Question
In an exothermic reaction, energy of the product is_____ with respect to the energy of reactant.
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FshPTIpQFmm+JSLAxgjZwSJTzUDGyHpwLZil4U2pciWN4HNcGkctTAXzWBioEtCDWvhJbw0KbGEOvahnjvDvjbNyJI9xHu2AhP/QzMlVOwVIzDWzOOYO0wbASdmvtVMWVRxj8MUTqKNFOVMhgtceVUc0omgaXpPDx0KIpzpDtU0raie9TqHbA5A3B5YwRMBCYzj5fwkLROBpYVzaYuLweIieUhqctcmnJah1HS/Hp80yUQMfM4BHgKQFreAEDm0e/M916LpOErADGfVcVTl78lYsObOy1XgoekWKL58JjvPub3SG8GQBbo2eap6DqKblVUdB7zP8OejMeoVYBnhExiCgbSqKnuQE1tD7z+cqYXtPuEhyfcAGegAWZvAXq6D7UAxMo0wZJjwEXoMLwwaGSekov7LJ7aLAZWUTq9H0YGtUbOyKj9sHnzKKuR2aITCGR6ofc1QuWqhzU5gFQb3UbbOsVdqGJDsOdnmL5sQbR7ByLd2xBs2whv/So4q5fAW1iGWOtqJFuWI1Q9AFe6ifsiQCR9MfD3zCnCoxxOXx5WRxq+QDmikSp4vUmYCQYZV5TpEMUTDSIDX7MRdm7YHD7YbB7CT2KvWO+nJnlpxH3QaVECytMBIuMdc2MdC9bTmXX5Jkp+U6eTAfHiaV8CpI0AYaUoACmOsEtjOAWQ0pfnH5g8ll6mdMCl569XCkDEacip5IV1qlf+bdDLnEcJHiWAnAmO+Y1oHkBKdUWdlhuXyv1cmrevhSQNWM7UaLXSXmT8RfLxOamZoxuVGah0CCav4jrqG/pQXduNYLha6bFl4pU7WAeHv5ZBXwsT3YfBWcNUowoaWx5aawVTZ/byBIReRxEkpflKWrVMtpIzYwG+T3AwfdFoI9xPDeKVTI2aFiOSH2HA0zW4mmAK9yBaO4M0AeGqXAJVqB/GzCIku3YhM7APueGDqBy7ABmmMpG2DQTHOpT1bEH10E6kmpfCRtA5IrWwBqpg9JbzOMthdORgtGX4PzLKJDcBiNuTgNEoA7kWQs1GsQ5ZPlJXMvApwWcwWPkZvmcoziAunlWRrZxlYZnJgHlpzg/bwxxApOefP3Aq+z2zbkp1R5Xidb7k9YXq+1VKw7rVaYpn1ESqQm0HAeImQNjTs8eQRqEARD4824Od1nvx9TnNbzSl5wttzyX5jNBZBgnPHDyc08uC7N2sU+B4OTyKg93nHjAtBnhRpUZ19rpZaB/ymkh+Q35rASkBIYN6Z75X/I6kWSbm+/5AFmXlzahhylJW0Qq3v0KZL6G3JGB25mB1V8Lsopx5mJzVMNF96AkQnT0Pg50AMcWVsxvK6VqCQqfzESQy7uFlgHnY03NfhhB/0wWXrxYVDVNIFabgTBMQgTao7PXQuNsQrFiCqu6dKO/aAU/lclgy0/AV1iPbuw8140fRuPg4GpdciuqxQ6gc3IO6kf2oG92LXPdGuNM9UBvpKhxZ2L2VcAWq4fBVw2zPQUMnIimTP1QNlyfD45QxGNYbnYfBZOKxF+NJTnvrdTLHavb0KetRy3iT069GAQphUjo9r5OzbjImsiBAJIVhW+A+5hzoXCfy8rqkFnx9oXp/JfE3WL/z540QIJ3KtQfFU5BCSDk4aQizAKFeDpBS45qv0mtn255N8lvSEM8DpKhS6jIfHKIiPF49QIo2t5TazH3+XNuSZP8CdamXc6lkzecknZDMSzDR1fpDZchVdaGmfhCxDF2AIwUNUw2DLQW9NQUtUwC9NUuVQW9jr26rYG9OkDiqFJAIVPSWDAzmBPT83nyQyOCqTpn7EVTOgtiYSlTWT6KuczU8hIfKVgeVsxFabyfs0VFUtm5F09AhVHTuQqxhM+LN25Dq2INU114UJi9B8+ITqB27EPmhA6gdPoCG8YMopwNxpgd5nOVs+2H+XoTOIQmTJQ2jNQ29OckUK8YUKoJAuAZmOdvCOpSy0RpYZ0aWyWwMyeCkXtI9pgDSi2tYzjJGpCcQDHrLPCciqUFxsF1DkMj4SGlCoQIQOZU72x6Kaf98kEg9is5oE6cBpPSZher9XCp+VtzvwgBRRoKLMwZLs1CLvZg0SKq0VUgnjVIOWA78TZAyKChjHQunL6KFg+3dphI8zgRICR7szahiuZ3e85wuGZOQ1KL0WalPgcKcTpX9QhIQKHVSaqRnEY9NPlM8RS49owkWsxNeTwjBUBoVNd1I57vZY9P2M13RywVkMv3blIDWlFS2Mg1dbSRMTBnCooyfK4eF4LAzlbG5qwmVHF9PKxeeGcxx9upMaQgSg8wB0YcZHH5l9mdF3Siae9chWTcNna9FcR66yADdxjKUt2xF2/AR1HTuQahqDaKFzUi1MnXp2Iuq4WNoXHQCNSMX8vkupNu3oaJnByq6tsCXn4LGUsP/F2dnGoNWJaeMRTJYG1LgITCxOeU6nQpojZJKWaASh2BkmRgYeBI3BIh0xlrWjSLGlpZ1pGMd6VhHpZm6rwyQ2bN085xpsY5Yzwq8RXOdRrFtzG8f8vgNxi1/q9gWi79PgHTNA4jkNdJ4FwDIqQOYBw/lwN8MSUGcB8grAkSBglSklH+poZwNIMWKLpXxy5zCaeV/Nkm9lM6EyeO553KMBoODvTLtNhu8DJLarF4E/HHlUv/qmjakKtphp93X0kFoKIOjDDpbhsGVgM6cJjRSDDCZzck0wCAXw2XYi+cYkJVwumrg9FQrQBGHohOIiBNhyqJcuUqIyExUky2NVGUvGjqXI1u/GLZ4D/ThbljSYwgU1qC8exdaR4+hd+oEsg1b4MnMIFm/FZHCFvhrNqBx4jjallyBiv6DiDVvQbxpEzKtGxGtm4E50gOVKc/OM8kgp/MhOLQEllZDB6SNMvVPwe6QiWMVynGpDX6mM3b+HwaWjqDWs9fWs9efHQbQMKZ0lIF1ZuD7BpntK06RdSnTKM4OEDmbI22jBBBpH0WIzAGkpIXax3zx9dM+/9pVTL+KOuVA5CI6AUjRIpUAUhxdn2uY8viNAqTYW52u+Q21pN9GgIikgcyHx0IAma9SQzldcymMNJjT4fHKAOHvUFo+PvXbPA4VG7n0rippvFrabroNvYyfGV0wmX3w+zPI5ZpQqO0mQLphdqShpmswuwkBBrraGFVgYrRn6SyKV7Iq17LIKVF9nM9TMFiy/F45U5JK2N1MYZQUJ8uUppzKKWmPzpYlkGR/SURzfajvXkN4TMOR6IUxQsdTNo5w/Uqk2jejqn8fmoaPoqHvECL51QhWrkS6aTO8lcthy06jaugg6qcuQqZvL8LNGxGsX4do/Sr4ykdh8DRCbamARi7WU8lFbjLD1Q+zIQIrgeGko3K5MoQI3ZQM7sr0bpNcECinbBkrOoJDACJpjMQPX9NSetaLXstUj+mLjIfIdUPiLEvT0sWNyJikTCyUmCxNIpQ6kPRhrk4kdubqrBiTpTZRUgkcJZXaBL+jbOd/b972Za/NfodS4MFjEqlqq9uV9T9knEGZTi0BzQ9LAZw5kl/UWQCivDarU6/Ph0RJC8FizpLNqdQTz+pUgBUnE717VQLIXCM5p8RpzILlFGBmT8PPjVvNz2VLACnWh4b1VBQb8SnRXktDZ13rtFrm+OwplZyeDcZoLsrAntHkoNwMZC/MzgTSuTY0t0wgX9ELi1wtS4egNoUZ7ASHha7BGidIkjAw8ETyWE03oWJAyoQslU628lm6EUcWRqYGctWtuBV3sB7+eCtfz8PoqYPWVQdbrAMNQ9tR278N9swQLMl+uHLj8FZMIlizBOHCDBLNG1BDd+EpWwZdcAD+yiV8PAZ9rAeBuiXI9m9FtHsT/O0b4CQ4zBXTcFVOwpbo5rFl2J5D/P9BlrVc8CcxIoOccm2UC25nlNBMwGplB6xh26Q7EHioZVIm60Ul9XBqILsYN6UyXiiGimMLpbovxsFc3JwRYy/T/A5kPjDOJvmObOd/71wqfUfGQARwRTc0CxAfC4eBrBywHKg0srMBZG5Hp/78qT8xq9Lrp/58SSV4zE9X5HEJIHMFN6dXAojMCSjOC3h36DUCZAEp9ceGe0qsk5JOr5sz4aFRekix2XrWtV6ZXco6lyAQS26gAzERHmYH1HL5g4twcEbgClciV92DyrpBhKONsDHd0BMIOrnIjQDRmsMEAVMAi1yxylTGStkJCVuCDoXWX6aEy5kUGdMwxqCxMmVw0nXQuTj91TDRsVjoSHzxNjgirYorsITakW5Zhbqh3Ui2rIM5OQxTYoggGYUzOwp/fhGihaVINa9Dpm0nbOnFMEWH4M6NwZEegEa5kG4K2YFNCHevh6djHewNK2Hm91z5CVgTnYrD0TBl0Wl9LCtJJaTtSuDI6Vc7PO4wUzZJZWQuR8m9z9aDOItSPCjlfkaHu4BOB8hsXZbeP7WvUjD/piQAYRnMnmZ+ZYAoDWhW5wHyFoj/UfnPZ5bDq5ey2I/UIeuiKPaGs5qrm6LOBEjxDAFzdda7jha8eBpfIMTelJZbXIfGHoDOE4ORKYszVoNcXR8aO6aQqeyGngCQ2aBGpisy10MnYxaz0vN5SeJGRJpTAJGZnQKQCDR838D0x+LJwRupVU6dmp1Ma/wFOAkQra0KicJiNI7tRrZ9PZy5SRhiAwpALASJJTEAD51IrLAM8QZZopBgSNBVJMeofljjXcp0+WDdImT6NyLUtR7uNgHIKlirl8BZOQFTpI3Hw+PT+CBrlSjuQ+ChnFqVsyZ2+LwRimDUCVTOA4Rvvhwgp80DYcOS14tWmA1z1g6fbpFFpdfZaE8TGyAhUszpSqdoBSilxn8eIG8OQGScQiBypuYaa6ne5Lz+mZOFpJ7lIkpRse4FIPwOA0VtC8Lky8IWzMMRrUO6ph+1LZPI5Lthd5fxM37oDUE4HCllpqm4jVPQmAWJlpK0RuCh5etKGlOCCLc6fsfkzMDC/clSge7ZeRcaa5bOpAqBbD9aRnehqncz7NlhaMJMN4I9MCYGYYz3wxDppgsZRpQpSrB6KYyxMejCw3xtHIZwJ9WmTFSL1E8j07cRwba1cDathr1+JRx1y2AvZ4rjb+B/YTqlEQciK6VZ6ciKyzFIHZlNLsIjCrcrcKrc5wNE6WDnAWQuJhaW1MmZACnVlSJlHxJbEn+lWHzrVVzn5TxA3sZ64wCZK6/SiH1J8l6xcZ5eX6W6nZNaTxn5mE6kmAqxnoxeGN1ZuoAGBNNdSFePobplCeExBLOD8FB7mep4CZI4vIEsrHIJu00gwnRF1v80Fy99Vy5/V9KbqAIWDaGhJjxEGlMEejoTGYCVxYVka5mdcCYDpxpbBeq616J9fA88ZaNQe5qh8rYwJWmHId4HfbSXgJCB1BGEa6aVAVWVpxvaYD8cmTFo/C2EQxM0jhokmmeQ6tkAX7PAYwUcDSvgbpiBNTdEh1LF/xxiCuclQFyMiTmAyNZu8zGFCSmnrcXxSdmeBwgL4UyAnE9h3mq9GQCRWYxyPUXpmopiZSsVr1htcSlSV/Otaal+2VBE4j4MIjZaPevI5IHemYIjVA9/QuZ3TKGpaxPTl8VwBRnEWjoIuRqWvbXJGYI7SAB45IyKTPUugkQAomFqo4x16ELQECICEAFJCSLy2EgHYqMDcRIgDneO30soc0ZknRB3rBXNQ5uRaVwGtaseKmcBKncT1ASILtZDgHTDHOuFt3IcfiUV6YHKTsAEe2GlQ9F4m6D1NcIQakW2Yw0SnesIjRWw1s0QICsJk5WwZAegsgoQfWz/RYBoSmVIWVgWMv7hsMsEzGJd/fpTGAHS/Pr6Ten8GMjbXCWAvH4pl7urZFm/4rqasryfjpWtU+YRnA6QorsgKM6UAhC+Z2a92dwwepJwhAvwp3oQYa+eqZpBRd0auCO9DG721nqZHCZnWgIwOv2w+aOwejLKdHUT3YmctlVAUAKINggtgSHjJHr5nqQulN4Uhtkag50pkMtbpkwRtzqz/F4czmAdyusnkW9dDhsBoLJV032IA2mGxtcKfaSL6UoPXNkhRGqn4c2NQE24qGwN0IaY4oS7+LwROkLEXTaIqv4tiLUzfSmsgKV6GZwESLB1NcxMkVSmpAJEjawIJqvty+X4bKtytsXlCCEYSCiXgEi7LsHjnAB5FZLrXIrXusw7o3baZ37T4x+i13oW5jxAfgN6YxApAsRDsfdUIDIHEFmTQxqp1OPp8Jh9rrxO16Hj1sB2YOPxeCKwRmrgTXYhkh1DMj+DWG4ZzK5uBjZdgLaC6UVOWcbPE8nBGWJweWQlsDRTj3IFIkWAJOkyCBC6D1nDVEuQyDoaRYCEoSdQDExhrExhZAzFxXQpFKlFNNnIdCYHDwHW0LUS4fJBQi3PNKMeumA705c2qP2t0IU6YI73wFc5hkTDUngy4iRq+Nl6Ja3R8TMaTz30vgbEaqdQGNmJWMsauGpnYK5aCmf9SoTa1tGB9EElc1Tkgj2dE0ZD8VYJEiMCEJ8nhlg0y9cFKsUJYDIB8zxAGLDnAfJ2kPxPmTz3+iSuw6DyzcoNPZ/ruU9l8o+UKRumrCZnNPOxtjgGouFztV4GWrV0FNyPmY3DYmM6kEGoqg3udDvs0U6k2FPn6tbBERjmZ5k+GApMURr4vBG+WAPTmyq4IimYvTIYKhPHUjDay5RJYDKWIadk5RoSucpWTvOWpqZrdAG2HVkbQ87gBBmkWQZpDXz+CjiV2znkUGhh2tS5AjZZz9RUDi3dhNbbArWHLsPHLZ2IiS4kyNQlXjcNR4yOgwDRzsLFSNjofXJJfgNyLctRQwcSb10LT91KOOWmUu2blOUNjWG6G00IaroPjZb1oaQpbKuUnQ4rGilTZtzKpfi60+AxGz9KTEgMSdkW9bIYWUALQeP0fZwZzL8JnQfIO0Cl//r6pGf6YlL5KR9FC64AxUqwMMdWSw8n697qGLzSU9JpsK6NZhv0Fvaysn6FXiaJOWGJ5RCu74GnrB22WBvitYtR2bKBkJjiZ5g66JsIiWbYPK1wh1rgDtfDESyHxce0xMV0ROZ6yJkTS5YgSUNnknEQmW2aZJpCsMh6otoQj8HPdiM3RpKbmkXgdqYQ9pcjEqqEk4/NlhjkplI9g2uQr5+AwSlLCuagdRXoKAgPgkRJZfjYGO5EqGIc0epJ2CIdyiJC2mAbXUorTNzK2iA6bz1yrSuQ796IBAHiq18Nb9M6xGQ9kJbVMAS5P6ZYGp2HkvkfcgJAxids8Lpiyt303K4QASLLCchKc9JGi+211PaLJxneGEDmf7+4jzOD+Teh8wB5B6i44tbrlTiOIjxEsp6onQCx8HUBiDTU4rJ1MkFMBky1OpOySpbBwnYg61yynA2uFIKFQQQKI9CGmuFI9aGibT1i+WXQOToJhFbobe0wOlphdjdRdTDK1HNnGhp7FGoL0xNXTrlUX2cpU8ZIVJoIA1NWIo/CRIgYlDkjPh4zYacPwsvvxkJ5JMJViPiYsjgSsFqiSkoTobtp71mOYLKVrkIWNCZAnLV0IE2KA9Eo4yAtsES7ECgfJURGYQ21Q2VnCuNpUCTw0HoKisqaZ5Dv2oh48zoEm9Yj2LYZ8Z7tCDavgiFEKDGl0hpldXS5nH4WIFoCxB1DNJxVFiKXuSClq2hL7bXU9l8GEGUQ9dw6dbHk7PPiPkp6OwGEjksZqGdbeSWACDjOn8Z9Z0kciFnlodyUgwCxUCa+LpU/2zGcqlcN9CYHLA65ulTu0SJrd3rhz/Ug1LgUpvQAbNlhuHMTcCSGYQsPwhMfhSc6rMBD72CPbq+FxlpJaDCwZQq7hbCgtLYyOhS5GK6C7oaPTYSLXH2rjbJjYoqgXJjmh90cR9CbQyJSjWQkj1gwh5A7Ba8jptxu1WZLIF/Vi7qmcSUNUmAkq5W5aqETKBAiOqYyBroMW7wbvuwQfJl+mANyVW41VM4aqppuhcfp4pbfK2siQDrpQAiQSAvh0bUTye4d8NfPQC8AkcFdixcmgwSKtFsTYeFEwJdEKJgm2Dx0HqV1PF4ZIMXnZ8bD6Sq2f+loS/soxdH8GJP4K8XiW6/z80B+CyQpi4XwsHBr5nOBh5E9m1zbop2Fh7hJgYda7tljlnt8ePmarKQVgMVVhXD1NFxVMzBlp+CoXMKg6meq0I5YzQyqWjfAFx+AxlwNtbmS6Q6D2kiXYS5T3IHGXk53wNfluUnW+qiEiWmH2SGLCWWh0ct6obIQchAuRwaRQB6pWC1S4WpEPBn4HXH47DFla2dK46IzaWmdRJKplFzJq1LLbNUcoVGnAEQn4xr+ZpjD7XCmmHKl++GMd8Igk8Ek3bHLKu8VUPF/qflc66pBjgCp6tqEFFOyRNs2pHv2ItG1nf95Ghq5gZRdFjyWld/FqkubNStxEg5mCBG+R/chV8QaXhNASnGxsN6VADmfwrzzJCuYWwkPK7cWlrGJZS+3V9Cz7nSsQ6lTpUEw39YamfYYZaq23A3NRydSiURuBL6KZbCWr4GlcjU04VHowkNINa1D88geZOqXwegqQKWj2zBQxqySUijLEDKt0LvrYfCKM6mBjvDQ2eRetkUXIgAxWjIwmhJwu8uRijcgHq5BNFBO18HgZNriF3jYIvBao3Dbmb4wpenoXAxvgDCQFcAIEHE2xkAjXUezAg99sJnuowseOg9XsgfmUIsCGLVbAEJ42MqhJkBkgpie6VZly0rU9W1HWYcsLLRDuRo32r4F5uwYVP46aHkcBpMbRr3k+3oGi5mwCyMWyTGNoYPic2nPrxYgxbSkFBcL65UAUoyv33QqIy72PEDexXIQIHYFHlaWl5Vla2ZdGFlvygVyZwJETkXKTZLl+hVbFslsPyoKyxHIr4GzegeMuQ3Qhhch3rod3TPHUdG2FiZPPS2+jGvEIYsBaeg65JYMRncBek8Te/gWgoRB7WxgikOIEB5qGbOgGzHysw5XHn5/DeKxBqQTjUxfygmLODy2KIKuJKKeNCJOgQifezOoqe5CUzPTF5usYpagg6G4H0uomWpTAGIItsBJcPjLBuEiSPTeeh5DNbRuWY2dAJEbcntqYKDMvgbUdKxF49Ae5Ht2I9W5E+nePQg2b4A+RqcloKH70cmCx2zPco2QXmuB35tAMlYBtzPM8iq251ebwpwHyCsCpPQHBSCl9+bDo1jgcwApQaRI8jlgCEzmSwDCCvqtAkjpP70+zQHEQhkJEN1pAJE0pmhJ2ciVQVO6D20Y4VQXmrvXIVe/Bt7KDXDV7EOg8RDKBy5Bw9QlyHZsZJrQRrchjiMBtXLZfRlM3hrYgk2wMoj13hb29k10CrXQmPJMNSqUxZH19jxTo2o4vbXwh+oRjTciFKyF056B25GE1xan84gj5Ewg5k4hSXAk5XaUkTx6u6eRr+qBUdYSkfkkVv4+AWYNt8AR61YAYgy00Hn0IVg+AgfTFxkf0Tqq6EJqmcbkCYU8DL46mAMF2OhOCt0b0Ty6D9UDexUHkiZI/I1roQt08PhzTGHodPQMEKWcZCFhGwL+NNLJarhdMutW2rGsZ2pH8ZawJYAUAXA6QObHxMISSJwOkBI4ZD/FfRVj7F0HEG6VPyXvzfuTSoGVtBBEZFsCyRmwOFOnnWU4W7Cd+fo7WacD4bVJJpEJRJzK2RcTy1dSGBMboZF1KiAxMCiUNT80MgYlk6F8sBMA1R0bUN2zA86yGfjr9rJXvhqFRTejb90tyPZsg0YGF50SvDGmLSEGWZo9eh5mftdCsBiCrdAwdVHZ5cZQkm5kIPd20cttKmMtCKQ7EUp3wJ9ohidcC6uTjsQUJUQID1cCYWcSYT6OMXjTrjQy3jIk/BUY6F2GOFMdZYV2cxoWX4FwqIHJ3wpLpAc6fxtMcv1LagjezLBy+lbDVErjoAPx8Fjc1VBza+Bx6oINCmxq+ragY8lR1E8cRLpzK6It6+GomGSKw9SM6ZXaLKdxpS6kfbP8zH5EY1VUNSwWWbqQ4GUAGWUtFJOHQcW2qZYOTjpFGeOTcRMZ8xO93F2UJK/JGEtxESF5XPxccTEoicV5MXVaIP+m9FoBcgocZwGI8lheK71XkvxheY8WcPb0VLEQz3QbJYcxHxJn6swAO69zSU14FG/3KLc+kLMyAhFxInpYCBILg8KqtcKi97HhMhg0cZQ1rUb92BHa+O2w1mxB7aJb0bPhMbSveg/yw4dglNmZAbqJQBrWEMFgYy9M9yGnRA3stQ3BLmgY0CovA9BHePiZBnjzDO4CrMl2+Cv7EcrLZfadDHpxB7KyWAJ2TxmcTFu8TnEfcUTsCcRtMaQsUcQsEYQdaXS2TcLrreT/CdEppeCMdhIebVC7W6H283flOpfkKFzZSTgIEUu4E3qZZCYQcddBTeAIQLR0LHJDbRUdS/XoLvSuP4nGxYeR7NoAd/Uk9DKBzMbUTBZCUq6BcdCxyfKCdthdKaTKWhEIEUo6PztUNwHjg8EUhs1OsOm8jBW53YRztg7E2ZXS9Ll5E9KJlk4qyGOZQ2Iyys2x5BYYsqh5UbKKe3FWavG0e3FlwLeDfq0Amf+Z0ufmJsicHSIlgCwcEOf12qSWlERu8aiWazXEkchAqgDEQHjoYWW5O+X6DkJGGdCka6gf3o/cwCGUjR5H64Z70LXpfWhd+QCqxq+mtV8PbYK9ergC4bo2lHePsFdPQc20QG6dYI+x10+MwRDpZYA2UwzcYBWcFd3w1QzDTXjYy7phijcTQHJaVZxJmClQRLnptM2RgEsZOI0iTHDE+XrSzK01ilSgCr2dS+CR+9Fq4/xeOSwyo9TPVMPTzt/qhT46DHt2Cp7KxQTUBOzxPqYqbcr/klmnGkJMxjVUIbqjSBt0qV40Lr0AXesuQ9ngNkTaVsBbMwFjpBlqW7oIEI3cg6Z4CYCUodmaRCzdjEi8XrnQz8q0SyS3lJA762s14kIomf5OB6imxKUISMRlK/Mm6FLEeb8yQBikCkAkdmR5ylIcluLqN6k3O4V5NQA5BY6SzgPk1ynFgbAhi0oAMZ4CiIFbI5+zvAkYWci4vGkFBladRMPiE2hddxsG9z2BpjX3Izt8I7zNh+CoWw9T2SCDrBcdKxlwTQPs0cvpQPJK6uBJT8KZmiJA+pnmdMCU5mu1Q4g2L0K4YYIg6Yee8FCciVz2L0FqZZrAdEVDGa0x2AgON8ERNEcQMYcR4zZmjaMq04qBvhVwMVWSAVudrVoZqNX5O3kMnXQTPTAQXs7cEvirlsFfsQiu5CAschxMVQx0HGpfXfEUbrgZesLDWjmKthXH0LHqUsJjNYKNy+CrFYC0QG3lscmtIgiDIkDESRAgdEvRVBOiTKW8gUoEItXwBSvpQCSdkRXJ5N5KpZteiQsRiAgw5gAi4yjS3l8JIKfDowiQ0+PqN6nXCBABx7nngZzrvHRxEOk8QN5azQFE1qooAsRAaMhYiEDEJJaa5W0wyFWxCUyvuxzTO27D0LY70bfjftSvvRsVi2+Hq+ki6Mu3MKVZB1PFBNOaHRjYeCHUkQLTgQa6kHpo/d0wR0ZhS07RBUzTbSwmNJYh2b4C/rpJ2HP9DPB2qIN0Ae48xVTEU0EAVEIrCxCZItDSbZi4dRAafkpcSNQcQ4zpS2vdIHp7VzCFkLv1l8NEV6GRK2qD3XQz4nj6YEiOw1G+FL7qGXgrF8FBgJiZxsjUdTnNq/LWEiK1MKd7YC8fhiM/huZlh6mjCBGewYal8FcTIGGmNwKQ2RRFWQqBZSc3vHb6sooDCTL9kquE5e77Igtdk5S1Vm67qS0BpDgWJQCRdi1pjNx3Sac9HSDS/uUMjsDDbGJAzl5MNx8exaAtAmThGHtr9WuYSLYQQEqjz2cCZD40Zk/PnjYGsnBAnNdrk0BDJYsAU/JYgkCmsRchwkbL5/K6wRSDyVmDo9c9jf3XvYCZI+9H15Z7kZq4lroJjobD0JRtgjY9g2DzegzuvBYVgxsIgVpo4+z9A53QBgdgTSxCoHItEo1bkGzZhHBhJdOJCQZ2DzTRNvb8MvbA9MFPJ8BA1vhroA/WECA5AiQKDWUkOGTSmJduJGxnb29LIkmX09exBG3ti2FxlMNAxyOzSzWeFujpdnTRIajCg0WAVCylQ1oOT34x7Olh5aI6E1MdGTDV+uvpjpoIl2G4KkZhygygZnwXGhYdVO59GyLwfFXjRYDITFot44EgUG6rwLjQGzwIxqqQyDbB469g2heDw52mE8nB7kzwfT+dg8xMpaPTyqX/pRtjS5uWti0X3Nmg17MuZKV1QlxUAojZRIczC5Biuj8fHr/ZiWNn6s2fSDabppT+7Nz7czo3QM7D400VwSBwUHJwVrCc+tZSMpAqADGInebnSmdfUvlR3PLIF3HHsz/B1ms+iq6t9yI5fjU83ZfC1noM6uw6mCvWoH3jTRjdfwdBspwAofsIdrFn74ErN4Ns+15U912IdOsuBulKGONjdCh9/Ew7VCEChFKFCBEZgwjIIGs1XQjdiJ0OxBhTljSUdUEcBIfPmULElUGcyoaqMTa8FjV1I8qaqCY3e3zuSwZsZf1TU2ochtQkzGWLmTKtJAjWIlC3Au5yOp/kAOyxXqoLjkQnHKlO+CqHYEv3QhtqRXn/JjRMHUC6ez0izXQu+REYQjK/JUGAyPiRwFfSFwMMRhdC8Woky5oV96GS8RGjHzbCQwAig6gGvZcwmA8QqY9i2Z8NIHJRmlxLYzE7YDbz86WxwrPA4/QY+03p1zIGIiq9Pk/yPnVu5yEFfB4gb6YUgFBnAqSo4lwalXKmJoDyxsXYf/UTuPLhr+GC93wRKy9/AYV1d8LTcxFs7RdClVyJVO9hLD3+DDo234xw+2ZCgOkDe319fJLpymbUDB5FTf8RROq2wBRfBI1vkEE6RHAQMsFWfp7w8IsDITy8NVQV1F4ZTJVrZxJQW+VG20k4XWkEPGWIs5dPURWJBkxPbUaqrJMAqYDZU6sAxJYYgCU9yvRoGo7KGbhqViHcugnJzq1ItG1AuG4G/opx+LIjykV1ycIE/Lk+OFOS9sjNtguo6N2I5iUHUda3SQGI5xRA5F41bpYdy1A5zc2UQmeHN5QjQMSBECCz6aHOGIDVztTLFYfR4CMg5L4xAhG+p5ldCY7wkGUU9LM335o/Z2RhgJRi6eXOo/T6b1YCkF/L1bil1+dp9v3zAHlrNR8g0osWISLOQySDeuJO2Mtqw/BnelEY2onhzTdg700v4egD38biiz6I6lW3wN6yB+qy1aiauRajBx9FYcW1iPUfgLmKtr99F/wNW+AvbGKvT9VsRCC/Hu7cStiSi2EIj0DtZ5rjZVrgZmC6aotnQmROhr+W78vVsXwus0sJDzPh4WbvLpfxp0KVSIfyyGdasGR6K3v/BgUgFm8tzMEWuAgGe9kEXJXL4K9fg1DLRqR6djK92ovy3u1ItaxFrG4JotVTSBemUdm6DIGyXpjEAdnzUNtrkO/bjPZlh5EjQKJNS+GpGioCxEyAMBVREQDFmzoxFthW7R6mVGWN8IcqoBaHImWoczH1CsDmkHvm0oHo5X4xTsLCUQSIhuXO70q5y133lTv5zQOIDKDKTNb5AJmLpXcJQAQcZ46BFP+knJadHRQtWa/S81MqgWMWGEo+WGzQp+s8QN5MLQSQuTooAkSj8yvTwrVycZmvCebkCMr692Ji333Ye/tnsfyyDyLQtx+RocPo3HY3OrfcheF9D6N36z2omroClRPH4SY4zLkVCBY2I0yQhOs2wppaogDEGB5lqtJBESACEZn+PjupS+WmA3FXQOfLw+ivhMYm94qJK3d5E4AkAhXIRqpQW96G4aGVCMfrlTviu8JN8KZ7EKqaRLRxFYL1BFnzBkTaNtFJ7EZh/BDSHRvhr55GMM/P1EwilBuEwVEJLaV2SNpEaFmrkGQqNrThMn5nFwE4BVumG850Oz+bYbnRnRECaga7MkOUW5efKVVFC6KJamgIC41yqweWs4afo2SgVcZMFNcxG1yi4ipwhIhcAq/cslIeSwAWJRCRSWQ6WYflVOd7ZtDO77x/0zoPkHe9ivCYA4ispHUKHpLXKwOsTqj1IagMSfakaaj05VB7WpXFdQpLLsHay5/E8uOPoWvbrZi+8DFMH/kAxvY/jrF9j6N+2Q3wNe9CpHM/PPWbEG/fgVT7ToTq1sMYm2CaMMo0QWaIdsEY6YAx1ApDsBn6AF1HsMCtXEVbBT3hoXczYI1hBmUINnucKUwaUaYJApCGfAdWzmxHfcMQKmr6UdEwhoqWxcg0L0O8aQU81Ythzk5AL5PIqpYwFVkDe2ZYubxf65WlC+thEGjp6Cos2eJFdTKt3ZpHrLAYI5tOomlyLwK1BEiqE64Mj1XmqIi70LIc5wHEHSBAKlsRS84ChOmKctNrlrFy31o5RSsAmQcPkcBDWUZSAYe8djpAipJ0xsC6+W0FyMt0JjjOA+Ot1CmAsEEr17pQRZCUJO+z1zQEIXe9l/kVMhtVpZG1PGroSFqRH9mJ9ScfxoYrnsDiCx7EwLb3onnFrXQe18BSuZlBuwL+1h1wFtYg0LQO6a5tCNYxgMsWwxSbhD40BGOgG2bCw0R4GAKNBEc9oVJLVTO45dqUcuhdcoFcBBZ7DMFAGTKJGlTnGtFR34OJgcVYv2oHamq6kEg3IZJqgS/VAWu0jSlQB7T+NjqcdqoNxkQ/XBWESYCvGQkKuULYSDCaM1Ab+BvWHNQ2ph8OSZuq6GImMLbxMrQt2k/nNEGAdMCZaSdA+B0lPSF86QwEIFqdFZ4gAZJvQSzF8iFAtAYZJxGAsCwVgLBdzwbVfFAIPN59AOH/EKcl//88QN59UgDBHHxOZ0KEla/k70GYHYniPWr1Mp9BVgyjIzGXQWsvR753DXZd+zi2nHwCzUuvQsP0DUwVTkDln4Yhuwba9DQ0iWEYc+OItq+Fr3YpfDXLGchL4c4thic9Al+yh+qCJ9kJd7INrngzXLFG5aZUwUwTkvk2gqEO8WQNsuk6VKRrUV1WQHuhExN9U1g2tQaxSAUslohyV35lohehoFxrI0sayoLKoQ7Y0oMIVE/CHCFQ6DBUAgyr/I8sNKYU5A7/clGfXKEraYynbBATGy5Hz7ILEClMMvUSgBBELv5/AS+hUQSIlumKhQBJo4wAiRMgOlMJICxXrUBEToubFRXbvIz1FWNAqypqbvxv7r05SczI3JDS1IdSrL399KbMA3k5QM4sECmkeQOmp4GjBI/SxV8lvTwQzuv1qQiQog1XNOtEivAopjPyWBYM1ull3U8ZNJSAkIHVINRyKlNPd2IKYmjlAVx65ycws/cBDK6/G71r7iYodhMcM1BFRqAKdUGT7IavcRrW8iFqFMbUKEzxQXgSfQgmOhGIt8MXb4Un3kR41MMdK8AVqUYoXY8MgzLKtCAcKUPQn4DPHoDf6kM6kERLVRNG+yfgdUVg5HFabDHY6FoMLoLAzVTCT0dDh6MNthEg/K3qUVgiLQo8ZEKYxiI38M5Aa0rDwNeUNUkc1XQh1bDFOzG54TIMrDqKaP0ixYG4TgMI7bnOyDLRQKu3wBvKoKyKAEkXAaIzyqlegmMWIBI/SgwRFqXTtMpcj1mdfhHp3PtFMeZksPY8QEoqkXghgEgjPxMe5wHyZmoOIFQJJLMupFQnshyfnAUrNvzS6nB8TeOE3hSA1hLgcwPi5Z3Yccn9OHL9x7Fm/xPoW30XMh1HofKMQhUjQMLtBEgb7DVD0DII1eIAmAKpnA3Q0SUYrQx4Sxn0csNtgql4e8sogzDE14MwWf0wGPmbepsyoKhn+5PrdWKuAJorC0xjxuBz8DPK3eAicPpyhADTEkc5NL46GEIyttIER6qbackwrBGZTcr3rQnltplGgsRoTsNkK2e6loNBljZ01fI7jZjceAIj6y5BvGEKdnFHmVYChPCUspLFlHUGtns1AWJWAJKrbmEqxe+aBSACXQJZN1u2pwAyHwp61kdRrwwQibvf2hTmLABRBk1F5wHyVkoBiMBDNwuRMwAiebjV7IKVgWvUWmDga3rKQKAY+RkjP6/RW9lzO+GJVaNrYhf2H38Ke098DAMr70Su6yis2RWERy/TmXqoU80w5bugyxIeYZnv0UyA1CsXvmkNSQZgvJgiyf1gdASTju1N6+ZrLr4n08Ct0LHd6Nj2dOyBzWxfKXcI3XXNWLtkOZKBKIx0TGajDxa5fkZuA2Ergy0miwh1wBxugTfbi3jtKJyJZugcWeXm3CZ7CjY+NhMoVgfdB1Mzk6tGWZFMILJo0+WY3HwCicYp2JKtBEgLASJjQS8HiC+cJUBakcgIQHyErKtYnjpxd/MdyOlQOA+QU+A4AyBSMC8DyNlSl5LOpy9vhV4GECWFYSNX0hcTK94Io1yDoTMTGMXp7WbWl4UylgLZQNCY7XD4M0hVjaBn/Cj2nXgBuy97EfUTVyHUuospTB/dRj20ZV0w5rthLu+COtwADV2JzFbVMGUwyH1hTHHlrv1aAwPfEKQClIwjeKDTyTUkNjoMAZmBv62FXWNCPpzGcEsX1ixaiqg7QGdihIWuyOFhSkJnoXWUwZWUNVA7YQw08HEnolWDcETqCRcZNKXbscRg5mOTAMRZweflBEgtDO4Cjy2PxRtPYvHWK5FsWkyAiAMhQJwJtnGWFx2aksIQaJLCvBwgTGFOAUTgIZ+du9K2eJnH3FypubVB5i7nP/2zJXi8wwBSnW+FiXZMLvjRsADknLRGI39q3kELNBRwaLgVeAg1haZFaWh/FXCcchwlnQkQkUCkJGnwbyeAzD+216uF9vtWqngcygCfQEMRGzhBUYS8AF8aNR2k5LOUAEPP1/WsV53S6NlIGDQq1qnBHESQgRrIjGJk9bW4/J5vYHjrexFo2Q1VahHTmEFokwOw5ifgq1vMlIIpjasROhfBYmW6QXjI7RsMhigMdCA6LWGglWtHvHS3hBthp9E7lNmeMtXbwON10AGl3TFMtA9hZngaERcdiM5JeKRgD+WZulQQXFXQM13R0X2ovY3wZvqRqBqDRWa7mtKUrAovV+9S9ixdSQ5qY0ZxHzqvwK0KM1uvwfTmq5BsWApLrA3+XDescpWxhnAz8fgEIiwTgYQ7mEE5O9tkhv9LGUSVMZBiCqPhcRcnnYlKQOCWwVaMFz6XTvmUtAtoNr4UyeO3q84ASL6iGbJcfTG4ZY1HmewilCw6jrkvChml4ZXgIXP6WYAlMEjvVnr8mvR2CLqSFjq+16qF9vtWSspTgM6Gz47gNCnXJMljwoPSzm6Lc3jmP5YgMEJL96LT++ENF+DL9CHWsArbTn4QG08+j3DXAegq1xIiS6EKjsJRsRzxxg1wxIYZvLUwOQsw2HLQzQLERICYdRGYtEGmSAIQHwHiYhrjpqPwQ8Me3WjxwcTndrULfgJmonUUq0ZXIh0qp/sIwxFkGhKuovOppRoopkpyj1x/K8L5KWTrlsDi42tMndSWLGEhg605aOQKYAJEpU/OLjDUCI29Fit23EgHcg1S9cthomsKVw7TcdXwmMLQW6MEiEz3Z1ly6/CmkavqQLqM+9d5CA6mMKxvNd2dzsj/QfemIqDnUhKZVcqypIMRzcHhbJofpG9nvSqASAOSqbTyhRJEhKRnAkSuVpQGe2YQvVa9XSCy0LG9Vi2037daApA5ULxmKQAxwMzA1ul9cPoqEa8dhzHWi7Zlx3HBe76AxpXXw9G0Eyo5GxOagjm1DNHCOgTLltB5NEBvq6PKCQe5963cBpLphJ4Q0YYIkCDdCKEhgShngWx+BryfqYHcYMpLgHgQNATpQMaxdnwtsuE8rJYI3UclHUc1wVEHVbQJqjjhEe4gQNoQyi9CprAMNsJEba7g/sqgc+fpNvIwBOug5VZlykDlqoHK0wi1qwHLtl2PVftuRXnbWlijXQTICBy+IkA0lijTGAGIRbnS1u5JI1PZhkpCRM5YFR2ITNSz8f/RwSsAkdiYBYjS4WpZFwKQ+QH4Ttd5gJxDCx3ba9VC+32r9UYBolPOiJjoCiTIbZ4cQhWDTBta4K9bgS1XPY9Vx59BcugYHYiczp2CNjqFUM1qpAtrYXS1ESIMWlsltymCIQGjApCI4kLMujDbnKw5yjTB4KUbkFPHBIglADOfOzUehIxBTBEgm6Y3Ih+vhdMWg4MA0YdmARITgLTzsSwr0EEHMo1swwxsAQLEIgCh+3EzzSEQbIlmGEP8Dh2R3GBKRXjIfXQXbboaW47ei7q+LbDHexBlCiQAkcFeDYFVAoiBx2R1pZDMNaPQOECAuOis6KD04jzmAUSJjfMAOQ0gc4Oncn56Nrfj54r5nuSIZwbQ69F5gLy5KgHk9UlSVYOeDUTORnB/snapI94CW7of+tQI2lZeiYN3fB6Ny6+Dvnw11IlpqINjCFSuQGXrVlgDvYRHAVp7lTKRy2CRU6lJmI0JWPRFJ6I3hhmAdB5GP7QO9vjWAAzWICwMTCfBEjaGsLhjEjtmtqEu3QiPMwVXqAq6IAM8LABhKpHs4raLvy0DqIsVgFhl+QBbXpl1qvVUQx+ogSPVyhSlnvBgKqMApB7aQBuGV53A7hOPoHVsL9ypAbqsCTj9TI/okDSmEEExCxCjD1ZnEvFMI5paR5i+eBWAyHwQAUgxhSmNf4gkTopzOorjh6UYeufrZfNAzgNkvhY6tteqhfb7VkrKcnYM5A3JROtuh1auPNUF4WTAJuoXQxPpRahpI3bf8CIGtt4Fd/1W6NPLoA6Mwl02g4rW7XAnxqB3NkPjqKHKmcqUwWjJwmLOwGpMKemMXmaV0mWoTUFonVECh6kNZWEa42DaFGEAL+mcwt7Ve9GUa0PAXQYP3YcsRKQSNxFtgSbdQ3hR4S5Ea5airHEl7OFOOhqZLMZ0x1vD9KWWDkRuul1g6sLvKilMAwz8XOeiw9hz2fvQs/gw/GXDSBamigDRBJRjOx0gCQUgLe1jMNkixfvm0jUJQGQQ+DxAlMZ/PoU5+9mjV6uF9vtW6s0ASPF0pMUityyQCWUueJkGpBsWQ8ve3lO9AtP77sPUvgeR7D4Ac24lNOEJ2FOLka7fiHD5Uph83VA7C9A489DZK+guymGylNFhZJgaJZnWxNnLy8LKYWhdcX4mDBOdiJVpjNMQUNZFXdo1jQvWH0J7VQ/C3nL4wjVMYWYBEmOalOmFJtkLdaQLkbplyDWthoOP5ZYPav6uPiATxmph4Od1dCJan1wNTHmbYI71oq5/h+JABmeOIVw5jkzDNFwCELUfKh6DctEh61SvpDBJZUUycSBuv9ye0w0jXZNyNa4yG5UAYdmdT2FeL0CYA74+ScC+XQDC41jwGF+l3jYAYZmyQc/Nz3k9MsFodBIgProQuW9MLfy5AejZ2/vrVqJ5yQksv+BR5EeOwVaxCvr4IpgTUwhXrUKieg3skSGo3TJYycB10DkwrTBaypnKZJWZoQZLEmqzXNsSgcYdpwuJwETZmMa42PtH+N6y7iU4tukoumsHEfVVwk+AGJQUhulInADJ9kOb6ocm2oNoYQa55jWwhQkucT7OKn6WaZQAwV0BtUduMVHHbR00vmbYkn3Ita3H9osfwNCKi5kCTSLbtAQuAkd1BkC0Orcy/yRd3oq6hn5E4tVM9Rx0Ikx19LK4kDjx3yaAyAWAhAj1JgBktsdeKKBetd4OgSfHIP9Dgm+hY3yVWnDfb6XeOEDkRkoGHXN7jRU2e0i57YKOAe+ItsKZ7oeveilyfbuxlC6kfeZq+AobCZApGGNT8JWvoAvZBHtsjPBoYsogsz7rmNLUwMTUwmStJEjkrv0ZAiROgMSg9aSgJUTMdCJ2axhupi+yIvuMApAj6K0bQoIOIhCugzFACESaoE52QJfphy49CF1sALHCCgUgdsJE7S4o4DKEGggNAkcuqCNE9P4Cn/O1YCusiT6mZMuVQdSJdZcjXrMIGaZoriDdjQBETykAYRvXumB3p5Eqb0FNoRfpbKNyatfMlMvAlEvSnPMAOStAZEYqC0EZnS/a22KwCDikwZYC74xAek2SfZwZCG+1Sv/jPEBEEggyQ1RmfxoMDBJNEJ5EB1IMMmtiAP6a5WhdchzrjjyO2pGj0EbGoY9MwEuAlLfvgoUAUVkKDN5auoEGGD3s9Zk62Nz1sDjpSBzlUFmT0MjVwEwJjL40HIEMPEwVArY4Us40VvTN4MDK/eivHUZFvBnhWCNMdBWmVBfMFcPQpHqhTfTz+TCSTWuQa1kLG1MTnZfOx02AEDSy/ojaVa6cyjUEG2AKt8AS74Ep2g1vbhwbD9+NDQffg1RhCaL5UbjiLcpZGJlMJmdblLkgdCAGSwSRZEEBSFVtV/GUMx2IwxVjGiMOhGnfeYC8HoCI3ghAZD/nU5g3T28eQKSByFkRowBE5YU33ory5qWwxfsQrFmGwugFWHv4EQLkCOzZGWhCcn8WOoHOvXBkl0DlaKYYwExl9N5WmH0MXk8jzHIHf1khTFyIg+7DXwa9Lws75XGlELQnkHFnsGpgBQ6vPYzRhklUp9oR4+9bQ42wZnpgY7Br6T40