6SfddmH1Utiu93BLSjAl7yjSWhKT0rX7er+tnpJrJ7fQ5992K3Po7t09rxmpnI83ZxQFpd1KFJ6GqO7iyNjQ4azc89+kvanti89u00YG4ORkfa/rq7g7a0tPSssNEKplOHmBq6uRtTWylCrtZv57e1BpYKWFg1WVhpMTAyLDplMg7GxBiMjsLTU4O2tFUXV1TLy8oy4cQOGDZNhYmJEebkMhQICArRZmqoqrViysNBgZHT/Cpr+5quvvuK1116jpKSk32Koq6tjz5493Lx5k++++67f4gDYt28f2dnZfP99/wnNjz/+mFOnTvXb+jqUSiVHjx7t7zDuKyIiIwh/ONzgvWEPBuDq7opfoJ8kGn6/8DmulFcQ6DicuOVrWL5mOdbdyJrI5SZEPhGJTCaTRIuXtycL/7iAqeFTCfEMYYijA1OnT0Vho2DB4ljmRMXwzJRnsPhPkwCFjYLla5azY8snBDoOZ9/eL3ll+ctC0PSRjAM5OHoMxneUlxA09wlyMxN8R3nh6DGYjAO3/9iT1txVoga05WKrl8Ry+Ntj0n4M0GYxKqtV5J8v0su0tO6U1qRu5tSPeXp7ajqbawjdy3J6Zo7B/SypaZnAz5viW2+GN5Q1KimvoEndzOf7vibnbIE03jazFBkRSs7ZAk7mnP3/7d15eFNl9sDxb7Ym6ZruG92Blr0oyC6LoqiIWpAREf05wwgjuICKgwqKODriKOOG4Dg6iooDWBVR0VFEWUSLQFkLUigtXem+ZWly8/sj5tLQlqW0TQrv53nySHNv7j1BwZyc854XaP3eMyFBBiLCglt8P+29F01z79fZLvb1pp/IOpKD0WRm5dovLihG5zWdyaZz/VVbs9sd+7kEBNi57DKJHj3sVFUp2LtXgd0OwcEK6usV7N+voKREgb+/hK+v9HtFRyI8XEKtls5wfTteXnbi4+1cfrlEQICC7GwleXmOa3t7K8jNVXDwoON+ISESer3juvHxNnx8bBd1lcadvv32W7788kvUajXV1dVui+Ojj04tPi4oKKCgoPkvcNrb8ePH+eWXX7BarWzY0PKi7vaUm5vLrl27+PTTT91y/8a++OILPvzwQ3799Vd3h9JpzZw7U54wBo5E4c1VKxg/cbw8mtk5ktn5c+PRz87n9hftI/27j12mp0XHRNP/iv48uWRhs4lG/yv68+aqFS6tY/2v6M/+on3sL9rnEpfz+fTvPuahhQ/JxxKS4kn/7mP2F+1rci2hdY7tzyc2pfnOG6Fzi02J4tj+9v2C0OOSGoB7/+9Wrh01hIUvLGdrRqb88/Cb/kTKiIlMvGGMnKgEBwbw8uKH2f7rPrwTh/HZ1z8wY1pak2s199rm6HVali56iPiYSEJ6XYV34jBWrExnxZLHmDEtTf7gHRwYwAevPwNASK+rUEQNkAcSDBvYj+SkOB65dxorVqbjnTiMA4ePcttN18gf+p3J2PCb/sTMR5/lsj4pbPns39wxewGKqAEsfGE5rz/36Dntd9OYc3LbwheWk3r17eTmF7m8n5QRExl8eW8e/su01v8LasbZ3q+z4jX8pj8xZPzdXNYnpcXf83ONcUC/nvTr2b1dWs9OsaNSSRgMEhEREv7+diorFRiNjraz2Fg7J0/aKSmxo9HY0esl/P1tJCXZSEy04ecnnbGSolDY0WpthIbaCA11rI0pL4fAQBgwwFHhycmxU19vx8/Pjre3jYgIGz162IiIkNBoRELTHjZu3Mjnn3+O0WikoaGB4uJit8SxZ88e9u3bJ2/earfb2bJli1ti+fTTT7FarQDU19eza9f5bYrYFnbt2oXdbqeystIl2XOH0tJSJEniX//6F/v373drLIKDcwx0fl6+XIEROhez0SIqNBcpnbe23ddIKeytXHVqrj0ONYVo0bR1TMIlwLnWyZkEtoZzHdPgy3uzdNFDTSo16zJOMHLkqDZaD+FYhG+1KtizR8n+/Qr694eEBMjKgpISiImxExdnw8fH8UdKoXA8zpXdruDkSSUZGUokCUaMcKyb2bvXsf4mOdlRoXFWZs73+k4Wi4WffvqJ4d0D8Na6Z1ldDfX4RY5wy73PZtOmTXzyySeYTKdaJceMGcMf/vCHDo9l/vz5lJeXuzzn7e3N0qVLOzSOvXv38uabb2KxnPofUkJCAn/96187NI6//vWvVFRUAI79lmbMmEHv3r07NAanWbNmyUmeWq1m7ty5JCUluSUWdztedpivD6xhePeb3R1Kp7Pl8Kdc2/NW4oK7n/3kTkyhUCBJEiqVCklquXvhjYdXccMfR3dgZEJH+uLt7/nLP6Zc8HWUSiWSJKFQKFyG53hkpUa4+Jy+L01OXoE8Wa21dmQeaNfWM1eOhf5KpURMjMTgwXaioyW8vGx06WInNVUiMVHCx8exRkapbE3CYcfPT6JPH4l+/SS8vR2Vnp497fTrJxEWZpPX4LTu+sLZ/Pjjj6Snp7skNABHjx7t8FhWrVpFdXU1er0enU6HWq1GrVZjtVo7vEqSnp7uktAAFBYWkp2d3WEx5OTkuPx7sVgsvPfee3Ji0ZFOnjzpsgeW1Wrl1VdfdevaK0EQhEudSGqEDuFsA3S2190xe0Gr2uvg1Eadd8xewIxpaS5jn9ubUglBQY71LP7+NtRqieBgG2FhjrUuygv4E6VQgFZrJzJSIjJSQqOR8PaWiIy0YTDYUHvErMKL1969e1m1ahU2mw2dTodGo8HLywtwtBp1tOzsbHr06MHMmTMZOXIk48ePZ8SIEdhsNj777LMOi+OHH37g5MmT6HQ6wsPD8fX1Ra1WYzKZ+OabbzosjoyMDIxGI+D4lg6grq6ODz74oMNicMrPz28yQt1oNPLSSy9RVlbW4fEIgiAIIqkROohz9HXj6WatbTtz7oljL9jB8ucfa3WVxm63t+qhVNpRq51rZRxrbpRKx3qY1lyvMaUSNBrH+hyFAlQqxzjoC0mWhHPTp08f7rzzTpYsWcJLL72E3W5n3Lhx6PV66uvr5XUtHeXhhx9m9uzZpKSkUF1djcFg4LbbbmPOnDmMHt1x7RlHjhwhLi6OBx54gJtvvpnu3bvz+OOP06dPH/bv309JScnZL9IGMjIyUKlUcqLZtWtXJEnil19+6fDBAfn5+ZhMJrRaLRqNhh49ehAREUFdXR1r1qw5+wWE87L8peX0iujt8lj/8frzusb6j9ez/KXlZz1n0bynMf2+iTZAZUUlj8x8pMWNQYXO5ZXlS4nrFenyeGzRPLkKfPRYNuPSrubT9elnudKFM5lMPLZonsv92/P6O3ZlENcrkh27Mtr8Xp5CfPcrXLKUSqVbN6x0JjRiM0XPMWTIEAB27txJcnIyN9xwAzqdjrVr17J//35SU1M7LJbGa8Gqq6vx9/cHoFu3bnTr1q3D4vjTn/4k/3r79u14eXkRFRXF7NmzycrKIiws7Ayvbhvbtm2jtraWnj17Mm3aNJ599lmmT5+ORqPhyy+/5OabO3Ytx8GDB1Gr1QwfPhyFQoGPjw/XX389AEVFRR0ay6Xivnmz5aljx7JzePbxZ+mV2ttl4tmZnDh+olX3NQQaeGH5C616reCZRg4bxctLlhFoCKSisoIH5t3L088vZOGjT5OYkMSG9G87JA6dTsezTy7psOsP6D+Q4/sL2+1+nkB8/ytckhQKBUqlEpVKJa9VOJ+HSqVq9nE+19BoNKhUKrmVRvAcmZmZ9OvnqCReddVV3H///R2a0JyuqqqKgIC221eqtSwWi1wpAUhJSTnD2W1n6NChXH/99cyePZuAgABCQ0M5efIkvr6+TJ48uUNiaKyhoYEhQ4YwefJkevXq5TL9LCKi7ffLElxFRkfSJbYLlWUVcnXlnikzWP/xeiorKrlnygx6RfQm7aqJHMvOYdcvu3h1yWu8uuQ1dv2yC5PJzKJ5T7ucc7rlLy3nnikzOH7suKjUXMQCDYHc/5e5fLB6JfsO7m1SqXH+7KzqNK5yOCsfcb0iufOeKVRUOoaYfLo+nXFpV/Phmvfl4x+ueZ/HFs1zObelSsqHa96X79m4YvTp+nT5euPSrubosexmY3EeO1ul5kzX66zEp6mzWLz0rRb3SznTsfbgXEuiiBogP7ZmnNrIyLl3TuPnnJx7vzR+rSJqQKv2wnHampHpsk9PZ+NMbBQKxTk9ACRJwmw2U1lZSUFBAceOHSM7O5v8/Hyqq6vlRcvnek2lUiknV+3xcGclqjNrnNQA9OjRw43RuFZq3MlisaDVumfc6vjxp/YncSY17jJ//nzuuOMOAHr27MmJEyfcupfRpaYwv5ATuScwBAcCkJ+Xz5Jlz3P1DWN5+blX+Mucmewv2seC557gvRXv0aNvT+6bN5v75s2m/xX9+c+ydwiPCJPPee6J56isOLXNw+dr1gHw5qoVBBjc/2WC0L6CDEH0SO7Fifw8l+dNJhNvvbeCy/pdxqFfj/HQffN45Y2XqKis4OixbJ5YPJ+Xn3+dQ78eo0t0DC+8/JzcRnbw0H689d4c+vUYUydPY/5Tj5A24Va+X7+FktKTrPzoPy3GU1p2kg3p3/LQffNIX7dGvt93P/yP3VsPsHvrAcJCQnnrvRWYTCY5lo/fX8ehX49xWb/LHMfMLbe0nel6nZloP+skjCYzc558keiIMOwFOwBHEjN11hMsmDP9nNanhIcGkbX5Y5fF+YuXvsXSNz9odiTypc5ms2GxWOTkw2KxUFVVRXl5ORUVFdTU1FBXVyf/JRAUFETXrl2JiYnB29v7nBIK57Xb+30I527Pnj3ExMRgMHjGRnp2u52amhqPSGrMZrNLpcZd3J3UnM5ZrXG2Lwptz1lpcXr+9b+TkBTP/t37iI6JRqfXYzIayc/L544Jp/Y4S+6VTGH+qZYbk8lMcVEJEybdCEBCtwQCAvyp+H3vutXvrWbY6GEsWfZ8B70zwdN9sHolAAsffZr7Z84B4Ict3wPQt1c/dDodV1w+mPR1azCaHMNMeiT3ko9FhEcyctgokhK6AhAWEnrG+8V2iZP/+eU3X1BRUU5iQhKvvvAGn65P54FHZwEwdbLjv/M9+zMJCwklKaGrS8vZmRKUM12vMxOVmguwYM50FsyZ3iH3qjeayMkrZMzwgfJzwYEBTJt0PRu3tH7R1+QJYzmWW0BuvugDP53RaCQ7O5usrCxOnDjB8ePHOXr0KDk5OeTn51NQUEBhYSH5+fkcOXKEjIwMtmzdyrGc45jN577B1LlWdc73IbTO6VUad6uqqvKIhAaatp+5i6cmNUL7uW/ebPYX7ZMf4yeOb/a8gAB/1m9dL5+X/t3H57zuBmDynZMZe/3VfPSOezd3FdxPp9ORNuFWwJHYJF+eILdy5Z44zsFD+xk9fjhxvSJ54NFZlJSepKKi/CxXPbsu0TFNnnO2jv3y63Z2bz3gkoDknjj/bpszXa8zE0nNBWjcfnZ6e1dzbWHNHXPu33K2VjBvvY74mMgmCczUtOvaNLE6vcXt9PayxvGeHsvWjEyX1jbnnjSHso8z5S+Pyddtrj3O09jtdhoaGigsLCQzM5P9+/dz4sQJSktLqaqqkqs0zkdNTQ3FxcXs2bOPXXv2UV5ZhSSJAQCdkaclNZ7SegYiqWlJr1692Ldvn7vDuOTp9Hp8/f34+rMNAOz6ZRf3TJnh0lqm02kJjwjj5y0/A3Dst2NUVVUT2GjPtLHjx1JcVMKuXzp2PyjBPcoryzl4aH+zyYRzcf3urQcYOWwUH6xeyYZvvyS2Sxw9knvx/fotHN9fyPH9hWxI/5bEhPbZgHfbz1sYOWwUjzwwH71O73IstkvceSdUZ7peZyaSmjZgNJlZ+uYHvP7co9gLdpC1+WNee/u/lFVUYTSZefzvrzNt0vXysadf+heHso+zNSOT/KIS6o9uxV6wg4k3jGH1uv81ew+9Tsuce6by8RcbmyQNF2L1uv+REBtFbLRjcWv6lxvlFrf6o1uJj4lkw/fbAEfSsjUjk9L931F/dCv5RadGuZZVVPHa2/8la/PH2At2sOWzf7Ny7ZdyQnTwtxxGDOp/QaOcO5LdbkeSJLRaLZIkUVJSQmlpqUsyU1tb6/KoqamhoLCIA4eOUlJWge0MuyYLnungwYOEhoYSGnrm9oCOVF1d7RFDAkAkNS0xGAxERkaSlZXl7lAuaTqdlgfm38/OjF30iujN4vnPMP+Z+RgCDXSJ6yIPCvi/e++muKikyTnydfR6Jky6kTeWLqeqsnOuGRXOjclkIn3dGqZOnkbvHn1cjlVUVnDnPVN4ZflSeaAAOCopfXs5Psfs2Z/Z7qOZwTVx2Xdwr9wSB7jEAo6x1XfeM4XKqopWXa8zE2tq2tDKtV9wWZ8UkpPiWPXGs4CjSnEst4A590wFIDkpjq9XvSb/2vkB32gyk19UQnREy+NRk5Pi2P3thwB8kP4Vd8xewB2zF7Dls3+fU6JQfLKclBETXZ67dtQQPnj9GXk9zdS06+Rjzpa3EYP6A7BxSwbDBvYjONDxAWvapBvkSlVwYID8ngFy8gpc7hMeGsSAfj3PGqMnsNvt1NfXU1Hh+AvB19eXkpISampqUKlUWCwW6uvr5UddXZ3861qjhZKyCmrqjEiSBKiavYckSZhMJiRJkneLF9zP06o0INrPmuPj44NCoaCmpgY/Pz93hwOcakHrqIlwlxLnKOfmjJ843qUVzRBo4M1VK8563pNLFvLkkoUtntP/iv7ydcRI54vLD1s3kTrs1OeRqZOnsfDRp13G6INjMtpT85/h3odm8OKrjnUqD903jwH9HcsAnlnwHBPvmACcGhN9+jXaysjho0lft4bR44fTI7kXVw4dyYn8PIwmI4kJSXIsDzw6ix7JvVj24goMAYGtul57vYeOID5JtQG9TsvSRQ8x58kX8U4cBsCMaWksXfQQpeWVKBQKQoKaLjo+lH2cP8yYT+aBw/Tr2Z3w0CA5qVm89C0WvrDc5VqNF/JPTbuOqWnX8UH6Vyxe+hYfvP7MWeNsPCjAOWRg2qTr5SQFHNWY4Tc59qVwxgSnki5nggMQEmQgMMBPPj7nyRdZsdIxfvAPE645999AD2OxWCgtLaW4uJja2lokScJut8tJjkqlwmw2yxUbl+TGYkeyK1Aq1S2ua5EkiZqaGvILCjCaTESGRxAaGoJGo+nItyk0IzMzk/vvv9/dYbgQlZrmOas1npLU9O7dm3fffZeJEyee/WRBENzi/plz5MX+zTl9n5oz7VvT0r4vN49P4+bxaS73bOy9N1fJvz7TPjKnX6fx6841lpb2wQk0BJ7xep2VSGraiHOX++XPPyYnDOlfbmRAv57Y7XZKyytdkgdwtH5NvGGMXH1pPB769CEEWzMyWbn2iybJTXxMVKviDQ4M4OXFD/OHGfOJj4li2MB+GE1mVq79gvdfW8zUtOvkRMX5/qIjwjh6PF++Rml5JRVVNQDs3JtFTl4hpfu/IzgwgK0ZmR067rqt2Gw2KisrKSoqorKyUk5aJEnCZrNRU1ODXq+Xp6E5kxnHox67xofA4BAC/H2bnWpmt9upq6sjLz+fwpKTWBqs8lABkdi415EjR/Dx8SEyMtLdobioqqrqkA0uz4XZbHbbSOfTOZOaxMREd4cCQHx8PEajkeLiYsLDw90djlscKPjZ3SEIgtCMV5Yv5cVXlzTbZncxEUlNGzh9tLJzUX98jGOtSkJsFDsyD7hUSJwJS35RCUaTmdz8Ij7+YiMTbxjT7D1SusaTk1fIP95YKb/WmYQ4W8LOd7+Y5KQ4Hrl3mlzp8dY7So7OxGXn3ixWrEyXqzNjhg9k1vznmTxhLMlJcU0GBRSVlFFaXom3XsfKtV+cVyyewmw2U1xcTHl5ObW1tXLSYjKZ5E03JUlCkiRHu1ltrZz41JksBAZGk5iQQEiQAZXStVJjt9sxGo3k5edTXFqGRu+N1kdFbV0tx3JzAZHYuJMntp6Bo1LTtWtXd4cBeGalxpM4BwZciklNcrjn/dnpDEJ9POMLC+HidrYK1cVCJDXnYOELy+VWMHC0Zf13xXPyz42rHpkHDgPw9CMz5XUuf/vrLKbOeoI7Zi8A4P3XFjNsYD9Cggz8YcZ8vBOHMWNaGvf+3yR27s3CaDI32TMmODCAT97+B3OefBFF1AD5eWdVpbXGjR7KyrVf8vjfX2fpooeYNukGht/0Jxa+sJynH5nJ04/MlJOcYQP78ci90+R1OY/ce6fcfnZZnxQGX96blBET6dezO4semcGy/6yhtLyyxXt7ourqakpKSqiurnZpLauvr8dqteLl5YXVaqWqqoqqqio5qamrNyKpfYlPSqFPj+4E+Pk0aT+z2WycyM8nr6AQL29ffPz8HfvUqFTUVFWSnZMDCggLDRVrbNwgMzOT6dM7ZkT7+RDtZ80LDQ3l0KFD7g7DRe/evdm8eTNXXXWVu0PpUHHB3YkL7u7uMARBuMQp7HZ7q+bOmmuPQ00hWsS3yoJnWpdxgpEjRzW76E2hUKBSqVCpTi3klySJw4cPs3fvXiorK10Smvr6esxmM1arVR4iUF1d/fsxI0argi5d+3LH1NuZcM1wwoP9myQ1FouFffv3c7ywmKCwMHx9/VAoFI6hAUYjNRUV+Oi86JaUSFhoqEtsrWG327HZbE0237RYLPz0008M7x6At9Y9yVMN9fhFjnDLvZuTk5PDO++8w6JFi9wdShMLFixg9uzZHvHt/8KFC5k1a5ZHxPLbb7/xySefMG/ePHeHIjMajSxbtox7770Xvf7iGZMqCBfK+f86Z7dDS954eBU3/HF0B0YmdKQv3v6ev/xjygVfR6lUIkkSCoWCxmmM+DpYEH4nSZI8mvn0IQCnP+TjRiNGi0RARCIjR49h5OBUQgL9mh0SoFariY6KotZopLa6GrVajU7nWJ+j9/YGoKq8jN+OZKNSKgkJCWl2XY7Q9jy19QzEPjUt8cT2M71ej9lsprCw0GPW+ghCZ6LVe2GqN6Pz9oy1e0LbMdWb0erb9/8f4hOTIDQiSRJGo/FUW1kLe9LU1dVRW1dHvVnCPzyJsePGc8v1o4nvEo5a1fwfK+XviUr3xET8dFpqKiswmYzY7XYUCgU6vR6VlxcHDh1id2YmVqu1g9/9pctTkxqz2YwkSR7zrb/FYvGYQQEGgwGz2dxu+0K0VmxsLLm/r5ETBOH8JPSKJjer4OwnCp1OblYBCb2i2/UeIqkRhN8plUp8/fzkfWrk5OW0BKeurp5aoxmzXUdQdDI33HgTt6eNo2dSDFqvMxc/VSoVISEhdE1MwE+no66qCpPRsadNXV0tRw8f5pftP7F71y7q6uo66J1f2vLz8zGbzSQltc9O0BeiqqrKY42mVbQAACAASURBVNbTgCPJ8pRKDXhmtSYuLo7jx4+7OwxB6JQGXd+PouMnObzzGKZ6s7vDEdqAqd7M4Z3HKDp+kkHXt++Xh6L9TBB+p1QqCQ8LIzIqmsKiYoxGM7W1ddTV12GsNzpazUwNWPDCNzSSqKAweqV048axQ+iZFINOe27ry9RqNaEhIWC3cyw3l9rqKupqazl65Dc2b/qe7N8Oo9NoqKioIDDw1OZZdrsd2+975qiUStGa1kY8tUoDntV65pz650lDLJxJTUxMjLtDkcXGxrJp0yZ3hyEInZK3v560+8by85eZbPlsB2ajxd0hCRdIq/cioVc0afeNxdu/fbsOPOf/ToLgAQICAujbtx/1Rgtm236MVgkaJBRaNVovf/wj/AiL7EKPHinoNeCjthFm8EajPr8EQ61WExISgmS3c+x4LtnHjrF3107yjudgMhopKyujpKSEhIQEAGw2idp6IxVV1TQ0WAkM8CcwwA+1+sKGCQiOpOaWW25xdxjNEpPPzsxTKzWFhYUe+fslCJ2Bt7+e0bcNRowLEM6X+Kr3HH2Q/hWKqAHy44P0r8543PnYmpEJOPayGXf7fc2eM/PRZzGazBzKPk7q1bc3OZ569e0cym7azvBB+lctHgPHZp5bMzJbjM0Z35lic8YPjg1Ax91+n8t+OKe/9vTjH6R/Jb+/02Nv7vnFS99qco2OpFariYuN4corhzP2mmu5csw1jBhzLWOuHc9NaZO5885pzPzjHdyRdi39undB76WC1g0QRKPREBYaSmJcLF0iwumWmMBl/fuTkpKCt7c3JSUlGI1GTCYzRSUnOXT4CHv27mXP3j38ln2UqppapFbe+1L2zTffsH37dgBKSkqoqKggJSXFzVE1r6qqymMqNZ74Id0TkxoQLWiCIAjuICo152Dx0rfILyqh/uhW9DotRpOZOU++yOafd7F00UPynjIzpqW5/Lw1I5NZ85/nvyueIyTIAMCWz/4t71/TnPDQILI2f0xyUpzL/Ze++YHLtY0mM5kHfuOaUYPljT0bM5rM1NTVExJkICevoElsjTkTiNNj+yD9K3ljzuDApt8WH8o+zh9mzOeRe6ex4cNX5ddMnfVEi685k7KKKvKLSoiPiSTrSM4Zf5/ak5eXhpjoSEKCg0nt0wtzgxWFQoGXRoOPXotOq0GyWTlss2E2m2loaKCVk9EdiU1YGD4+PnTr2lWu0FRUVGCz2cjOzkat0XAiP5+iohJMxnpHG5rVSlBQIH6+PnhpxB/j87F582ZOnjyJn58fBQUFHtt6Bp7RfuZc1+OpSc2vv/4q//z5559z4403ujEiB+ewgG7dulFfX8+WLVu45ppr3B2WIAjCRU1Uas5ia0YmWzMy+dtfZ8kJgV6n5W9/nUVOXiE792a1+FrnhpQ7Mg9cUAyTJ4zlWG4BuflF8nM792ZRXVPL2CsHsXLtl00qG85zY6MjWn3fcaOHApB1JKfZ46vX/Y+JN4xx2fwz7foxxMdEsuH7bed9vw3fbyM6IowRg/qzcu0XTao4HUmpVOLjrSM8xEBsZAgxEcGEB/vj661FrVJiMpmorKyksrKS6upqGhoaWn8vlQo/f39iYmLo27cvw4cPZ/CQIfj7+3PgwAH279vHidxcjHU12CUbdrsdi9lEvdGEJIlKzflKSUnBbrfzyiuvsGXLFsLCwti2bRsrV67k559/dnd4ZGRkyL92d/vZyy+/zOOPP84PP/wgJzWSJPH999/z4IMPUlxc7Ja41q5dS11dnVypqaio4JVXXuGrr77il19+cUtMlZWV1NbWAqcqNUeOHGHhwoWsW7fOLTEJgiBcSsRXvGexcUsGwwb2a1J1CA4MYNjAfvJxd8Q1YlB/LuvjaJs5vbKxI/MA/Xp2a7Yy0xbKKqrYmpHJgjmuO7DrdVqWP//YeV/PaDKz+eddTJt0AyFBBt5b8wW5+UVNKlCewmw2OxIfH59mN7g8F3a7HbPZTG1dHXbJjk6nBYWSotIqsn47QVVpGcbaavlcAKVShZfem6CQMAL8/VG2MD5aaFl0dDRqtRqr1Up5eTnr16+XF8EDDBo0yG2xVVZW8u9//5vvvvuO22+/XW4/Kysr4+uvvyYmJoYRIzpu09K0tDSef/550tPT0el0WCwWHnzwQWw2Gz4+Pm7ZhHPt2rVs3LiRb7/9lq5du1JeXs6CBQuw2+0EBARwxRVXdHhMAG+//Ta//fYboaGhdOvWjX379pGRkYEkSaSmprolJkEQhEuJSGrOwGgyk19UwohB/Zs9nhgXzeafd7VYUdi5N4vtv+5jzj1T5eeG3/SnJuedrSVt9br/kRAbJVddyiqqOHD4KJMnjCU4MIBpk65vklwdPZ7PmOED5Z9XrExnxcp0l+s6W9Ja4qy2pHSNb3KstLwSu90ut9WdSXP3dt7fKTe/iKrqWlK6xhMcGMDwK1KbbavzFL6+vqSmpmI0GgkMDGzV3h1Wq5WSkpNkHz2GxWIhIMAfSaEiY38em345QESAml4x/nhplNgBO0o0Wh+iYuJIjI8lIjQYjUhqzlt4eDheXl5YrVYsFsdkHZ1Oxy233MKYMWPcGpvBYKBPnz7s2bOHv//973h5eVFVVUVBgWPfhlGjRnVoPDExMXTr1o0DBw647Aej0+mYPHlyh8biNGnSJGpqatixYwe//fYbKpWKhoYG1Go1Q4YMcUtMAH/5y1946qmnKC4upri4GJ1OhyRJaLVaj25xFARBuFiIpKYNNffhfctn/yY5Ka7FdSunKz5ZTsqIiS7PXTtqCB+8/oxcdck6kkPP7onyB/4B/Xqy/n+bKauoIjgwQF6b0jgZOdOamnqj48PK6QlXv57d+e+K5857bczpmrv3B+lfsfnnXfLPOzIPMH7sCPleY4YPZOXaL0i7fky7VZsuhE6nIyYmBrvdjrKV45WtVhsVFZXkncinrq4Onc4Lo9nCgaw8jh0vosDbn7AALfER/mh0eupMVk6WV6HTnyTAV4/SbiPQEICPj49Hjdn1dOHh4S4bm+r1esaPH+/2hMZpxIgR/PbbbxiNRiwWi7yRY3x8PLfeemuHxzN27Fiys7Mxm099eRMZGcmAAQM6PBan22+/nQMHDlBdXS1XSdVqNf37N/8FVEfQ6/Xcc889vPDCC9jtdjkJtNvtHjuIQhAE4WIiPgmdgV6nJToijKPH85s9fvR4PtERYS0OCmiNxoMCyiqqmDrrCaZNul7+sG80mVm59gtWrExn4QvLXV47fuwIpqZdR2l5Jf5+vnjrded1b2fC5RyEEB0R1mKlJCTIgEKhoLS88oKrKWUVVaxc+yVfb/qJO2YvcDk2bdINbhsYcCYKhQKV6gLHKSscD7vdjtVqpb5ewi7ZCNJDmJ+C0gawKrXEx8cRHBJOQVEJn3z2Gd9u+JzwiHAS4xPon9qXPr17ERMT43GLuD1VUFCQ/EHY29ub6667jquvvtrNUZ3St29f+b+txh/Yp0yZ4pZ4evbsSXBwsFwt0mq1pKWlneVV7Uur1TJt2jT+9a9/ydU2Hx8ft+9Xk5SUxNSpU1mzZo2cBPr6+hIUFOTWuARBEC4FonflLMYMHyiPPW7MuaakcYtXWwsODODlxQ/zwrKV8mhlZ5tW6f7vsBfskB/vv7ZYboW70PU0zkEIznHQLcXmXFN0usVL32Lx0rfO+X5ZR3KIj4mk/uhWl/f09CMzm72+O9kBm2THJtlbPfHMSa1S4ePtjU6nxWaz0dDQgEKpJDw8jP49unLj6AGMGnYFl18+gJTk7sTGxuDv509hfh67Mn7h559/IuPXnWze9hM5OTkXNKzgUhMYGIharWbMmDEeOZVq6NChcvVNq9UycuRI4uObtoF2lHHjxqHTOb4k6dGjB927d3dbLE59+/ZlyJAhqFQq1Go1Q4cOdXdIgKPSNmjQILkltXfv3m6OSBAE4dIgKjVnMWxgP4YN7Mfjf39drsIYTWYe//vrxMdEygv120tyUhyP3DtNHq28I/MAPbsnNmkJG9CvJ++t+YLDR3PJPPAbf5py0wXdNzgwgAVzpjNr/vMM6Nez2WrM5Alj+cOM+STGRcsT0LZmZPLxFxv574rnzvlezqEHpydhY4YPZPHSt+S2OndyJDMSZquNinozFquEn06Dn84LL5USpUJx3tdUKpXo9Tq0Wi9sNsdUM5VKhb+/P/369iE1NRVfH280GjWS3U6QwUBMl2gCDIH4+ngz6qqr6dv/ckpLivnpl19QKBQkJCSIVrRzkJCQQENDg0eM/23O8OHD+f777wFHW5O71q84DRo0iNWrV6NUKj1qo1JnG1plZaVbW89ON3XqVHJzc8nPz+/USU3fR8//7zWhfe15Xky8FISWiE8/52DBnOl8kP4V3onD5Ofef22xyyjjc9XcoADnmpmWjBs9lJVrv+ShRUvJLzrJUw/d0+Sc2OgIEmKj+OjTr6muqW2ygL+lxfrvv7ZYHt18OudI6gcW/KPZ+JKT4vhuzRtMnfWE3DZ27aghfLfmjXNOQg4fzWXLL7uZPGFsk2PONUEbvt/Wqt/rtuCszJgarBgtVoxWK8fLaqk0WogL8sNitaPXqNB7qfBSqVAqFZzrxwBHpUeBr68vgYEG6uoce9BoNGpCQoLx8/VBrXa0ISlQoNdriYiIIKlbMoldExk4ZCiGoCD8DQFkHz7Etu2OUbZxcXGiFe0spk+ffvaT3Cg8PJyYmBjy8vK47bbb3B0O4KhAlJSUEBHR+jHx7WHChAns3buX6Ohod4fiYvr06axdu7bTr6e5/PKOn3AnNO/XX90zQl0QOguFvZU9NOba41BTiBZNW8ckCG1iXcYJRo4cJbfNNOZcE9Pcuhi7HSS7HZskYbLaqLNYqbdYsdns6LUqak0NmK0SwT5arJKE1WZHq1HhrVGj06jQqlWolAoUijMnOM6RzlVV1eTk5HDk6DF5X5LL+/enW7cklwEERpOZzP0H+emXDMLCQknq1h0vrRd2ux2j0Uj2oSzsFguDBw0kMSEBjUbT7Lhpi8XCTz/9xPDuAXhr3fO9Rg31+EV23Gji5uRUOFo64wM9b80WwI8//siuXbt44IEH3B2KzGStJatkGylhQ9Gpfd0djouamhoA/Pz83BxJU54c25n0fVQhkhoP8uuvxZ22UqNQKJAkCZVKJY/PF4TWUiqVSJKEQqFwWQogKjWC0EiDzdFiVmtuoNrUQJXRgqnBBtjx02pQqRRYf9/wssEmoVIqUCnBaLFSY2pAoQC9Ro2/ToO3Ro3X7wlOcxQKBTqdDo3GC41Gg0bjRVFxMd7eegICmu4ir/XSkBQfS01NLScKCyktPUloaCgaLy/0ej1dk1M4ciiLXzJ2YJckunbtiqIVbXEXu0pjEZuOvsfugq8BSI26llGJd2LQe04FIqcik9g+AVx5peckNLsLvmbT0feoNBZhOBrBqMS7SI1y/3oki9lMQWEhZaWlAASHhBAVGYlXK8astzVPjk0QBOFiI5IaQfidTbJTVF1PRb2ZBpuEscFGpdGCxSYh2e00SBI+Wo1cyVEpleg1jqRFqVBgbLBSUW+hot5MZb0ZvZeaCD89/nqvM665UamUGAwBpKR0p0uXaFQqFX7+fk3GRCuVSoIMBnr3TMZqs1FYVATYCQ0LR6PRoNPrSejWnYOZu9m5cyfR0dF4e3u38+9a52Gy1rI9N51N2e+6PL+74Gt2F3zNqKS7GByb5tYKhCcmXDkVmWw4tIyimiPyc5XGIj7d/zzbcz9mXPK9bql22Ww2SoqL5alsTmWlpZSVlhIVFUVYePiFTym8yGITBEG4WImkRhB+J0kS+ZV1VBotRPh7E+anQaGA0lqzY/qyQoneS41KqcBskwj01uLjpcaOHUmy46VWolWrqDY2kF9VR3m9Gb1Gha9Oc9ZBAkqlEm9vb7y9vbHboaXTVSolocHBpPbpiRIbRcVFKFAQEhaGSqXCYjajVCnx9WuaFF3Ktud+zKbs9zBZa1s8Z1P2u2w//jHjkmd1eAXCExMuR+KyRG7Ta05RzRH+s2MuKWHDGNf93g5LvpwJw+mtlY0VFBRQXFxMTGwswcHBHRKXp8cmCIJwMRNJjSD8TqFU4K/34lBJFdknq/FSq7ADJqsNjUpJlcni6AlWKmmwSZgabGhVSsw2G0aLo6pTUWemxmQBhYLEED/0GvV5T0Y72+lqlZKw4CD69+3DwYMHyc0vwm6X0Op05GZnE+jnyxUDB+Lt7X3J9y7nVGTy6f4lVBqLzul8k7WWT/c/z6aj73Jzr3kdUoHwtITLZK1lU/Z7bM/9+Jxfk1WylaySrQyOnciopDvbLfmqqakhJycHS6ONQM/EZrORc+wYBQUFxMfHt+uaFk+OrS30CBvOnwe9CsC/fr6PgyVb5Of2Fn3POxlzz+t6j4xcg0EfzuMbrmzT+FoTS3sYGncrU1IXsTH7P3yyb0mL50y7/Dl+yVvnETELQmcnkpqzcO63smDO9HN63sm5gWXjiWPOzS2bu8fWjEw+eP0Zl6lhi5e+1WSDTYCnH5nZ4n2FRs5zPaVKqSQ20JeTNSa+2pfLzrwyqswNSIBGpcRLpcJPp0GrVgKOtTSSBBarFWODjXqLFbtkJybQh9Hdo0gI9sPgrW3VuOezxqpSERIcTJ/efVAqlRz87TcsDVZCAgIYMmgQ4eHhl/R6GpO1lk/3LSHr5NZWvb7SWOSoQIQO47bUp9s4OgdPTLiySrby6f4lZ0ywzmR77sfsLvia21KfbtP4nAlAZWVlq15vMZs5fOgQBoOBpK5d2ywuT4+tPQTqIxkcl8bBki0XdJ0Xfri1jSLyTOF+CahVZ55Cue34GrYdX9NBEQnCxU8kNe3AmdBER4RhL9gBODbrnDrrCRbMme6S2JRVVJFfVEJ8TCRZR3KaJD0igbkQ9vOqVCgAHy8NA2JD8dNqMHjr+PZQPodOVlNlaqBBsqNQ4DLRzI4dJQq0KiXhfjoGxIZwXc8YhiaGERXgg0bVfi1gSqVjLU6f3r1RqVQUFhYyeNAgIiMjUSqVF7w5aGdWVJPNuOR70Wl82F3wTauukRp1DeOSZ5FVspWUsGFnf8E58tSEq6jmCPFB/RiXfC+bst+l0nT+42MNunDGJc8iwi+JnIrMNkts6uvriYmJQaVSUVZW1qprBAcHExMbS2VlJQaD4ewvuAhiaw/HK/bQJ2I0Q+NupcJY6HLs7oEvcWXC7fLPPx77kHcy5ro8X1B9mMc3XOlSqXFWLHRqX0zWWlb+Oh+AKamLMFprCPWJwyo18GXWq3yybwm39J7H9Sn3oVY6pq8eKN7M+oMvu8RxWdQ4AHy1QVQYC+Xq0iMj19AzfIRLLI05KyxFNdl0DRnocl9nNShQH+nyfONrVhgL+ebwm4xImIJO7cuIhClklWzjjsueJcrfsWlt4/fYuFLzt3E/yuccKN580Sd+gtDWRNN9O6g3msjJK2TM8IHyc8GBAUybdD0bt2S4nLvh+21ER4QxYlB/Vq79AqPp3FoXhHNhx2KxnNcrFArw0arpGx3E3UO68fh1qcwYnsLIrhHEBfqgU6uQ7Haskh07dny81HQL9eemvnE8fFVfHrm6Lzf0jiUm0LddExonpVJJQEAAl/Xvz9VXXSUnNGditVodc6svYv/ZMZdP9y9hVOJdzBy84rw+XMcH9mPm4BWkRo3jo90L+ShzYZvG5ky4LqSNLDXqGm7uPY+sktYlRs3JKtnKPzdPxWSt48ERHzIq8U50ap9zeq1O7cOoxDuZOeRNimqz+efmqeSU726z2A4fOkROTg5RUVH06NnzvFq1/Pz86NGzJ8EhIWQfOUL2kSNnf9FFElt7qLNUUVh9hGHxzW8Ie/fqCO5eHcGB4s10DR7A0LhbuSJmAj8e+5Almyah1/hx98CX5PN7hA1nUt/HOFq2i7tXR3C0bBeT+j5GlH931CovTtbmcvfqCEpqjzGgy3gA9Bo/XvpxCnevjuDHYx8S6d+VuMA+LnHoNH5szP4P//r5PvQaPwbHpXH3wJeI9O/Kkk2Tmo3FSa3ywtsrgLtXR3D45HZGJEyhR9hw7rjsWYwNNdy9OoJtx9dwTfd7uOvyF4g19GLdgZdYsmkSAJH+3dh8bBUmay2bj60iUB9JxonPuXt1BEs2TcLYUENy2BCXez4yco38+/evn+8j1tCLW3rPa/2/KA+kUCjQ6/XU1dW5OxShE6urq0Ov1zd7TFRq2oG3Xkd8TCQbt2S4VF5O30DSaDKz+eddTJt0AyFBBt5b8wW5+UUkJ8V1dMgXJbXCTl1tbau++VSrlIT5exPkoyM1Opi0fvFknijj83257Mgro67Bir9WTd+oICalJnBFXCghPlp0GnWLI5zbi3M0dHP78ZzOuacNdts5bxLaWeVUZPLPLVMZHDuR21KfJqc8kw2HXm+xAtG4ytB4Allb+8+OucQH9uPmXvMYHDuRDYeWnXExfmPxgY5Kislax0e7F5JTkclTY79rs9hM1lo2HHqd7bkfO+KLm8iGQ6+fsdrVuKK1fPuMc26nO181NTXs3buXsPBwkrp2paamhrzc3Ba/uPDy8iImNhZvvd5lrPKlFlt7WH/wZe647FliDL1cnm+uKhPul4DVZuFQyU8cLNnC3M/7A6c+xAfqI9EotRwpc3zhd6Qsg1hDL3y8HH9vl9bnAVBpLMagd+yZ8+GuBdzSex5zr1yFWqlpUjECsEpmimuOUWEsxNjg2CcoxDuGQH0k80atlc/rGjyg6WttFnacWO8ST6/wkeg1fuwt+h6AQyU/cVnUOKrNJ6k2lzKh51xGJEyRK0KNExJni1njSszpDPpwovy7887kU39+ugYPbPbczsjLywuLxUJ4eDjFxcUkJia6OyShkyouLiY8PByLxdJko3GR1JyDhS8sb3FtS3P0Oi1z7pnKH2bMl1/3/muLmyQ1uflFVFXXktI1nuDAAIZfkcqOzAMuSc3p954xLY2lix5CrxP7HJyNTqOkqrqaSElq1SQwBY61NIHeWgx6Lf5aNUdOVvFrXhmV9Rbskp1wX296RRjoYvDp8GSmtaqrqtAopbMOJLhYONd5DI6byIMjPvx9Yf67mKyObwt1ah9GJd1FatS1bM9Nv6A1JefKUxMuJ2eLmzOJGpV4V5NJaM7ErNJULCdYHaGkuJiy0lLCw8Pp07dvk2ljKpWKqKgogkNCKCkuJufYsTNOIrtUYmtLB0u2cKRsB1d3+6P8XONBAks2TWJ8jwfkJKSt/W3cjwR5R/FOxlySw4bQJ2L0Ob+2uZazC/X4hivl9z9v1FoOFG+WkzRAbpc7fHI77+98TP59Ot3F3HIWGBhIeXk5iYmJHDlyRCQ1Qqs5//spLy8nMDDQ5ZhoPzsHTz8yE3vBDpdHSwmNU3JSHLu//RB7wQ7ef20xd8xegCJqAFszTv2Pf0fmAcaPHSEPBxgzfCCbf97l0oJ2+r2XP/+YSGjOUWiAnqrKCsznOI3oTBQKiAzwYVT3KBKCfMFuJ9xPz/W9okkK9e80CU1DQwPV1VX46dQoO0nMbcEx0etd/rllKgZdBA+O+JDBsWkMjk3jwREfolP78s/NU39Pdto3oWlse+7H/HPzVIpqs3lwxIeOdUCNWr50ah/GJd8rt3Ut3z6j3ROaxnIqMlm+fQabjr7HbalP838DXiI+sB//N+Albu41jw2Hl/GfHXM7LKFxstlsFBQUsHfvXry0Wvr07UtYeDhhvycTKpWKvXv2nHW08qUWW1t6J2MuDTYzgfpIl+edlYxIf8fQg+KaY6hVXiSHDaFH2HBeunGXXKUBxxqUBsksVyW6Bg+kQTJTZznz4IWjZbvYdnxNs5WWlpTW5xHmm8Atvec1G4uTWuXVJJ79xT9gbKiR75ccNgS1ygt/bSgv3biLQH0kcz/vT0H14WbvbWqoYWvOalLChuKnDWlyvNJYTGJwf4bG3crQuFt5I+1Is61xnVWXLl3Iy8ujT58+ZGZ27N8XwsUlMzOTPn36kJeXR5cuXVyOiaSmDSxe+haKqAEoogYw89Fnm6yLmZp2nZzcLF76FmUVVZRVVLFy7ZdysqOIGsDwm/7EipXp7Nyb5aZ3cnGJDPbBYqylpKSkxYEB57OYXqkAb42aEG8tyaH+DIwJJtLfG3UrkwO73THIQJIkbDZbuzwavz9JkigvL6e2popwgw71JbiPTaWxiI8yF/LR7oWkRl1LatS1/GfHQx1SnWmJpyZcje0u+NqxTqYik/8b8BI55bv555apbbqmpzUsZrO8FiU4OJjg4GB5jYu7EwZPjq2t7DixHqvUADiqN4XVR7gy4XbmXrmKsroT6DV+8sL5oXG3ym1fjRf1HyzZwto9z5IY3J93JheRGNyftXuebTE5ADhStoOe4SN4Z3IR9ZYqNEotvl5BZ433nYy5HD65nQk95zJv1FqMDTUtVkZiA3vzzuQiuocOZvOxVRws2cL7Ox9Dr/HjnclFDI27lW8Ov8m7vz7C3qLv+fOgV3lnchF6jR/rD75Mcc0xAEYkTMHYUEODZObPg15lRMIUKowFhHjHuNzvhR9upby+gD8PepU/D3qVo2W7Lqoxz8nJyRw8eJBBgwaxbds2d4cjdGLbtm1j0KBBHDx4kOTkZJdjov2sDSyYM91lQtnWjExWrv2iSZtYfEyU/OusIznEx0RSf3SryzmLl77VZC2O0Dr+3l6E+ntRXFSAwWDA399fHnPsTCjOd0JYiLeGKZcnoNOo6RbmT6ivDrskYb2A/WCcsbQnu91OfX09xUWFeKtsBPpqL6lKzelyKjLlD+RFNZ6xONuZcDlbvgD+s+Mhj4nPmXyNSryTTUffc3c4LmpqauSRyvX19W6OxpUnx3Y+Gq+Hcfpk3xKXPVhaShAOlmxpsldL45HQLY02bvxc42u/kzG32Q/8a/f+zeUcp8Zxn2t71878r5rco7nfgzPF0zj+DYfeaHJ8aNytHM5fBAAACl1JREFUWG0WeR1aW7fFeZLLLruMHTt28MQTT/DnP//Z3eEIndi3337LihUreOaZZ7jssstcjl16X9V2gJSu8eTkFfKPN1bKzxlNZlau/YJhA/sRHBjAxi0ZjBjUv0kr2ZjhA9makUlZRVVHh33R0ahVxIT6gqWOE3m51NfVuSQPramQhPtquap7JMMTw4jw1aLEfsHVlI5IaEwmE4WFBZhqK4kO9kav1bTrPYXWcyZcWSVbPSahEQShbTnHWDdIZrJKLv7KxfDhw/nhhx8ICwtjyJAhrF279uwvEoTTrF27liFDhhAWFsYPP/zA8OHDXY6LSk07CA4M4JO3/8GcJ19EEXWq39c5LOBQ9nG2/LKbyRPGNnltStd4wDHqWbgwCiDQV0dcqJWc0pPk5amIjIrG19cXlUrVumvKq+vt57u3p1tIkoTRWE9RYSHlJYVEBGgIM3h3mjVAgiAIHamjNsS81DbeHDRoEOXl5Rw8eJDbb7+d9957j0mTJrk7LKGTee+997j99ts5ePAg5eXlDBo0yOW4SGrOoqWNL8+2IaZep2X584+x/PnHmhxLTorj61WvNfu64MAANnzY/GQU4fyplAoiAr2xSXYKKoo5bjYTGh6BwWBAq9WiUCgaJSoXD7vdsUdPdXU1J0uKqasqJcxXSXSwD16a1iV0giAIgtBakyZN4qOPPmLRokU88cQTZGRkMHDgxTO2WmhfGRkZ7Ny5k3Xr1vHkk082mxSLpEa46HlpVHQJ8cVLraSgopITOXWU+wUQEGDAx9cXvV4vV246c4LjXJtjMpmoq6ulprqGmqpyVJKJaIOWiCAfdF7qi35/GkEQBMHz3HnnnUyYMIFFixYxd+5clixZwpo1l061SrgwS5YsYe5cx9q1t99+m3Xr1jU5RyQ1wiVBo1YSEeSDr15DabWJiroyCqvLsSvVqNReKFXqTp3QgCOpsdslbA0WJKsZnRpC9CqC/f0I8NaiUV86S+hGJd7J9tyP5b1oWkun9mFw7MQ2isqzpYQNI6cis03GM8cH9iMlbFgbROUQGRVFSXHxBU8NU6lUhIW37d4pnhybIHiS/v37c/nll7Ns2TLmzp1L7969SU9PJy0tzd2hCR4uPT2dgwcPsmbNGpYtW8bll19O//5Nh3aIpEa4ZKiUCvy9tXjrNIRZrJgtNhpsEpJdAkWDu8O7cL8v8lEqlKiU3ug0anRaFRqVstMnbOdrVNJdDI6byKbsd9mem96qawyOTWNU0l3o1L5tG5uHJlwRfl0d45orMvl03/MtbgR6JgZdODf3fpT4wLad3hgVFUV4eDgFBQWUFJ9/XABh4eFERUW1ej1dZ4ytLfz6a+vekyA05+GHH2bKlClMnz6dv//979x///1cffXV+Pv7uzs0wUNVV1fz8MMP88orr2CxWHjuuedYtWpVs+cq7Oc70/Z35trjUFOIFjFFSRCE81NDPX6RIzrkXpXGIjYcWkbWSdc9VUYl3gnQZDxxSugwxiXfi0Ef0W4xOccjt5RwtRSbU3slXI3tLviaDYdeb5J8PTX2O57631Uuzzk2CZ1FatS17RaPk8VsJi8vTx6T7BQZ5RiZX1hQ4PK8wWAgJiYGL237b1rsybEJgqe455578PPz48UXX2TevHnk5OSwevVqd4cleKjJkycTHx/PkiVLeOihh6ipqeHNN99s9lxRqREE4aJm0EdwW+rT5FRksuHQ6xTVZDd7XoRfEuOSZ7V5laE5OrUv45JnMTh2YrMJV0s6IuFySo26lpSwYWw//vEZ96UZlXgng+MmtmuC1ZiXVktS167U1NSQl5eHsYW9X/Te3sTExODn59chcXl6bILgKZYsWUKfPn0YNWoUS5YsYcKECTz88MP84x//cHdogod5+OGHMZlMLFmyhM8//5zVq1ezd+/eFs8XlRpBEDpcR1ZqTre74Gs2Zb8rVxV2F3zNqKS7OqTK0JLTE67TKzUdmXA1p9JYxKaj77K74Bu5UpMadQ2jEu/qkATrTMpKSykoKCA4JET+OSoqSv7ZnTw5NkFwp/Xr1zN9+nS2bt1KZGQk11xzDSNGjOC5555zd2iCh5g/fz6bN2/mm2++obCwkGHDhvHWW28xfvz4Fl8jkhpBEDqcO5MacLR/OXfxNugjOqzKcDaemHA1llORSXxgP/mfnsJms2E2mwHQarUetTbFk2MTBHd68cUXWbVqFd988w1KpZK0tDS6d+/O8uXL3R2a4GYzZ87k8OHDpKenI0kS11xzDVOmTOGhhx464+tEUiMIQodzd1LjyTw14RIEQWhrTzzxBBs3biQ9PZ2IiAjuuusucnJyeO211+jTp4+7wxM62N69e5k9ezbx8fG8++67FBUVkZaWxpgxY3jmmWfO+vpLZ8arIAhCJ6BT+xLh15UIv64ioREE4aL2zDPPMG7cOEaPHk1GRgbvvvsukyZNIjU19Zw+xAoXj2eeeYbU1FQmTZrEu+++S0ZGBqNHj2bcuHHn/N/CBQ0KsNCAhYtgFK4gCIIgCILQ4RYuXEiXLl244ooreP3117nvvvsYN24cTz31FAkJCdx///3cc889+Pj4uDtUoY3V1dXx5ptv8sorrzB06FCysrLo1q0by5YtY9asWfz73//mj3/84zlfr9XtZ4IgCIIgCILQFnbt2sWDDz6Ir68vTz31FAMHDmTbtm0sW7aMtWvXMnnyZG688UbGjBlDcHCwu8MVWqmsrIyNGzfK08wmTZrEvffey9ChQ8nIyOCpp56itraWf/7zn81usHkmIqkRBEEQBEEQPMIrr7zCs88+y9VXX81f/vIXhg0bRlFREenp6Xz11Vds2rSJqKgoUlJS6NKlC4GBgWg0Yn23p2poaKCiooITJ06QlZVFQUEBo0aN4rrrriMtLY2IiAi2bt3KG2+8wbfffstjjz3G/fff36p7iaRGEARBEARB8BgNDQ288sorvPXWW/j4+HDLLbdwzTXXMHDgQAAOHDjA4cOHyc/Pp7KyEqvV6uaIhZao1WoMBgPR0dF0796dnj17ApCRkcE333zDJ598Ql1dHdOnT+f++++/oARVJDWCIAiCIAiCR/r+++9Zt24d3333HUePHqVv374kJiYSHh6Or68vSqWYeeXpJEmitraW4uJijh49yp49e0hMTOSqq65iwoQJjB49uk3uI5IaQRAEQRAEweNVVlayb98+jh07RklJCXV1dYiPsZ5PoVDg4+NDWFgYCQkJ9O7dG4PB0Pb3EUmNIAiCIAiCIAidmajZCYIgCIIgCILQqYmkRhAEQRAEQRCETk0kNYIgCIIgCIIgdGoiqREEQRAEQRAEoVMTSY0gCIIgCIIgCJ2aSGoEQRAEQRAEQejURFIjCIIgCIIgCEKnJpIaQRAEQRAEQRA6NZHUCIIgCIIgCILQqYmkRhAEQRAEQRCETk0kNYIgCIIgCIIgdGoiqREEQRAEQRAEoVMTSY0gCIIgCIIgCJ2aSGoEQRAEQRAEQejURFIjCIIgCIIgCEKnJpIaQRAEQRAEQRA6NZHUCIIgCIIgCILQqf0/Zu/h624KudcAAAAASUVORK5CYII=)
Glavni cilj Sava FFWS je podpora deležnikom pri sprejemanju uravnoteženih odločitev v izrednih razmerah ob poplavah. Sava FFWS omogoča petim obrežnim državam sprejemanje odločitev o ustreznem upravljanju in izvajanju ukrepov za preprečevanje in blažitev hudih poplav, na podlagi natančnih napovedih pretokov in izpustov, z dovolj dolgim časovnim obdobjem. To zahteva tesno sodelovanje z ustreznimi deležniki ter upravljanje podatkov in modelov na ravni države, kar je ključnega pomena za uspešen razvoj sistema. Sava FFWS je ključnega pomena pri tem sodelovanju. Potrebno je poudariti, da razvoj takšnega sistema ne bi bil mogoč brez pomoči, aktivne podpore in izjemnega sodelovanja vseh upravičencev projekta v regiji.