iUEYkyNINK5FrnUd7HFCReZ50IXoIs3QKgCpJEjk1pZFgFgT/H6yH+7sGNbsvx2bLrgL5S0r6ULG4Um20X1ECA8PVHQeJZUAUl3bg+q6bgUgZrozO9MuubL5PEDeKEDekN4uAFno2F6rFtrvW6kSQM6A22sV24LIxBzfqNw8yYVAlAHUsZzpSQ+idTPIdW/H1Lbb0DB+DKG6jQTIBEGyApn2vQgVNjB4+6Byt0LlbYPO1wYTIWKiEzE6GdyOKsIjx/Qmy7RCljfMwkon4nKnEHKmkPPmsGF4LU5sOY6l7TNozPUhlelS7rHryPXDIfdxKRuBLjUEQ2IYsYbVKO9g6sTnykQxb70CELWkPHJPGaZAsqBRESC98ORG4cyMYOn267DlwveioX8LU69F8Gc6oTHFCAO52lbgQQfCVMZoCSOcqENldSdq6/sUgFgcYViYxqjlYsXfqhTmNQ2ingfIa9NC+32r9cYhomNAaBkMskCwSTkT40QwWof67hVwJXuQaVqFVPM6NE8dQ//qaxFr3ApDbBqu3Go+3oF0+26mFhNQBWRl9m66jE4YCBGDuwUGVwN0LjlTQhfiLodW7rlLgFh8Gbg9aUQ8GeSDeWyd2Ixr91yNNf3r0F49glx5Hzzxdv7GAFw1U7BUTCrLGepjI4gW1iDftQ1uQkGZKBZohiZMByQTw9yV/P1qgqoAY6joQMI10wpsRtdehp0X34/e6YOoaJ1BuLwXektSAaaMfYhkHMRoDiEYq0Gusk0ZSDURHFZHBCameDKRTDkLQ3CcP417HiBvUAvt962WlOdCx/YqxbrVMyB0bA9aPjYavGw4TgTCNWjqXolQ2QAq29chUb+Sgbsay/fcg2jDFlizy+GtWg9f9UZU9l0Ae+UKqCIDVD80wR7ovB3QESA6VyO0ck2Ke/YG3IFKbjOnABLzlaE6WoudS3bg9gtvwdax7egtTKGyfJAA6YSrbIgAmSZApqAjQDTRIYRqV6Gmdyf8uUkFIJpwWxEgnioFIBqfLB5dR4DIGZheZFpWwxofQOf0Bdh7/GEsWn8ZarpWI141yNSkuC6qWuMsjoGwPOUWlr5wHplcM2ob+mB3y5W+IQUgZpmKr5GZqOcBch4gb1gL7fet1hsECN2LOBAD61q2cp8TuWG311+Jxs4ZZGonUNO9AWUNq+CJDWPD4UcQb94OX80GeKs3wFWxBhX9h+GuXQt1ggHOz2iYzmi9XQRIK9UInaee0KhhYNMZBPLQ0HWYvVm43VkkAuWoSzZg34q9eO8ld2LXor0YaFyMqoohuGMdcGQG4Kyagrl8AtrkCEEhyxmuQN3AHoQqFytrkWiiHVCH5CxQZVEegVTtLED6UN27GZZoH+qHduLAycewbu/NTGM2IF03CpurjG3fPg8gVugMfniCFciUNaO60ANvMEun4oPJGoDNGWJ8yJmY8ynMeYC8YS2037dabwwgxZshsS2wV9WznrWywJDaCYczi/q2JahtX87eeh0qW9bAFezFyn33orznACGyA+7KdXBVrkem9xBchQ3QZMUljEMdHoCaANHKdTKeZuh9dCHeOqYWNQQInYgnqwDE4ylDMliJhnQLDq05iPsvuxd7lhzAUOMS5OlAnJFWWOgg7BXjMJaNEVBDUIUG4MvPoDC4F9HqpcrArTbWSYA0FqevuyqUuSAlgNhTfWgc2QVruJdpz0YcvvpJ7Dx2D1qHtxKKE3DIJf0sw/kA0eh8cBFs6bIm5Gs6EYnnodW7YbEF4fREZwFCcPz2AaSxCBABAuFglJWoNDITUSxYcQ6I3C1LuU5CAYhIRvgFINJQ32hvdyY8SuuDvN7tq/nM2bZvxv+R/bwd9Br+h1KXUv9FyY2QZBUtk84Cg9bMQOLrWjd75gzqWqfR3L8e+c41TGM2wB4dxPimm1A/fjHSHXthzdGV1GxCsmMfXLXrYcwthj45AU1okJDogtrVym0zdL5mug86BT8hIpPDPDkYCA+3N4dUuArNZa04sv4wHjx5L/Yu2Y/Bxmnky/rhCDbDHOuCtWwUurQsq1gCyHK6CUKsehlU9noY4nKNjNxIijBwzYoAkdtLOBJ9aJ/YB3u4CxWE4NFrn8beEw+jZWwnU5slcAR4PEzZNHJ/XFmQSeY88f+7ZNV4pjAVVZ1IpgvK+3JbS5c3zjiRMzECEIFH6QZRApAiRN5Zl+yfS2cApKa6ia6DAUQoFCcQsbEo64Ew19HKh+eDoyRxIQKREkikIZaC77Wq1OAliEXiht7I9tV85mzb+cH3elXax9tBCx1fERoytiEqQqPoKosTBPlYxj7Y6PUMAAPbgtki07aD0BpDCJR1omF4M5om96F2eC8sTFHal1+BhkWXIdqyE+bsCnhqNyLavBPRpu3w16yDNT0NfbAfWl8HodFCaDQra3KoGczqaDvUkRZoI+zI/NVw+SsQpwNpqWjFwVV78OCJ9+CC5fsxLs6nYgBufscqAMmOQhsfhirA/YaG4c4tIwAuRG3bJqh05UyZCColhSmHmqmXIVKgAypAF+qAm+ApdG+Fxd2MUGoQey5+AEduehZdqy9HtHuLMk9EpY0pCx+ZtFJmdOQsH4s9gniqQIi0o7yyh3AJwWCMwu5IwCJXE+vpWhhgc86d8SPxoppdWOhdAZEzAFJX2wiTkYXEPypXYep17H0UgOig08kdswQSZwJkvvi+0igXasCvVqUgJvEVlR6/0va16NXscz5E3umS/7LQ/5kFiDQCcRZKJ1DsEEr2WwJGyyDQ0IHqCBGTxQW9LaBM73ZnO9DBlKJn9XFC4xhMyUkUpk+gfjGDr2037JVr6EA2IkJ4ZNr2Il4vZ0aWwsgURhfoUFZR18iNtgPNkAWZVXItS7QTukQnjMEGAiSPGCHSVtmCAyu24b6Lb8FFqw9hunMGdRX98DOFsce7YUkRINERqHzcb3AMzvQytI4dQ1PPLgZ7jm6DKRLTFWUAlfszJwgTj7zWDV9mClVN62Gy1sPhbcbGfbfi6G0fRd+OOxAYOgQ9XZPKXAW9Jggry0WvpPM6GM1ehGM1SGXakK8aYVqTJERisFhTcNCJmMxMeVheReeuYgesh05WgpNyVVzJuxIgTQQIGxYbkTgQveJAihdTFW+7J+Md0sDOJrG7bwZAJIh/kzpbwL1T9VoBcvpqWgIQvQSBho2GgaAyOaGysAeuH8WibVdheMs1aF12AsbEFKqnLkX90itQNnAE3sIW+Oo2I9q4HenWvYjVb4e7bBnM0SEYmDIYooQIpZLV22OdUBEG6kinMmZh8jcwhalCggHfWdlM57EVdx+5DpdtOoql3ctRk+tFON4JZ7IPxvgQAcIUJjBMMI3CmVqC5uELUS8AMVTTbTQVAeKp5GOmRxG5tSZdT6AHgeziIkAstbA6C1i17VocvvkFjB56EEFCSFuzkuDh99UBmFkmeuUMhA4GiwfBSDXTl3ZUVI7QcaQZK3E6tKSyYrzRJFflzgcIO+HzADkPkHemXhtAivAoiQ2fQWDSqtgLS/CwB9YzxzcFEC+MYO3hOzBz8E50rrwChuQUKsYvRsOyq1EzeTnCrXvgI0TCDduQpAOJECSu3HKY4iMwRnsZ+N0wJHqYfnRBzceyIJA6SKiEO2Dx1cPvrUaaAOmtaMYRAuT2/Vfgmp2XYWX/GlRlexBN9TIFGYI+OkiAjEEdovyjsMan0dB/AQo9e6CyNShX3BbngVRB7ckRJnI5f5MCkHDFMlQ3EyDmauhMlViy4SQuvOUjmDnxFKKEobp2DT/XwXJgCqOShaaLy1jIQso+plcpBSDDMJnKGDMxgiMG2ysARIYEiicmTj8t+k7Ty07jngdISecBMicNg0YFi44A4VatYf4utzlQOxFg7r/x2N3YdPx9aF91EobMYlSMXYL6ZdeifsnViHcdgqewDX6mLjHCJNi4DfbcDAzxURhifUx5emFK9cEg17EIQILtDNY26OXmUL4CQgRIOQEyVNGKY8u348adl+LGfVdjzfAmVGf7kSgbgifD3j8ySCczDm1kEir/GFOkRajp2o+6vn10HHQ3TE000TbuW67ArSBo6EC8TJ+CfUjUrUZt60YCpAoqTRpTa0/gyG0fw/rrPorkkiuhqlrN73UxBkKwaJ2wGYoDpFqjC25fGQHSRoAMwWKr5OsR6A2R8wBRGtF5gFALHd87UW8MICatGlY6EC0bjVanZ77PxqJ2IVY7jK2X3Itd1zyFwtJLYShfjqqpy1G35BrULb4Gie4L4azbBjcVbN5FmGyGObuUboGpRrSHKU+PAhBjuo9pC4PU3wK1rxnGQAucnjpEPdWo8eUxWdmBS1dsx7VbjuHWQ9dj/cR21JYPI1k+qsw2NcRG+P0JaCJTDPYx6IITqGjfjUL/fhhD/XQerdAxLdLIjab8dCFhupJQF53OEMpbN6Ohc2sRIKoYRldchMO3fwzbbv80KtbcAlV+Db9DuGkTsBj8cFjc/BzLRe+AXZY2JEDKK4bgkPvsEjJaXQg2628tQJoJEDY0NiS5L4yePY1GbgPAP63TWhQVG9nZ9GYARCSDmL9JvZvgIXptADkdIgSIRg0L0xcFIFq+xs+aGTzdi3fi4LXvx/4bn0Nu9AKY86tRmLmaELkClWMnEe04DEftVjhqtsBNF2KvWQ9dchoqmQfCANYTGgIRQ5JpTKRDGZfQuBtg9jXB46pB2p1Hg49pRWU7LidArt54BLdecDM2LdqNhupxJCvG4Eix909NQhcnPMKUbxwa3xiyzTtR338ItsQ4AdJOgBAYiTb+dgGaWDMdTz9/ewyF3t1o7dsFM1MYcRB9iw5i3w3PYc97v4S2/Y/ASNckx6sy56DXemEyuOhUzMotHOTGVjIGUl4xDLcsTkSAaLRBAiT8WzQGYiY82Ibk1HVdbQsBwgAiCGRZNj17Go0yLVfuEWNVpEDirGIjVE4PntlQX6tKDf43qYWO652qs/2nVwMQLQwMAKPAQwkGGQMwIF7Rjj0n7sbJ934CB2/+MGLdu2Cr3YCW1TeiYvwypAcuQbj9EJw122DLb4StmmlCJdOBGANaenQ/gzrcDiOdgTHRBW2IqYazARpHATZPAwLOKuSc5WjxlGGmvAlXr9iGazYcwc2HbsHmJfvQUphGIjcOa3wQ9rLFTIummAIJQLh1jyLVsB31g4dhJ1xUnnZCoxuGdFcRHskOPh6BNTOF5uGD6Bo+ALO1jv8rjNahHdhyOaF4/zcwddUn4O47DBX3oXbK+4SHBAo7UrlBl8kaRSojAGEq5ZX3g4Rr4BVTmHcXQOZdjVtXKzeWooUnCGRlab3cKEfeUMkpXFlURk7xSkM7i94UeIjmB/JvSi8/Lq3acUoLvf/21dn+0ysBpHgWxqDVMo2hXWWj0WglpTWhvH4INz/0Iu565tvYzx7b17JZAUjH2luQG76U7uMCeOt3wV6xCbaK9bATIAZZL5Vpg9rfxUBnWhFsgSHcCkOkFVq6DlkvRGergdVehZC9AjXuSvT4ctha6MQ1SzfhitWHcPuR92DLkgPoaFyGTH4RrLFhAmQZbNkVdDGLue9FMASmkazfjobhIwjXrlauvdEn+pTTw7pEO/TpXuhSI7DnFqNr0SVo6dsNo6XoQGo612Hjicdx4MFvY+WtX0aEbkqVm6GraVPgoMxG1dOuszPVm0KIxBoUgASCjdDp5Mpdv3LBoUGGAjQCiiJAZAJmcR7IuxkgNW20aG6lUcnqYnL1pSzwI7PvdBo7dHLnsNlGd3bNb6CvV6UG/5vU3PGUoKHTOE/pnQWRl/+nombr7JSDLMJjTjK3Rw+DTs/8Xy6m00NPh6rSe9HQvQyPf/wHeOhjP8WWy56Aq3YtzOUr0bv+dmQHjsFXvwPW8nWwZtfAUbEO3ppN0IclneglNPqg97fC6G+gCtB5a6F1VUNjkRXKKmDWpxCxpNHqr8JEtAqXD03jyvFVOL50N+49cT8dyCF0t65Gvn4lU5QxWDJLlYFaU3Il1ISHq2wD4oUdaBm7BIWhw4THKMxyZa7cvT/ZCVMZU5LYAJyVMxhdcy1yhbUEY5btPK6s5r71ig9g3wPfwsrbv4ayNbdDlV/L7/ZAY85AawxARTio9Sw/vR92V045C5MgnByyrgkBolG7oNUxqLSysr0EmowZEBiE8dzs1PMAOYvmN9DXq1KD/01q7nh+uwFSTGNEGrm9I9uAla5g4/7r8KEv/Bw3PfY1jG+7DZby5bDQYYxuuwdlfRcqU9idFWvhza+HnwpUrYchOAKNuwvmQBdMnkaYPXVUDUyuPIwMPr05RwecgU0bQ1QfRosziZlkFa4dWYSrRpbi5PL9uPeyB7F12RH0dKxHVRPhlJ4kHJbBV9hOgKyi21gKZ9kmROt2onPxlWiauBjq0ACMApB4N7TpbugJEG1ylABZgfF1NyBdTfBo5KK5ODL1y7Dukkex+95vYOUd30Dt9odgbJZ7/w5CZSkvrtBOeKjoztVaL2yOnDIGkmAa5nJVERpyMd1vLUA6CBCv0rhkjVO9VtIZWSDFWgwctQwwntkIfx2S35l/VuStFvPXM9KxEkRKIPltAoiciZNL1DUmL9uCE3VtU7jtsU/jkY/9GCfv+xxSnTugjk7AmV+D4Y13INOxH+7yNXBmlsNfsRrhyrWIcGuSmaKONtg8rbA4ahl8eaqcKUsWVlsWRrlXjC4CF1OFiMqDVmsQmysLuHlsClf0T+DaNRfggZPvw46VF2OgZytqWjfClV2iACTQuJNOZB204RVw5TYjXLMT/StuQs/MNYrr0adGocvw97N90HKrz07BVb0KUxtvRrRsMVSaHP9bAsmaJVh26H5se89XsPI930LnMaZnI8ehSkwUF2g2RwkPpjCydKFaLqDLKilMMtkNt7saen2EwfTbBBD+z1NnYd4WAJGGfmZAny6tyv2GtdB+5yQAKZbBfJDMh8hvC0CUG0uZXTDYQ8z7GTD+Cmw5chPe94kf4ZYnvo6tJ59QppHrAsOoGDiMpqnLEGvYBneWjiTEXp5gCWaWIFY2A4uriylKAxzOetitFXBas1QKdktCkYWuw0Z4+NQeJFju3c4gLmhuxe3jY7i8dwi3br4YD1/1fuxZdxIjQ7tR37kd3oqVdBfLEWjeA3t+G3TxtXCUbUEgvx0DK2/F8PpboQqK4xiBsXwMhtwQNNkhGMqn6VrWYXrzrfDFx5RrZlSqFKL5KUzsfg/W3/oFrLzz2xi9+nMoW3UbP78CWm8LNNYky0FOY8vYoAsmplpluQEkkl3w0E3J9TCvBJB372nc8wCZVXEFbvnfZ0JE9NsEELlJtNbspUJ0IR70Tm/H/c99A498/Hdw3aNfRe3kEai8fbBFx9G35gZlNbJgfjW8hIbO2Q2LpxeR5ASS6WnYbXQehlq4rTVwMVVxmxJUDE5DGE5jGHatDw6Wf5DHWsEUYSqWwhWD/bhttB8ne3px9+7L8L7rnsKBzddicvwgmnv3IlSzDsb0CgSb9yPSehjWsq2wpjfCTRfStfQGjG++Exa6FA1TFgvhYK4cg7ZsGKbKJYi2bcWSrbfDScBotExPNBkEc2MY2X4rVt/4Gczc8S1M3/w1NOx8BM6mbTBGeqGT9UEMbB/K4skOGPkf0pleRGPtigM5D5B3AEB07KHeqBba75zmAHI2iLyz9PoBIvOBVHqZPOVCvKIbV93zYTz7lT/G/R/7CQ7e9AIMmSmoIiNwV67E4Nob4SpbBn92KQKZaZhcnQhEhlBRsRRl6Sk4TY10GHn4jBXw6BLw6kLcBuEiOFxaP5waN9w8rggbY5MzgK119bh98SRu7m/Dlb09eOjQNXj8hmdw4Y6bsHT6KDoGDyJa2KwAJNR6CPmRq+Gr3Q99bC1s6Q0ojFyGya13IdG2HZpEESCW6kkYKiZgJECy/fuweMttcHi7Geg5qLVZeNPDGCVAll/3SUzf8nVM3/pNdB99FrHBo9znGMxyUyqbnxCRtUHozAxxxX2Ewi2w2yt+C8dATgNIJwHiY6MqWng9LauGPa0Ek46FolMXg+vcOrORvlbJPs4M6NO1EBBeqxba75xOB8h8iLwzQXK2unk1ADGxt3UxYKJYvucqPP+1P8ajn/x9XPvoV9Cx8iRU/n7oEpNIdu5G7fBhpg50A2VLESZYAtFBNDavQ2/nNlSmJ+kwqmFXMUglUDURpioBbr1wsWMSeMjWq7IgrrVgIJrEJUMDeGjtMlzXUYtr+3rw+LGb8f6bnsWx3bdhxbJL0T1yGInGbTCk+JstB9G+4k7EW44xZVkBU3wNUq0HMb7lbjROnYA2MU6ALIKtbhFM1YsIkaWoGjuqjIHYXR38r2VQ68rgTg5iYtcdmLn2JYzf+GWM3/R1DJ94EfmlV8NdsVi5rafZE4WOrkzGQAwsl0i0HT5fA0zmDNsH4+c8QF4vQM5soAtLTVejiN95ueQ3JMDPLp3adxoMzpSWVvtcks8sDI6Szg2QdxpEtLOa/9qpOlDzvymSyYNzEJE5C6LifV5tyDZO4O4PfhMv/eAfcPsHv4fNlz8OZ/UMVJ5O2JLjKIwfQaB2DeKNmxGqmEEsO45KpgNrJndi88QWdKbaEafjiKi9iKpDCLAOAmxTXo0DLpavh8cQUJkRYZDltDosyyRxy9IJPLllOa5qLsc1A/14//E78fgtH8fF++7ByuVXoGfsIqSbd0KfXoUgHUjfxgeQ7j5OqC2DJrYa/rpdGN7yXvSuuwWq5BTTlqWw1y6HlcetJ+QKkxdhcv0NsLnaoJLTuMZy2FKDGNl3N5Zc8yJGr/08Rq/7Mkav/CwK6+6Em+mS3EzLEqiAzhbldwLQ6xMIRlrgUsY/Yiwrpsji1gnBIkAEFKV7SUtZyixvgci7ECC11e2wmOS+H9IrFXN92UrA6LQsFBbM/Ea4kIqNdbZnU1R8vQQIDXsZWR5OuVmx9GzseU6JRNdoCAdNmIpQoTMUVKRRybl25uX8rEhHC1ySntJq2TvIjaAp9RnSUAIRAVURVqdLq+i1AfHsKu3n9aq0n/nl+dqko/RSf9xPCSJSDyoGrkrDxzoHTA6Zgi2gNDCnt8NidsKg0StrX2iZ5+oMAVx45cP46h/8Fx773F/g4nu+hPrFl7Cn74LeWYdk4wxqh/YgVL8W/sJGuMuWIJEawEDtMK5fvwX3rl+BGya6cceqMVw82oXReBQJnZFuRAMrJdsIgy2n06GavfWgU4uD9Vk8tn4aT29cjEtrkrh6eAxPXv0Ynn/4e7j2xPNYtuxaNHUfRrppLzy1OxFsuwAtq+9EeugKaMs2w1bYg/jAJejdeh9aVt0CXdkquArbYM1vhLd2CzzV61HWtRPj66+CPdLFNC0DlaUS2tQQGjbfhMFLP4jBK17C8NVfwPiVX8TAhR9BfOhyWMtXECKDUNvzUJvKYLBXwemvg8eXh9USVeJFzzI3yExugTDLVIAs0yJkbVVlfVUFIu9WgMzenk8KQmm8rxkgVkVzjbj4egkgRXDMhwcDXe78pQS9l3AhJGQFKE2cMIieobAiBSAvg4hfAYhWx30QEirdrOTxPCkgeUcBZH5ZvnYtCBDWqcBDJfcwIUA0Jjd0FpabTI7SmIsA0RqVS9e1tNxdvcvx8S/9At/4BXDz03+A5UeeZO++AXKfF1eqG+XtyxFrmIG3ZobBvA7u9BSSsXYsaerGswe34kdXbsFPr1qDP7xtB54/uBh723OotpkIDpUiD4MpqdWgho2yU6fCxpgRd4wU8MK2JXh0WT+OVcZw4/QMnrj+Q3j20d/D9Vd+GkuX3oSGzguRaTqIYOM+BAiQ2uW3oXLJTTA17IOhYQ+CA5eidcM96Nx0D5z1e2Cr3glr5XaEGvYi3rQDlb27MbWJAEkQIISB3GxbXT6O2k03oveipzBw4mMYveJzmLzqKxi//IuoWHUf059tMKXoZgLdhE4lnUgVHASI052DzUIQqy0wEBBGlZHlLqu5yS0xxMHKmAnbu2wVt3ceIAvqlQFyhut4kwBShAifv60A8mZoflm+Hs3BoyR5TS0VzspXruug9FY39GaWkXJZwmw6wwDw+9K48fan8NO/+G985Jv/gj3XfBJlfcegDU7AGBxERu7iVj8NS6of1sw43PnlCKRGUZ1pw5a+fnz5+oP45ycvwa+eOIg/uXsznt09iENdZWh0muCjwwmyp07orMgSWLUaFaZcKlzaFMJHd07g0/tncOdALS4sD+Pu1ZvwgZs+jA888ju44drPYdmK29DYfRTZlkMIzQKkeuYWtGx5AL6ui6Aq3wQb05rqmVsxuv9JZEZOQlO2Cdaa3Qi3HUSu9yCaJ49i8dZr6UDalYvlVIEmGKoWoXnrrRg49jT6L34BI1d8Bouu/RoWXfN1tO17Fp62Q9BFx+BMjRMgVdAaK2H3FWB2ZGA0Sruk+5B1QwgOPbfFRakl7T0PkLcMIFpNFDp1jL8nacx8FVMZGahSBqsIkJKKEOFjAYXsVzur035rTr8dACmN1RT/TxEgrGypXzZwZbxDY4LJwvd1ZuhNLAO52pTf1SmprAWDo+vwsS//ET79o3/C9Q9/F30rbiU8lkLtnUSoai3KOzbDnhmCId4Hc2JAWWM0kepFf6EbFy+fxPfvuxC/+uil+D9P7cb3rhjBvcsrsbM+jFa7ETHa+wSPq5wuKEe732zUYFe5A/cvqcf3r9iEzx9ahmubkzhaGcXDW/fimVs/hscf/BFuuukrWL7mTjT1X4JcxxFECJFg+4WombkNwxd8iLC4EqrEGhgb9iM9cS0mL/wQmtberUDFWLsLwY4LUDl6EbpnLsOybdfB7m8mDLJQB1pgrV6Kzm23YZAuq/vIhzB8+aex6IavYenN38bEFV9A2fR10CWmYJa5I44WqC01MDjyBHCSbZdtmOWrpDCERwkgUg/F9EXKljHAsn9XnsZ9cwAiDVQabknFxvtygEigz8KDwV+SWh161QBRq8RJeOZBpDjGoez/PECoYvlL7yeS57LKuo6Bq1fpKA1zdS0cVtaxWk94sP7MAaV8NIYIzO5KXHLD+/H81/8Mx+/9HBbvuh/xwl5oXUsQLNuKbNNeBKpWQh/rhy07AkeyF75wB8pi9VjW3o6bt03hp08ewr9+9gh+9fw2fPNEO+5dlsLBpgiGfW5U65zIqp0oI8gqGFDjdCU3j1TgU3uH8fvXbcYnd47iykIIl9Qk8eiuC/D0HZ/AQ/d/H7e951tYtfEetAxdhoruixAjPALtR+g2bsOS4y+iaumtUGU2wNR4EJGhkxje/wH07X4MluYD0NbthrNtv7JyWt+aq7FsKwHiqqcrSELFratyMfq23oahg4+hk85l8NIXMXn9l7Hk1m9h+a3fRO+B9ysLRau9PTDGR6B1N0NtzEFvyXAf7ABZ3uL49GpJH8V9FOuhCBCBh2zPA+SsmrPJJZ0LICV48DdFarmrFyFxzhQmxOPjd1RSWUWAlCCiVUt6wn2r57kcua/pAnplgMz/D78JlQB8JhReiyRVYZlLecjgNStZuUkU4WFiAzBTylanY73zN/Vy7xMPtNYUyzeK1pGduOeF38FNz3wX4/vuQln3BXAl1iOc2oGqwhGEy7bAEJogPKbgzI7Cl+xC1F+HulAGm3sa8MChcfzpSxfiv39yOX714kZ849JavG9VGhe1x7A44ke7OYi8AITB1ML0ZU/Oj+e39uL7x5fgR9SHVjURIEEcL5ThsX3H8PTdn8I993wXd977A6zZ9iBaRq9Avu9SJLqOIdBxDJVLbsFiAqRp88PQFfbB1HwB/P3H0brpAULkKSQmroGmaR+MLXuQGT2G/vXXYfn2G2F3FPh/41CZquBMj/P1mzG4+2G07nwUfRd9BKNXfxaTN38Vy+74Jpbf+FlULbocKv8grLKMQKgXKqYxemsF21OAAeVnO3TNpo2l+iueuVPgwTqQ1e5lnZWXpwTvNP1aUpgSQEq9eAkgxV6wGMALwEMBSOAUQHTaOEUnMl+6MDUHkGJOyX0JRIT+CpRk//wdHqsiebyA5nrl06VV9GYBpASB16N5ICgtl/CaJadn5f+yXNioiwAxEhoaWAgOKyVbI+VxeKDTi8Wm+6Al17qbsPmSx3D90z/GihNPIL/kUniqNsGf3ITK/CGUZffC4l4KXWACnoqlcKX6EUm0IB8ux2hZGlet6MBLNy7FP3/rGPAnV+DPnx7DJ3b5cN8SH/ZWOzDqsKLLEECB5dTAnmyF24b3DFXh60cm8fsnp/HlPR14aDSDk7V+XFKXwxMXnMDT938ed7z327jr4Z9iLR1FK4GQH7ocyZ5LEeq6BKmx6zF64QsYO/YxBIavhqbhAFx8L7/iPRg88AwatzwIY89RaFr3IMEUZnjLLVi77w44va3834SmrgrW8BB6ll+L/q33KZ/vPvIc+k++hP5rPouxW7+CdXd/E6OHHoezsEmZ/6IN90PraYHWUQO1LgmdIcag8rKcSx2R1GUxhpSpAVInCkDk1g4LBeU7SQIQpmkaWRLC+usGSLHHLzbmBeAxDyBawkNLiGgJjdNEgMiScUV4lAAyBxEFTorzYNAopykXkNIjzzmiM49TKv3NA8g8CLxeKSAoTfR6rZJ1XQQgLCvFdQlADKcAYpsHEYuen2cda8xyrUcW6bYt2H/HF7HxuheRWXwc1ia5VeUmZKvYeye2wWlZCqNlEu7kSlhjI/AlOpGN16E9msDWliyev2QxfvHBHfjP3zmC//jJbvz0/kZ8aJMF751yYnPciB6NGr1aBzr4HweZwhzNJfDhtT348cWT+NmJUby0rhJ3d/txeY0PF1Zl8IFjV+OZh76Cm9/7Ldz12B8w8J9Ey9T1yA9fiUTvZQTICQR6L0fv3g9i4y3fRuXKu6Gq2AFH93Fkl97G1OMZ9B5+Dpbhy6HuOEg3cgJju+7EliP3w8sUTKWtpGpgcvehY9EV6N5wFwrr70HHhc+h67JPoO3yj6Pv+s9hNQGy4ebPo3bJVVA5uqBhKiMzVNXOAjS2PHTGFMucLkRcMduRlPkpeIgUqMv8mneLA5l3Ne6bA5BSAM716iI1A12kISg0WlmYJfgyqQgHtTZCWCSoVwuQEjz4vORA3lYAYVm+ES0IhjmVKq8kea14UyiRmf+VZaElrAWuyj51TGGK0HAyiJ3aIkx0co2GTBQ0paG3N2Jw/U2YufR51Ky6DT5ZGrBpE3xVGxFLb4TftQwWzShs1gkEE8vhDg8gEKxD2h3Cypos3r9/En/61AH85zcuwv/8wWH89ReW4Js35/D8NjfumXJgY9iAXv5mv0aPbh7PWocLDw634buHpvHn167AH1zUh2cXhXFzow1Hymy4uLEKTx2/EY/e9wVcywC+84k/wsr9H0ALU5aayRuQHrwakb6rEB64Cm3bnsDm275HYDwLc9OFMDQcQnD0arTvfhK9xz6C9JaHoOo6As/gUSw6+BD2nnwKPrmjnTbP/18Ne2AEfctvxMC2h9Cw6X40HXgKzRd9GIWLP4yuaz6N1UyhDjzyEyw6+jT0sUXQhUYIVrnQrp3wzUNjzLKdhVn2ckmIGwatG3o92z7jSMpfubMdA+88QM4iHWEhetnFawxwkaQgOj1BoCcQ5NLnWcmgncYgrwk4zuVAwjw+SWFEs+Cg1DIAq5zJEYjIGMgZ4CjpLQOIWNdXBsAbllxmv8DrJWuplrLQSdn4oNe5YNJbYdUZYCM87Gq6EG7Nyl3TpHELZMLwVSxG36b3oG3jvYiNXonoyEUId++FI7McVtco3ccoPKYxuK2jCAbGkMuMoqGsFeM1edy7bRJ//cFLgC9R3z8M/P4+/NFHBvDla3P48PYIru0wYaVThUECpI8a1qhwoiKBL26Zwp+eXI1/vGkVfrinEe/vd+H6ghUHkxYcb2/EkyduxV13vIQr7v4W7nzmf2H5wafQMnM7ahffirLRG5AYuh7JsZvQtPFRrLzm61h21VcQn74Nqvwu2HqPo2bzw2i78Hl0nfw07HQujv5jGNn7ILZd+gRTGFl1PQezvQPO+CL0rroVEwefRvOOR1Gz6zEU6EIKl3wMXdfSgdz3Q1z41C+w7a5vItJ/lGnMNLx162GIEELGGqgMObazOPcnp3R9sBiDsMqd/GTODVMX0XmAnENFgEj+V4KHR5FGLaddffMAMgeP0wCiE3jI+IeMgyw0BjIHEGUAVeAhcCJANASI5hRAxIUsoLdsDETSDwlmOV36ejQfCFIfC0sgUVpuUs+tQWdXlqKUrXKfY62MazB9ZNkY9B426OKtCex6I2wEiUVngoGwUey1NkQL34B87x4UFl+FFlr4Kgapv+sQ7NVrYI6Oweruh8cxAJ9tAEFHP1KBAbRkB7BpcBEeOLgFv/vAYfzqw4fwbx9Zj//vi+vw/76zHr/zRDu+eVMLnt2cxr6kDpNaFcYIrwECZLPbjPeP1+Onh5fgb66Ywf++sA9fnEnisW4X7mgL4eKaCPbX1eDhS27GzTd/HJe/9zu487k/x+pjz6Nhya2oGKcDGbkB8aEbEKHqNzyKmau/hjU3fReFLe+HtvkYrD2XIbn8TjTsf5YA+TxyO59AdPEN6N5xHzafeAau2CjbRhVc8UlY0zNoXHIdBvY+gcZdj6Nq9xMoHHkB7Vd8Fr1yNubO72IfHdCh9/8hWpnmaMNT8NRvgSm9CHpfcXKZckZH1kdlGzUaArBYAmzTksIwdWHAaei83j0AeVPHQOQUloxAz3cfXkWlyV9ytaK4CM0pERy6KNR0JCKNrjiAqtfI/UgXOgsj9rB4Gnfu9G1pMhkfK3NJ2JMqZ2Io5QzEy/XrPwtTAsj8i9Nei0oQYV0oqdDC0uscbKS0yjrnKenY2wlQlDvpy7gGbbRW5yZ8+Z58XmeDxWCD1eggUFgerG8BjMlTg3znJvSuvAq1k5eheprBOXwFXHXbYM0shS06rKQrYSoe6EPG341CtBej5T04Nj6OT1+5E//7oR34y4em8VeP9OLfX5zCf3xpBX78YAe+dlU3HpxOYLVNjUm6jsVGFaYJkmsbAvjeoTH88ppV+LsTk/jB2jw+3OvC+9q8uLszi+MN5ViXzuCuo9fhius+jOP3fA93vvDX2Hzlp1FYdjvhcS2SI9cjNnwjggPXoWrVQ1h88ivYdvfvY+zSz8E3eiOMXZfBM3YDKrc/idZLPoeWiz6N2m2PYujQB7DzhpfgKZuBytQMO7eRtr1oYNpWt/F+5Le+D/k9T6P28Atou+wz6L32y5i6/dvY+fgf4bJP/B2WXP4iVKmVcDfugL1yFWzJCajNdWxfsjxilPIR2gGYGVM6WcFMbWDnSejrxIUsFJDvNAlA+H/evLMw4j7YUGddR1EMbAn20uxRuZaFEFGfEoGgjbD3K0pNUGgJD52ajuMs80BO7WsePE6byv6mAOSNQoQB/oYAIiJEzgDGmSpdoDUnGQORwdOi9HoXzLTQJvaCctNns9kHWbay2CPy+1LP+iAs3jyi+VH0z1yC1qmLkR88imT3Efgb9sJdsR7u5GK4E8MIZvoRz/YhnehCdawdPakObCr04L41S/GV40w/rurFT6+rwV882Ij/+sQ4/t9nV+IXj4zjS5cO4+rWIBbrVFikV2GZVYW9CS0+uj6Hv71lBv9K/cUFXfjiaBBPN9nwSHMYtzTncGFVOca9QVyz7yQuufY5XHr/D3DbC3+Ffbd9E42r70Fy+FokxIEM34zw0E0oW3YfJo9/EXse+DnW3fZDVG1+HHoCxDZE0Gx4H+ou+BT6rvgmRi7/AsaZliy64AmYXf3KgKijbiOyE5ejYfN9yK27F2VbHkV+37OoueCjaD3xWfRd8xVM3fYdbH3sFzj5qX/Bhju/A0PLAbia9sBVu4nuZTG07g6mjHmWraQxcrGdLLLM9FHPlFYuDzBZCBNZE2ThuRXvJP0a5oGUAFJ0HUXJiPRswFMy01SkIghksElFMKg0pPWs1NSrBcjp8PCzN+ZjveT7MjZCUPwWAEQgUTxdS2AIOJS6Y1oja9hSBgLEYJBUrzSIJ+Lx6TzQWSMwuMvgiDQgmBtA0/AOtE1eiHjDRkRoy31Vm+AqWwtvcjm84XF4470I5DoRrWhDMtWA+kQ9JrPNON49hC8f2Y4fnpjGdy7O4w9uyOCfnmzB//eJMfz3SyvxD09txFcuXoHD2QBG2fDG6EBWu1V474QXv7hxAP95/1L83+sG8PubyvBSpx3P1LvxUH0cV1QmsTURR6fZhf1r9uOi61/ApQ//GNc/92e46KHfRfe2x5Aeu5EAuQnxkVsQH78dmSX3YPSiz2HHvX+Ebff+DP0Xfwrm/qvgHL0BsTWPoGrfJ1F/8DMYOP55LL/+K1h91UsI1G1W7mmjyq2EpX0f6nY8hKYLnkPNwQ+jfN+HUXf4JfRf/S2MXP8dTN76PWx69Oc48pFfYsN7f4jUkpvhbD0Il6zJmlgCS3gYGksD25hMLGObJZwNJi/bJ+uFqYvRbOJr5wFyFr0yQORUbVGEiJoQURMiLOiSBCCvlMLIjY4VnQYP0l7Hx+8qgIi4jzOgMV96QkIWv5YKlEHboguRwTq5A5rIDKPeCbPRowzm2V1x2H1ZOMJVsEcLcMZb4M3RVTQsRd+Ki1HRtY3PZ+BILYE5Og1TYApO7xh83gF4ox3wlDcjlK9HurwGnRX12NrYjbsnp/CdC9biB3QQ3zkSwf+6LYlffbAZ/+9jw/ifj67Bvz29Dy/uWIatdBJDbHjTZhWO1Orw+aN5/OvjS/Bf94/gby6twbenXfhIowHPFPy4rzqBC6NhrPAG0Ki3Y1HXElx6y8dx6aO/ixNP/gJXPv2nmLrwI6hc/B5C5FbEx25DdvE9yC17AH0XvIR1t/4Y2+/7OZbe8B34p2+Hl5+LrXkc+d2fQvn2F9F17HMEzO/h5LN/ht79j6Bp652ITl8OQ9dBNBx8CqM3fgMNF38amT0fRsORz2Dshh9g4oYfYvLmH2D1gz/D1vf/L6y4/bto3PEYPF3HYKvZDkNsCeyxCZjpQnSmPLR6mRfCNiuLdLEzkDVB9EZJY2RdEAbggmnBO0m/thRmIYAEFMnodFHymBBRyWlZGRgtSi3O41UC5HR4FAGiN/C33gSAFM/SLPQfX41mJ4IpAJhdmPhVqrQOR/H5wgApOQ2BQ0mK85ABVZ2DjsNF2+xhyuKG2xlCMlaGXKYaVdUtyNd2Il3ZDk+iAVpXBdTWckJhBJX929A4fgHCNatgiYxC4+yBzj0Ie2AMAfcIIp4+BOMdCFY3I9XYgLrmeizr7sZNy1biE1s34GtbhvH9PbX44VE//uyuBP79+VbgM9PAi1vwdw9sx82dDViidWNSq8b+ChOe2ZrDz+/qxa8eG8T/uaMBvzgQwRcHdXiuRodnakO4qzyBvQTOYrsftfxPVfEGXHHXZ3H88d/H4Yd+ghs/+kusvvLzqFt1HzKTdyAxfgfyyx9C9erH0b77o5g++XVsvvsPsOaO30HZhkcQ5edia9+Pyp2fQsfF38bE1d/H9gd/jqs+9ncYOPoBjJ74ENbc+SV0XPQhpinfwPAt30buwEeR3PkcChd+Bt0nvorhK/i9G3+ApXf/BCvu/Skmr/sqOg9+CP7eEzBV0MWkV8Aam4QjNACzsx56UwYGY4TpizjAIkA0Wlnd/t0wgCp6GUA6CBAJbAYAwfHq1gOZDZbZ58WzMGcZRFWX4CFnUWS7MECKZ2EEJPK4CI/itngaV+AhtxBU1gZRIMLHuiArijIEoNa5mYfSsovYO8+dxpUzMOcGSEk6DS2+XFujPOf/ljM3ytkbAYtMEZ+VRrYsI2XMgeUgN986JXlNzvszyGlh5ZaQynMJeOX016wIClk7wqDSw6TSwUxraJbeig6i6CpkrKOUfsipWQf/q5vW2AeLLURXEYPLm0IgXI54qhZlFc2oqulAoaEXhbouVOYakIzn4XITzCaWn5zx0seg0qegstYg1bACbYRHvGYlnNERGMzNPPZamK3tiEfGUREcRaWnCzXJdjTUt6K9owGTAw04unwQHzqwDt88ugbf3tmB3ztWwM+vzuJvHqjC/3txDPjmNuBz+/DjqyawKejACP/TFq8eD03n8Ivbp/Evj07gn+9uwV+fTONHG+34VI8aT9Ua8L7aIK5JRbHe5cOQ1Y88A9BnS+GS2z6Oq575GQ4/+APc/sl/wNZbv4mmTY8iMXUHogRIxcr3oXr9B9Cw7UMYufTz2PTe38XG9/4ETfueRmzle5Ba/wiy2z6C3su/i8nrf4AtD/0Rrvnsr9B7ybNovfD9mLrx09jy+O/hwEf+Bn2EQ2jj40hzX4WDn0RhL13LkS9h4vrv04V8H4tu+S5Gr/giug8+j9DQVdBVbIGZ6Z4hSoDEx2D1t8FgrWB5x5V0UdaWfTlAZPtaYPJ2cy1nAKS6soN2l/mamoHPYFEeSy+uNOA5SJw+1VrcylwvWZqJKt+X7+o1XhiUOQgB5uMS6MUbEM+dgYlRcQZ9nAHPwtYnaPPY0I10IJTOQHAo80Mknyye8i1tlbM5elkMJ8TvC0xkQhrhJFeUmnnMZgaciRCRRXD1FCEorkQj/28e3BTAqYvzSZQ5JZTdnIDDnIRBrg6WwVqCSiPpEb+vloV45LSV3KXeKPtm4Um6IDAwMqVgzq41OKnS2AMhwxRCQ3en3NlM4CwA4GsGHpeRZWji9wUaMjPURcml7i6tVVljQm8O8bN+GE0BGO1xuEOVSOZaUF7Tg4b2cWoS1U0jKKvtRSzXCn+yAFeomqlKJTz+coSDZXQiLGcCUQauTbYcdOZyPs7B6mpFV/9uVNeugdPVCbutmcHaArehAI++Fll7K9r8XRiLdmFFVQ82dXRjR38TLl3ahPftHcTze9vx8W2V+MnxJvz8mnr87T0d+OXD3fjvz28Fvn0Y//n5g3hobRTLrSpscqlwT38MP75kCP/+0ErgA0vxn3e24fe3uPCJbhVe6NTi6Q4nbqp0YqNdjx420DqWdZbO0msrw8Dq47jlY3+Ia5//Q9z52b/HRU/+ITr2PQP38PXwMoWJMX1JrXoElZufVBYB2vXwz3Dw/T/D9FUfh2voKMo2vRf+lfejcORTWHrnT7H58V/gghf+Gl0nPoq+Kz+Bkes+g3UP/hAXv/SP2PTwH6Ji19NIrHkMhT0fR+Oel9B1gSwu9B0MXvYV9F7MtOayL6D/8MeRnr4VxrrdUKdWQU2A2NNTcCUGYfM3QSuruDMWJK3UaA10hRYYjUU3UlziUOaEyLR20UIwEWjMSjPv8cs+95uQ7rTYnwUIe3S1h0Hj5mPfKwBkFh7zVLqcX9yLOBY9bauBBJYBToPsm4E+BxCRnLotAYSN3CDgEIjMAURUmi8yX6V9lM7oKAOzDHSVgQ5EAYgEOINb4KGjexAHxcosnh0qgqOUbp0JEJM6CDNlkPfEhbA8NOz5tXqmB/YgjFb2Kjo6CzMdCaEh8JBeRq0rOQ2RgEXE46ArUssl8sqdzeiUrPxP3CqnWGfLyEyouJgvx60x5DxMO+KNyBcmUdUyg4aetWjt34D67jWoaFyMSFk/PNE2uCItcIabYQs0wuKpg8lZDZ2tElpLObTmMthsaXhsEVi0cnpdxkoEanJWLAiPJY/azDAGmlahkBhA3FiBiDaBJN1JhT6ODk8VVuYHcLB9Ea4cllXFluGm6XE8tmMaHzk2iad21uBD2+L41olq/PGtbfhTwuDvHhrEv35oOfDFg8A3Lsafv7ANF/W7sdypwsk6Gz67oxF/e/tS/PdDy4B7hvFPl1fi28tMeL5VhQ926PBgqxMXZxxYbNGjgUFXxnQ0rAnDasqisncTtlz/IVz1wd/Bw9/8Fa7/xN8yhfggIkvfg/Ta9yG+5lEk1z+Oqh1PY/jk57DtgZ/g0uf/N/a973tILr0MztFL4Fh6KzJ7nsHQjd/E2vf9DAde+Bs0HHsO7YTI9B1fx44n/ghXfO5XOPzc36DlghcQXnoPchs+gPL1T6PjwGew9LofYfCSL6L/2Kex6OSXMXTkRUTHroe+ZhdU6dVQxRbBlJiAPU6AyK07HVm2CbYVlaxCZmBqaWEsCED0hEdJJYicAyACj/l62ed+E/o1AEReK60HUoQIXQgDRAAi0r4GgCwED/nO2QEiZ3coOieVidQXiRuRlIYNUXrgEjR0TKFEhtnt/HEbScHsdE5OpjoW/lcrweNi7+91huF00EnRYai1hIfYUpmEJW6E6YukMDrCS8cGo+b/l8YhaYiO+a8CFAEQnYTOzLzYGIYjXECsZhjlrUvQNLAZneN70D22Fx2D29HUuQXVbdtQ1rYH8YZd8FWuhzU5A3NoEkbfKAzeIVi8g9DZOwijVpht7bA72uGgY7CaGmDUVrP8CRBtDH4ej4tpU5AQCWnprtiYnaynancWE/lu9IaqMBqtxvp8My5o68UVA4O4ZXwE71u5FB/bvRUv7d+D53Zsx8f2b8PXrz6AH92+B1+9ahE+eWEBXzlehT+4rQV/fl8X/uqhHvzy8XG6jz10H5fif753Bb703kmsrTZjQ1yFR1ek8YtbluE/Ht+E/3pgGv90Qyt+tjeCL0zp8KEuFd7XYsKNVQ7sDNowZDChik4tIau2q+g6tSmkW1ehc+NVuOihr+GZH/8X7vnyrzB49AVkVt/PIH8/0uvfj7KtT6F2z7PovfSTWHvX93Dli7/ELV/8J3QfeBiqwnYYJ65HZPOjaL/8s1jx4O/i0Ed/icr9TyC/73EsufOb2Pnkz3HsY3+Lk5/5FVbd+UMkVj2AwKK7kFv/JNoPfBIjx79CeHwWQxcRJld9DaNHX4S74zhTmO0KQDSJpdBFRmCJ9sERaYPVm2d7kTZa7GS0WklZDfPgcR4gLwNIUQIQ2ymAyGphCkC0xfGLUtDLHBA1G7lIpSVM9AKN+MvgMQecVwMQ9vIGcSJMZ/gf5FoQuQZHxk70s9AoyahsmWbNgkNAYqDjsDDgXQSCX++Eh+7FSkiY2HPoCA69nmmKuBqNjTku/xfhokwXZ5qmNfCY5P9JCsd9eG10FOEscmUFNLYMY2TxJqzYcjFW7b4CQ2uPoXH6IGonDyI3SFC070SgcSs8dRvhrt4IR34TzJkNMMbXQBOSBYynoHKOQesYgdE1ArtriMDohcvWCa+lDX6CI6Cvg0+dh0dVxsBLIKjyIcaePErLnOdxN1h8iiYzVTg+OYMHduzHozt247l9e/Hpw3vxuQNb8enty/GpDaP4/IYBfHHzIL6ydwm+dOE6/PCaXfiLh47iD96zDl850Y4f39SJv3h4iK914y8fIUDeP4C/eWYK//3do8DPb8X/99Ob8N5DeSyvUePiXjO+cKwN//z+zfiPJzfgH+8cwp+crMX3doTwmSU2PNNvw+21FhxLWDFjM6ONZV/GugiwTZhUbAfaNCo616N68hA2XvE0Hv7i3+Pxb/83Nt32TRS2Po7yDY8it/EJVG57BjW7n0PbkY9j8Y1fx6Uf/Ss8/DvA5vd+A6qWA1D3nYRvzf1ouOhFLLvvd3D4E3+PzM5HEN1wN1OYz2LjIz+hC/kZrqQLOfHSP6Nx/7Ow9F+D2h3PoOvIJ1HY8UF0H/w4Bo5+Ekuu/DKGL/goDDUHoc5ugTq5BrrEMqgDQzCFeuCMdsIZqofFmWZ7FRciA95yClcWWJ4vuU+MLLx8jjVCCJHTtNBn3nJp33yAyAChvK6cFeBnSmMhAhCRXEj3ygCJnYLEQqB4RYDwNZUuUtzKe0xFtJSeAClBw8jGKTIzwIwEh8igclLy2MnXDcpiv369BQGjC06dje/NXsvA/2Y0B+HwZWG0M8eV1EkVoLMoQzo3gM7u9Zia2oWdO47jwP6T2L37BFatvQATM3swvHwfepYdQP3ETmT7NiPauQmB9i1wN26CtXYDe7K1UGVXQZVcSTu8DKrgBMExoEx0UllamFM3w+poRcDbgVSwCyFTnsCgy+B/CvC4o6yfHAFYx1Su1RLGWDCNjVU1ONDZgZtmZnDPxk14YPN2PHPgArx00cX46P59eH7rBnxk8wp8bN0kXljehQ9PF/CJ6Tw+v7wKX1lbh8+uK+Abh4fwe9cuw3dP9OPrl9TjpzfRdTzQg39+Zhj/9pEJ/PLpXvzyuVH8/SeW439+dAnw9w/jn358A/aOBbCtV4sPHCrHz++Zwq+eWYt/eGgCf3JjC37/4kp8dWsYH1/qwyM9XpzIWLHZY8Wg1oIa1kNMHYFLm2S7SkJnKkdtH13Z8B6MbL0ZF9zxBXzoh/+G6174M4wf/wya9zyHqm1Po2LrM8jveBZNhz6Kkau+iJ2P/RHu/T5w1ad/idSau6BqvBDWRbeh6sDzWHL3j3D0pX9Exd73I7LuPeg8/hHM3CUu5A9x8Yt/h+u+8p9Yf99PEFlxFxJr70Ptrqfodh5Aw/Zn0HPgoxi/6FPo2v4UVDmmL5nNUMsqaIkZqH2DMAZ74Y73wBdtgcNTTsfJTkYtcSSn1s+EyHmAnJJyhkHR6QBRbqdAgLxSCqOeB46FIPGqAKIVgMiy+9yfhvtXhegsCBDFbQgwfASEm/JQLgUYIoPKoUDEyP9oIigsrFyHxgIHHYhF5lrw/eKydNKb0E0Z0wiXD2Jw0UFs3n0r9h59GHsufAirN92MselLsGz15Vi67jKMzRxF69AOpiqrESssgbtiHPp4L0ypIZizE9DFR+gwBqEO9kMdGubzSdiyM3AkRqExV9ACp2E1J2E3xXksIaZWcg8VC/wMtFq7H72+KKYTaWwtFHBioBd3zizGk1s24GMH9jDt2IUPbduk6MkNq/HgzDQeWbEMz27djGc3rcO9Y4O4rqEKN9RncHtTCve0JfBIdwxP9EfwoZEIPjwRoQupxLePNuKLB8rw8c0efOmCMP73XY345w/04t9eGMR/vDSG//PiCP7tSyvw71/fDPzepcA/PYCffnIPVrfbcHJdCD95aAz/8uwy/PMTY/izu1rxh9fU4EfHyvCZ9SE8OerBTfUO7A6YMG22oI11UM76CqoTdH5pdio5GN0FtAzvRsfiIxhcew0h8h586Dt/jYe/+i/YdufvYIDBXM3Artz2QVTtIkAOfwK9l30WS275Ni7/5D/hrh/8Nxbf9FWo6g9B03slklsfxaI7vouLXvo/qD30DBIb70Xz0WfRf+WL2PnUH+GC5/8cV33h/+LuH/4XZu74OuxjV8PUfxl8kzejnGlNC2HVQVdSteweAmQn1Kktyq0kjIkV0PhH6EAG4Y71wxdhWunOs1OUTkbaj8SGdELnUxjq7AA5NTdBGbhzKgBR9IoAmU1bJBXQiwgHfl7OsohUdC/yXvF97kd5v/QeKa+hFICIA4kSLAQN3YfcS0bP/yXpiZEys5GaFVDYFWAY+Z8MlF7SLjktxf9n0rlhMRFYGi//j4yk8/uOKpQ1zWB05aVYf+C92HjkYWw59iQ2HH4/1u5/P5bveARja+5E28Q1SLdcgHDDXvjrtsOd30AoLIcxNg5NsA9afwdM/nbYA61wBZrh9TXA666F25aH3ZyFzZSAy+hGRKNTViwvN2rQ6LJgJBnEhoYKHB1uxfXLBnHP6jE8vm4Kz29Zgk/vmsEX9yzHF3csxmc2juClNf14arIN93TX4Y72OlxZmcKlmRhuaqrHA6NDuH9kALd2cj/NBVxVX4GrG7O4oTWHWzozuK0riQcn8vjIpjb87MZF+Ol1LfjUHhe+emEAv3N1Ev/rznL827Nd+K8X+/F3zzXjXz47ROexAf/zk53AH1+C//6L6/GJu7pwdKkZT11Wi1++sBT/94OD+Mt76/Ant1fhj2+swo8uKsOLa0O4v9eFi7MmrDRrMEAw1tMZZlQxeFVJmNQZGG1V8MQ60dizBUs2XYtFm2/AwNob8MAn/wzv+9q/47Kn/xxLr/kq6hjQNYRHw8GPoePiT6Pr0k8TIp/Btkd/jvd8Fzj6kb+CbfwGqLpOwLfybkzc/E0c/dg/onL3EwivvhO1B55Aw+Gnsfzub2PnB/4QF33ib/HoL4DrvvyPKNvyIFRNB2DsOYHwxC2oXv0wypfdi2DfNXSNe6FNb4U6ugqG+HLo6Rqt4VG4I4NwBdtglgWa2Kal/cgKcXJ9k5pO5N0BELlmSzhgeTsBZA4OLwMEdU6AiLj/Yvoi7iQI5V4z/E96HodAwihwUGTmcwudSVE6+V/q4jwLndzjg8eiTHiz5JBuWIrJtVdi60WP4sCNn8DOaz6OdZc8hzUXfRjju55A6/I7UTN+E6qGb0BZ79UIt14Gd8NxmCqPwFC2F9bynbBm1kMXIEAcHcyLm+D31CNkK4PP4IOPKVJQY0acDapGa0aX040lqQAuaM/g5EAFbl/aisc2DeNDu6bw4d3UtlG8sKEPn9k2jM9tGcQnV7ThhbE8PtAZxcN1btxbbsKdaS2ui6hxIqDFxUEj9lvVOOw24dqKNG6qq8KV+QqcrKrEFYVqHK+twPHGSlxD2FzdV4urBqrx8IYhfP+2vfjlM3vwN4+P44/f24Cf3Z7H/747j795pAb/+FQB//ChevzlszX4q0+00nmsw//8wVbgL47hP37vEB65KIAnL03hhw8P4h+eHcZfvDeLn13nxZ/dXoa/fE8dfnqiEp/cmMADQ0EcTlowzkCRBYZq1SGk1Wm4CBCDOsUUoA7BdA9i2SGs3X4jpjdcg1X77sU1j/4Ij3/t3/AgU43d9/8uWvc9i/q9z6H7ks+g//IvEiCfQevRj2Hp7d/HNV/4V9zyrV+h7tBz0I9cA/eSOzBx4zdw8Lm/QXTtPTCNXo3UpvvQcvQ59F3xEtY/9GNsf/JnOPyRP8Et3/lPbHn0dxFacQs0Hcfg7LsKZUvvRnT4RlgajsBcfQDazDYCZDUMsRUwRqZhi07CGRmCzdcOvSXPjk1uOsU0V8YBZRrAKXi80wEyO9mRUtXkO2E2MhjZ2xYnUzH1YNDJxCmtnEEQer4CQJTXqFIKU5wSLtSVNUFkYRU5TeqnAkXJ4ivK+AclaQedw3zHIZoPE5HOGFE0HySnQUQX4Gt0HcYwDIaAMohbnJ9CUPAYjbT+RhkM1Zhg0FuhN7BCtTxWPUFnktOzMtEtBGOoCy1TR7D6yCPYes3HsP2Gz2LLNZ/Fmis+g4E9T6Ny2d2omrkfuel7kBy5HaGeG+BtvRLWuktgIDgsVZfCWHYh9Ik9MEU2wuRdDIO1C2Z9NdyaFKIaP3IaG5rMZowFndici+JYYzlu72/EY4t78PzaIXxu1xi+sncMXz8whW/sm8QXtg7io8ub8eRQDg+3RfFoSwyPNIRxX6UL74mbcLNfheucKlxjU+EqqwqXUcf5/DKBiIfyGnBlwq9A5KqKLE5WlOEKwuSS6jJcWl+Ok115XD1cwCNbJ/Dd916Mf/zUnfjXzx/Hv356A/7+2RH84r4C/vJ99fi/z7bjlx+oxV98oBK//HgTfvnZTvzqe5P47z/cwPTlUvz7j7bg8UMWfOuuBvzF00P4u0cb8Jd3hPDzax344xtC+NNbKvH7/z97/wEWVbaua8NEEbO2bdY255xDm7XNOeecE5gVRZJiIGcDKBIkiCgqggHBhAEwYEJUcs4Z4/2/E7tX91p77fPt7+xz9l7nO//l9V6zqphVhUWNe97PmGOOod+ZgIVNOdizGrNraDBEMvUg9Tp0FvtopdGKRtrtqarZnJ/qdWHA8LnUrt+HyWJ+Y2bsYfZaG3ZZh3A8OJNTd8rZcy6BqQfD6K/rT+8tF+i79RJ9pIbuu84sm2fsDMjC/NE3Jh25j8YwfepMMWekYQir3ROoM+kIlUcb0myhI103nqP3Vl/GHb7NVMsHTDgayma/JA7e/8L4wyFoDd1DlYF7aTL2KDX77anoQNXqslEOFGsqAFKlxXw0GkxCq94YqkocrVZvsBwselKpSjs5MDZHTTmoSTv6x34QBSBqakqpVdSfjVSBxT/A418IIH8/H0jHQRXKXnGxlQDkR8P/MfLy70ei/vsA+WMcyI+f/wmQP0Z+/pi0RokEv49GVa6HqbiQ7neAKPGjIoYoI0r/HiB/AEOzcuOK+gMi/wgQZbSlRiXlwj2BnnI1apW6aGkpv4MmmhraVNGW30lNmZtBU2xI/vPa8jtpKf0a8iFUbUjz3mMZt8iYxUaB7HITlT3zjpkHbtF7hRudF7jQY9k5uiw+R8vpp0Rn7agx6DCVeu5HvYuAo+tuqvbUo07vfdRsq0OVhktRrTZZXnuQvH9X6mh2pqMcUYc06sjS7n3ZP3IIFuMG4z5rBNcW/cbd5WMIXzaSB4sGE75wAA8X9efe3F5cn9IJ/5HN8exXH+dutXDoUA3bNlWxlCO3WZMqHGtUlSP1qnCojhaG0hj1tTXYI7FnZ2UVdtdQYX89NQ400BSQaKHfsDrGLetj1Loxei0aCESaotexCYcGtMZmQndOze1P8J6ZpPsawmMHPoXrkRc8jySfkXw800+MZCBF5weR7taNuLNtSbrQlYybAyiOGgdJYiAZG8kJGU/Anmq8O96DBMeupFo3J8uqMalmDUg1b0m6dU9e6ncTUNZhbcMfF9gNUFGji1hhazlSt5fY0rxGJ6qqN6Z+g07MXqhDy7ajGDtRhwkz9Zi7zor9dmEcPReD/Y08TK9kse7Ua8Yb3qSv7nl66fjSR9eP8YfCWOT0gs3eiZje+crSU29Qlxjy0xQzRglA1ronUnuMCVqjjGgy34m2K89UQGTgrsuMNLrJMMNgZjlEsj+kRGJNLO2WnKDOCGOqD9hLjf5imN100BB41Oop2+aLqfTLPFTrT5KIOlYOQKMFIsOoJnFVu1Z3+Z61k+94M/nOK+3gnwFEGqS6ekX92UgVWPwDPP7vBojSUH8HiDK0/XcDUVWXCKOpxJjfASL1R+foH3Hnj87Tvw4y+6Mz9W8dqRV9JPWpXLU+Vas3oEq1emgJIJR5GJQ/mnJFZMVtsRAVZSyHAKaic0tiTqP2vzJp2W62mJ1n37m3bD+XymLrlwzZFkT7RR60muNKq7luNJvpSqPJp2g03om6Iy2p2t+YSt13otFJB80um6jabRM/dVlDnXqTaVJnNG3lSNSn5WjGd5vAimEz2D91Htbz53B+3RJub13KA505RGyaSuSa33i8aCB3p3XhxpgWXBvZkKsjfubSkJ/wHlAD125aOLbRwLKZGofqq2LwkwoHfhIw/KTB/jqa7K2pye7qmmyvpolulUroVFFnswBkcxUVtgpE9tRVZX8DDQwaaWHQUEDSQAu9BuocaKyBU/9G+M/ozNVFXbi1tjsxB8dQ7LkCbm6lMGgJCRfGk3h+NFkXxlBwYTQ55/qT4NyRNydbEu3agveXu/H1/RzIXS8WMo8PPj14JLDION2LOLMWJBxuRIb5L2Rbt6X4lMDGRf6ve7pyaFBlFoo1Ta9ViXF16jK0XiuGNOlN78YDaF23K906DGXc+Pls0jVhyPDFDB2xmiVrzNmk54aBfRj7TzzCOigNu7Ai9l9IYqlDBOPEEoftC2CYXgBTj4axVOLIpnMfOHznE5t9k6gy+gCNZlsz1ewRW3