Sava FFWS zagotavlja napovedovalcem hidrometeoroloških služb strokovno orodje, ki jim omogoča izdelavo hidroloških napovedi na podlagi opazovanih telemetričnih podatkov s hidroloških in meteoroloških merilnih postaj ter numeričnih vremenskih napovedi (NWP). Sava FFWS uporablja hidrološke in hidravlične modele za izračun odtoka iz porečja ter rečnih pretokov in vodostaja.
Sava FFWS se je izkazal kot celovit sistem, ki vključuje vse podatke in modele, ki jih prispevajo posamezne države. Zaradi tega je edinstven sistem, ko gre za čezmejno sodelovanje pri napovedovanju poplav, kljub temu pa vedno obstaja možnost za izboljšave.
Glavni cilj Sava FFWS je podpora deležnikom pri sprejemanju uravnoteženih odločitev v izrednih razmerah ob poplavah. Sava FFWS omogoča petim obrežnim državam sprejemanje odločitev o ustreznem upravljanju in izvajanju ukrepov za preprečevanje in blažitev hudih poplav, na podlagi natančnih napovedih pretokov in izpustov, z dovolj dolgim časovnim obdobjem. To zahteva tesno sodelovanje z ustreznimi deležniki ter upravljanje podatkov in modelov na ravni države, kar je ključnega pomena za uspešen razvoj sistema. Sava FFWS je ključnega pomena pri tem sodelovanju. Potrebno je poudariti, da razvoj takšnega sistema ne bi bil mogoč brez pomoči, aktivne podpore in izjemnega sodelovanja vseh upravičencev projekta v regiji.
Sava FFWS zagotavlja napovedovalcem hidrometeoroloških služb strokovno orodje, ki jim omogoča izdelavo hidroloških napovedi na podlagi opazovanih telemetričnih podatkov s hidroloških in meteoroloških merilnih postaj ter numeričnih vremenskih napovedi (NWP). Sava FFWS uporablja hidrološke in hidravlične modele za izračun odtoka iz porečja ter rečnih pretokov in vodostaja.
Sava FFWS se je izkazal kot celovit sistem, ki vključuje vse podatke in modele, ki jih prispevajo posamezne države. Zaradi tega je edinstven sistem, ko gre za čezmejno sodelovanje pri napovedovanju poplav, kljub temu pa vedno obstaja možnost za izboljšave.
Postavitev Sava FFWS je modularna. Kombinacija padavin in temperature iz numerične vremenske napovedi, hidrološkega modela, ki pretvarja padavine in temperaturo v pretok, in v večini primerov hidravličnega modela, ki usmerja dolvodni pretok in izračuna vodostaj, predstavlja edinstven operativni postopek za napovedovanje. Zaradi števila hidroloških modelov, hidravličnih modelov in numeričnih modelov za napovedovanje vremena, ki so na voljo za reko Savo, je v Sava FFWS konfiguriranih več operativnih postopkov za napovedovanje.
Sava FFWS združuje naslednje komponente, ki so že »priklopljene« na skupno platformo in so med seboj povezane:
- podatkovno vozlišče za zbiranje opazovanih podatkov - Sava HIS
- različni numerični modeli za napovedovanje vremena
Sava FFWS združuje naslednje komponente, ki so že »priklopljene« na skupno platformo in so med seboj povezane:
- podatkovno vozlišče za zbiranje opazovanih podatkov - Sava HIS
- različni numerični modeli za napovedovanje vremena
V okviru Sava FFWS se za vnos meteoroloških podatkov uporablja 8 modelov NWP:
- model ALADIN1 Hrvaška
- model ALADIN Slovenija
- model ECMWF2
- model kompleta ECMWF
- model WRF3 Bosna in Hercegovina
- model WRF Črna gora
- model WRF Srbija
- model NMMB4 Srbija.
_______________________
[1] Model za dinamično prilagajanje omejenega območja, http://www.umr-cnrm.fr
[2] Evropski center za srednjeročno vremensko napoved, https://www.ecmwf.int/
[3] Model za vremenske raziskave in napovedovanje, https://www.mmm.ucar.edu/
[4] Nehidrostatski mezoskalni model na B-mreži NOAA, https://nomads.ncep.noaa.gov
- razpoložljive radarske in satelitske vremenske slike
- model ALADIN1 Hrvaška
- model ALADIN Slovenija
- model ECMWF2
- model kompleta ECMWF
- model WRF3 Bosna in Hercegovina
- model WRF Črna gora
- model WRF Srbija
- model NMMB4 Srbija.
_______________________
[1] Model za dinamično prilagajanje omejenega območja, http://www.umr-cnrm.fr
[2] Evropski center za srednjeročno vremensko napoved, https://www.ecmwf.int/
[3] Model za vremenske raziskave in napovedovanje, https://www.mmm.ucar.edu/
[4] Nehidrostatski mezoskalni model na B-mreži NOAA, https://nomads.ncep.noaa.gov
- razpoložljive radarske in satelitske vremenske slike
Sava FFWS je skupaj z NWP pripravljena za ekstrapolacijo radarskih ali satelitskih slik, da bi na podlagi izmerjenih vrednosti zagotovila zelo natančno kratkoročno hidrološko napoved (kratkoročna napoved) za nekaj ur vnaprej.
V Savskem bazenu trenutno ni na razpolago opreme za kratkoročne napovedi. Prvi korak k zagotavljanju kratkoročnih napovedi je sestavljena radarska slika padavin (padavinsko polje), popravljena z opazovanimi podatki zemeljskih dežemerov (pluviometrov). Radarji v Savskem bazenu trenutno ne morejo izdelati natančnih slik padavin.
Ob upoštevanju pomena zagotavljanja kratkoročnih hidroloških napovedi in ozaveščanja strokovnjakov o vnosu teh meteoroloških podatkov so v Sava FFWS, poleg sestavljenih radarskih slik Opera1, izvedeni radarski podatki Lisca (ARSO, Slovenija). Te slike so prikazane samo znotraj sistema, niso pa povezane z nobenim od hidroloških ali hidravličnih modelov, ki se izvajajo v okviru Sava FFWS. To velja tudi za satelitske posnetke H-SAF2.
_______________________
[1] Radarski program EUMETNET, https://www.eumetnet.eu/
[2] Satelitska aplikacija EUMETSAT hsaf.meteoam.it
V Savskem bazenu trenutno ni na razpolago opreme za kratkoročne napovedi. Prvi korak k zagotavljanju kratkoročnih napovedi je sestavljena radarska slika padavin (padavinsko polje), popravljena z opazovanimi podatki zemeljskih dežemerov (pluviometrov). Radarji v Savskem bazenu trenutno ne morejo izdelati natančnih slik padavin.
Ob upoštevanju pomena zagotavljanja kratkoročnih hidroloških napovedi in ozaveščanja strokovnjakov o vnosu teh meteoroloških podatkov so v Sava FFWS, poleg sestavljenih radarskih slik Opera1, izvedeni radarski podatki Lisca (ARSO, Slovenija). Te slike so prikazane samo znotraj sistema, niso pa povezane z nobenim od hidroloških ali hidravličnih modelov, ki se izvajajo v okviru Sava FFWS. To velja tudi za satelitske posnetke H-SAF2.
_______________________
[1] Radarski program EUMETNET, https://www.eumetnet.eu/
[2] Satelitska aplikacija EUMETSAT hsaf.meteoam.it
Slovenija, Hrvaška, Bosna in Hercegovina ter Srbija svoje zunanje hidrološke napovedi posredujejo neposredno v Sava FFWS.
Hidrološki modeli
Sava FFWS trenutno vsebuje 13 hidroloških modelov. Nekateri od njih so integrirani modeli, ki vključujejo hidravlično komponento. Nekateri pokrivajo celotno porečje ali veliko območje, drugi pa le majhna lokalna porečja.
Naslednji modeli pokrivajo celoten ali večji del Savskega bazena:
- HEC-HMS Sava1 – celotno porečje (vse države)
- WFlow2 Sava – del porečja (Bosna in Hercegovina, Črna gora, Srbija)
Naslednji modeli so lokalni modeli:
- Mike-NAM3 Hrvaška – integriran v hidravlični model Mike 11 Hrvaška
- Mike-NAM Una – integriran v hidravlični model Mike 11 Una
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Črna gora
- HEC-HMS Kolubara
- HBV5 Kolubara
- HBV Jadar
- HBV Tamnava
- HBV Ub
- HBV Ljig.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-hms/
[2] https://oss.deltares.nl/web/wflow/why-wflow
[3] https://www.mikepoweredbydhi.com/products/mike-hydro-river/hydrology
[4] https://www.geo.uzh.ch/en/units/h2k/Services/HBV-Model.html
[5] http://www.smhi.se/en/research/research-departments/hydrology/hbv-1.90007
Hidravlični modeli
Sava FFWS trenutno vsebuje 30 hidravličnih modelov.
Naslednji model pokriva glavni tok reke Save:
- HEC-RAS Sava1 (Bosna in Hercegovina, Hrvaška, Srbija).
Naslednji modeli so lokalni modeli:
- HEC-RAS Bosna
- HEC-RAS Sana
- HEC-RAS Sanica
- HEC-RAS Una (Bihać)
- HEC-RAS Una (Bosanska Krupa)
- HEC-RAS Una (Kulen Vakuf)
- HEC-RAS Usora
- HEC-RAS Vrbas
- HEC-RAS Drina
- HEC-RAS Kolubara – 17 ločenih modelov za reko Kolubaro integriranih in združenih
- Mike 112 Hrvaška
- Mike 11 Una
- Mike 11 Vrbas.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
Sava FFWS trenutno vsebuje 13 hidroloških modelov. Nekateri od njih so integrirani modeli, ki vključujejo hidravlično komponento. Nekateri pokrivajo celotno porečje ali veliko območje, drugi pa le majhna lokalna porečja.
Naslednji modeli pokrivajo celoten ali večji del Savskega bazena:
- HEC-HMS Sava1 – celotno porečje (vse države)
- WFlow2 Sava – del porečja (Bosna in Hercegovina, Črna gora, Srbija)
Naslednji modeli so lokalni modeli:
- Mike-NAM3 Hrvaška – integriran v hidravlični model Mike 11 Hrvaška
- Mike-NAM Una – integriran v hidravlični model Mike 11 Una
- Mike-NAM Vrbas
- HBV-light4 Bosna
- WFlow Črna gora
- HEC-HMS Kolubara
- HBV5 Kolubara
- HBV Jadar
- HBV Tamnava
- HBV Ub
- HBV Ljig.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-hms/
[2] https://oss.deltares.nl/web/wflow/why-wflow
[3] https://www.mikepoweredbydhi.com/products/mike-hydro-river/hydrology
[4] https://www.geo.uzh.ch/en/units/h2k/Services/HBV-Model.html
[5] http://www.smhi.se/en/research/research-departments/hydrology/hbv-1.90007
Hidravlični modeli
Sava FFWS trenutno vsebuje 30 hidravličnih modelov.
Naslednji model pokriva glavni tok reke Save:
- HEC-RAS Sava1 (Bosna in Hercegovina, Hrvaška, Srbija).
Naslednji modeli so lokalni modeli:
- HEC-RAS Bosna
- HEC-RAS Sana
- HEC-RAS Sanica
- HEC-RAS Una (Bihać)
- HEC-RAS Una (Bosanska Krupa)
- HEC-RAS Una (Kulen Vakuf)
- HEC-RAS Usora
- HEC-RAS Vrbas
- HEC-RAS Drina
- HEC-RAS Kolubara – 17 ločenih modelov za reko Kolubaro integriranih in združenih
- Mike 112 Hrvaška
- Mike 11 Una
- Mike 11 Vrbas.
_______________________
[1] https://www.hec.usace.army.mil/software/hec-ras/
[2] https://mikepoweredbydhi.com/products/mike-11
Sava FFWS je zasnovan na platformi Delft-FEWS, ki se uporablja v številnih porečjih po svetu. Platforma je prilagodljiva in omogoča integracijo vseh meteoroloških, hidroloških in hidravličnih modelov, ki se uporabljajo v porečju. Sam sistem je kompleksen, saj je zasnovan v obliki enotnega centralnega sistemskega strežnika in treh varnostnih kopij, ki se nahajajo v štirih državah, skupaj z delom sistema (arhiv in spletni strežnik), ki se nahaja na sedežu Savske komisije. Takšna sistemska arhitektura omogoča aktivno sodelovanje vseh nacionalnih institucij in hkrati zagotavlja občutek lastništva. V naslednji tabeli so navedene institucije upravičenke in vloga vsake od njih v sistemu, dogovorjena za prvo fazo operativne uporabe.
Država | Institucija | Opomba |
Slovenija | ARSO, Ljubljana | Centralni strežnik |
Hrvaška | DHMZ, Zagreb | 3. varnostna kopija |
Hrvatske vode, Zagreb | ||
Bosna in Hercegovina | FHMZ, Sarajevo | |
RHMZ RS, Banja Luka | ||
AVP Sava, Sarajevo | 2. varnostna kopija | |
JU Vode Srpske, Bijeljina | ||
Srbija | RHMZ, Beograd | 1. varnostna kopija in preizkusni sistem |
JVP Srbijavode, Beograd | ||
Črna gora | ZHMS, Podgorica | |
ISRBC | Arhiv in spletni strežnik |