zSqTPSANV+u6g50ZyWS07TYZUHndZ502/3FQbqXWOkyW2Wnn2PzsVMJprepdUsexqOkfjSd4f8vTdSpfsWqvfYglbblagqp9wbTUdTYkzlRuOo0mgU2vUGoVmrpxxIOqFSWZnyUGkDytmYPwGiwOMPA/k/CyDS5lWVkyVV/5UAoliJGMX/DEAEPFVr/ELN2s0rAKLMf6GmTOairP0qlFQTE9GoKu+vofwuSsdoXao17MnweTvZ7RDEMZ+n7HGJYNahuwzbFUqPtVdptcCb5nPFOOZ60WSaK9WHWVF5gCk1fj1ErQEG1BGV/am3DnW6raVm58XUaD+LRq3GM6TzBBYOmMKuyUuxXaOLz+59BBvsI/TAVu7vW80dnVncWTuWx+tGEbV6GFHLB/B4fg/uTWvP7fG/EDy6HpeHVsN/sDbe/TVx7a6CY3sVLFqqcLipCsaNVNhbV4WdtVXYVksFHYkqmwQU66upsUZqVVVVVgs81mirsE5qu+xn0ESVQ800ONRIlSNNVbFqpSpGU5n7c9vJ+7fj5tRaRK5sQKnjcLgwna+eo8l2H8o7r6Ek+o2mNHAKJf5jSD4pkLFrRbRTCyJPNScmoAef3s+Fgi18fTtX9u/GR5eOFLr3Ice+MylH2pBp0YVc+/7knhhBsv1oAje2R6+fNms61mBNj9asHTgMwwWbMVp1gCmD5tK7w0j0dpvj7nkVp1P+zF24h1btJ7Bp53H0za6w69hVdtqFYOD5Aoe7eVjdKUTH8w1zLe8w2TSYyYeDmW0RxoqTUehdTsY24jsbBCQ/TT5I5zVnWHziNZu8U6k9aJ/k981iJgY0mnOKVss8aLrwDO3WeNNr2xV6brvMb4fD2XalgGWn3tFztTt9pWoN1kOlwxpqD5So2mUDGm1XCESWUanFPCo3n0EV5fL+JmIiSqd5nX6oVO8uhtu+YpzSj85HOaBVXDSpHNj+BMj/WRHmL9fC/NcA5C/wUFVM468A+T3G/CcBUq1GcyprC4jk96yY/7TSTz8WTKpUB7UqEm+qyvvI69dp+SvD5uxio1kAh8+/44BnDEsOhzJK5wK/brpKz7WBtJ7vQ6Mpp6k37jh1f3Og9jAL0VcTavbdT50+26nTfR11Oy2iQafZtOoxkx6/zmXwmEXMnrIImy3b8N6hS8Derdwy2s79g7o8Ml5PxIHFPNWbwYvdE3m9cwzvdowidttI3usM5936wbxc2Y/nS3sSubCDAKUpD+c24O7Mn7kxuTZXxlTn/IgqeA7V5uygqtj3qIxF50oc61SZgx0qY9CmMvtbaLH7Fw22N1Vjh0Biu0SEbWIreg1UONZaHZt2Wti1rcTpLpXxG1iD0ImNiJrXjFvjqnNluAoJm+vz7ewQ8B7Kt9M9yXPtzQe3fiR7D6E8YCwFHoN5d0zM42gTXjq2JtqtEx9vDKZAwEHOZr58XM67C/2Ic+tF+okeFJ4cSKb1IPKPj6fQZQYfrcZxV28Apxe3lQjXmD1jurJ3ylj2zFmKs5EDF52vsXvTUcaMXIKzy1Vevs3i7qOP7NV3pnb9QUybfwBDq2vssQhkm1UQ6yyuSYT5iNPjUvQvx7HG5TFLne6xTGqB7W1WnHjAsbAsTr74ygyz2zSZbc4o/UA2nktk2YkYqvfdLSDYhEpPORBMcqD5Ei/qzz5Dw3mudNoYQJfNV+i35xZLTiei45vJqD1XaT/fke7LnNHusw2t7puo1lsXNTGQGt3WU7XjMqq2m0+VVrPQbjYBzYYjUKs7EJVavVGp0QVVbYnfckBThrRrqEtJnP6xkv8P8/inYy4EIv9q40D+7Xwg/9UAqYgpCgCUKxabSUNXzsb8ZwEi+6sLJDTlMWVMiLJchNKpWrUZmrXb/ACUVit6jFvHpmMBuN4r4vjtUlZZPmXIpst0XeZL69lutJ7lTnOxjcYTTtJknBNNxzrQWOJKw19NaDRgH4376NCo61JadptLt94zGT58FvPnLGPXFl2sTQzxsTLhnr0RUba7eWa9leeWG4g2X8mbY4t4f2S2KP1UEkzGkWg4mmSDUSTrjyJJbySJu0bwYdswYnXkqL+5D2/Wt+X1mua8XNWMyGWNebigIWFz63FrVj2Cp4uhTK6L/4Sf8B1bF49RdXAZWgOnAVWx7qOFRU91jnVV5aBYy8HWKph3VMO5d3W8fv2Zi8MbEDqhGRFz2vBkVlMxHrGcPioEj1GhyLg1uA3k2/EOfD3ZjiK3HiS59iDNtReFbv3JEKN4daAeL4wbEOPUgfd+A0gOn0S+gONrli4F71fx1HcQL5x788KsE/EW/ck5PovP57fx+cJu3ljNx2fDAIlx3TCZ1Y+9M0awffZMti1ag+kec66ef8xJJ7GHubuwdgrgyass3iZ+xvN8BJ16zKZRm3HoGnpy1PUBG4/4s8DAgx1nw7G8k4HZnXT2X37Hrguv2O7znJUnw1h18i7mYRlY3sti0DY3Oq08LmCJYKdEkgkmd6ncWwDSbQcq3fdSZYQlTed7U2+mG7WnOtNqhT9dtlyn+/YQRhg/YfP5HBbZP6PuOCN6iMW0nmUlEXYbVcVAtQUkNXtvolbPtdRQpoFsPx/tFlPQaDwalXpDUPmpP6q1e6Be7RcqVaqOVqUqVJI4raGu9f8HyH8YIKp/hUd9afw/TuP+LwOIagO0tFuhXaWtgKSZ7POL/GHkNZWBZDU60rbvLGatt8DcOxqby6nsO/uReSaPGLo5hLYLLvPThHP8NN6Tn0edoO5gc+oNNqPFb3Z0nOhIhzEWtB1qSPtBO+k6cCMDh65izozN7Nc9wBkLC264HeeJ/0miAxyIuWRBnJ8pid4GJHnuIclNh9Qz68h0WUbeqQUUO88l03IsSUaDSDEcSOK+/nzY0Zu3W3oSvb4bz1Z34dmKdkQuaEzkvPo8EWiEz/pJ4k1tbk+pyc2JNbg+vjo3J9XmxsQ6XBtXi8ujqnJ+aGU8B0rc6aOGSy8VnHqoiKWocKqfJl7DahE4sSn35nTg6dIevFvXX6qvvEZdgidW59K4ytyeW5UM0658dh1Knn0Xko41I9WpDakSR9Kc2pJl24bkw814t68urwwb8N5J9rk8ksyn8n9K1aEkazfpMet5cmEUj8Q8Hh/pQfThwRS5b4HrdnwLsuWlwxZc1/+GxbIRmK+bzrY5E1kyeQprFm1Ab5clAQHR+Pi/YNVmS2xP3yIkKo0XcZ+JiC5CZ9dJajUdxuy1xzh4KpSVRh4sMvZgvUMw+/yeY30/A5vwTI6GJnHwxgf2yuvslccPBX9A1yOSX7efZdie86w585q9ATn03nQe9b56qPYzlDJGfeAx6k13p+40d6qNP0WThX502HiTLjq36bk9lFm2b9h6Pp2+mzzQHrqLPuvO0m3pSYlAa6g5cAe1+utSt58OtXuvo3rnJVRuPR11ZR3dBsNR+flXMZE+aNZsIdG6prS1alSuVJVKYiJKhFFO4/6tcf4tJii3pf7viDDyYn8HEGW//2eAqGs2Q7mMX62Ssv0BkIqpD/8BIGoKLH4HiIaUulJy/4/9KgAiz1XWldHQaCXwaEelKu1Rr9SWug16MXj0WozsQ/AIyUb/1Atm7w1m9OZrDN0SSodFQdQe50e1sRcFIgH8Ms6V5kOP0XSAES0HGtL2VwM6DdrLr7/pM2fBUfmin8LZ2osrrud5eT2QnMibfH0VxNfnvpSGH6cgzIqyBw6U3rOl6NYR8q7pk+e/lVzvVeSeXUDhmVmi9BPJsR5J1rHBJBn2IXZHF56LcTxe0ZwHi5vwYL4Yx8z6PJ5en4dTf+bBpDrcm1CLO2OrEzq6GqEjq3JzmBY3hmgSPFidwEGqBPRT4UJPFXy6quDWSQV3gcjFMdrcnN2QR0vbC5i682ZdP96u78/zFT25O6ctfqNrcVEgEjCzLrdW/sKHY0PJOTuRuBODeWHekVibVgKPFmRYNyXtcH3SjOuTZNCAd8YNibXvROrVMeS/WkV+ynZyM/aSk6RHzJ1lRLhNIPr4OJJPL+FLoAXfbnpSdOU0T+z2cXLjLKw3zMVpvw47Vixh1uSZLF+2jT37j+MX+IYLN+PZZeqDR+Bbgp+kcy86n4QsCLqTyKR5+xkydRuzNluz6pA3660vs8buCmscgzAJfsPJZ7nYPUzF5kEqxyOyOfMsj0PyOrMP+zPz2DVmW4ay1vU1uy9m0XqxMyoD9dEcegTN4Rao9DlEjTEnqDHpLNpjnak/15dWKwNpv+Em3beFMsIoHN3zaRKRnlJlyC7aLXTg1y0+1Bi6l0q9tlBn0C4aDN5Fnb4bqS4WotV2Nmq/jEdFYoxKvcGo1utfYcLaVX6iqnYNKmsp005Ku1H/sdjU/yUA+aP+gMQf9QMefwJE2effAkRV4KEYhnLG5G8AEVNQV0pd7gtgNJSL39TrSf0AiKoyyEwxFCk1rV/QqNLixyzuClAqC1A0GkgJlNQEUMq1LlWUOS/aye0GNG49hl1HL+EVmsVhjxgWG9xgys4gRm0JpveKawKPQNosvEnTOSHUn3mblrOv02m8Ez2G7qPfsN2MnXSAxYuOsVvXiVMWftz1v0fKk9d8innHl7dRfH99l++vrvH1hR+fo9wpf3yKkocOFD+wofyRDd8jbCHSBh6b8e2OAWXXtlJ0YTW5HvPFSKaTISBJsh7Be9MBvNjXjXDdloSsacDNJfUIm1ePe7MbcF9A8nDmzzyZ+hMRU+oQNbEWTyfU5M4QdW70l+gxQIUrUhcVgMj9i4M18B9WWaJOfd7u6kmi0WDSjIYTv3sg7zf35uXKLtyd/guXR9Tm0og6eA7WxmNkZcJWtyLFdgzZApBYp4G8su1CjHVLEi0ak2Raj7j9NSRy1SHtoNjHoQa8tWtNYsBw8l6KWSVvJSddj7K8o+S81eeZ3yLeeiymJMiQ73fcKL7mQ7KvK6FWh7BcuwLT9es5bmrG/p1GzF+sw5J1B9ik54TrlRdcfZKJqfMtXC6/xO9uIoGPU3mT/om4PLD1uE9XORi0GraKpSY+7JH4suHETeYe82Kn7z3OvsnmdHQGpyLTuBj3hcD47xj7vmSGgS8rnO6x2OkB693foHc1m4YzLVEdok/18VYSWZzEQA5SebQN2hNPojnaVkBygoYLvWi/MYi+e+4xzPA+8xyes8L5Db02eFF9pIGYqxM9V56lzjB9qvbZRq2BO6kvdlKzt9KxOq/iEn+VhmPQbDbux1KYtbpQqWpzKldpTCVt5axhbfneVpW2oSmldKD+AQgVaQt/gUYFOP742b9C/SNA/jYjmTR+AcefAKkuAPkxsOwPIPyov8JEKQUiYiVSCnT+ChA1VXmuMpBMwPDXi+n+NhL1dwtRJk1WLnKrLFVJQKJZ0achViL7VMygVUnMQpnpqWobKlVugZb8IapU/0V+70ZUr9YI7cry+srQc2ViIXnt1t0msu3YRTzv5WPo+Y6Z+iFM3neX4dvC6LnmOu0WX5MKli/BdVrMuUazmYF0munLr+MPMXPidrYsM8De4DghbleIDwmn6NEjyh6G8C3qBry9DS+vwlMBx5NzFD88S+5DV7LDz5ATfpKSx/Z8jRJ4PLOHF47w3EFuKzCx5PujI5SH7af4xg6Kr+tQFLSO/MsrSPOayUv7wYQeaMvVzQ0JWFqHwAW1uTarOsHTqhA6qRIPJlYmclIVnk+uxuMxlbgzXJ3rQ9W4MlyDqxPETBY349nOvsQeGUXOmblweR2cX0ah4xQ+7OnNs5WtJRo14+GURoSNrisWUwe/Puqc/1WTR8ubkyFGlHtyKO9tOvLAsBaRRnWIEVhE767GUx113uzWJs6kNm+P1CXatglvfXqRETWbr7l7BB7GUuYUJRzj1bXNvPLaSFGINZ/CPMm85MUHH29CbJwwWbGVHUt3Ym16lkNHPFm7w4aVu2zYYHKaE4HPufm2ELsLERievI7HzQ+cuxlL8NMk3hd+5U5sHiMWG1Kr+wJ6zjRgpWUwOq4PWONyjb0X73D6ZSIBqUX4f8wlILYM9wc56DtHscHqLstsQll6/IHAI4XdV1KpMe4Amr/tp8niEzRe4oLm2COojzmKxgQrVIaaoPKrIVWn2tFucwCDDO4xRD+U4ftuMN/uJWON7qAxaD91J5rTX+cSAzf5Uam7rjSkjTT6zZj6ylSHnVeh/stMVJpOpXqHhVRWYFK9L+rVe6BZrSvqVdvKQbGJgKO2lLa0D005aKpJW/kBDw2xEeX2H/Wj4f57o1b/q+s/DZB/rP8YQBQD+bGc5V8AoqEApCma8rgCD20p5apZBSCKlSh9JCqaYh1arahSs5PQuxV16nWlRh2BSaWGVKnSlBo1m1OrVnN5/VpUrd6Q4VPWYn0+Es/wAna6RDPb+A5j991noG4YfTbdofva23QQgLSZdZ42U9zpOMWVrlIDJ9uyaqnk7732hDhfJOHGQ/LvPSL/VjAZF91I9LAg67KD2MU5yu66UBLiRMENe7JvOpAZepLs+2fIC3ch77YZRaGmEmnMKH9iRXm4OcVhhyi5d4TvTwUkL235/txc6ihEH5L7B2VrKAaznbyQNaT4z+fVibG8sBxKpEEPHuq2IXxVIx6JmTxdXJ/nSyRCrG3Ji+VNuDuvDvdXNOWdySCKfZbC/b0QZShwk3q4h68Xl5JmMZynm1oTNqs2N8ZUJkgsJbCvGMygqlwbKLYypiav1rYl83B/Mmx789a8BY8MaxBl/BMvjRsQsbMaEdu1eHOgFrGmdXlmKnCxa0jMxb7kvlrEt/x9FGYbUpB+lKIkW1Iem5IRZsbXZ14S5S6QFnCe9+cvEeLgzpENJuitP4aDzTXMHW6ga+TJRmM3dC19sbsSRXBMIaeCX7Hf6Rqnr73H7UYMgc+SuB+fz5sSOOhxjzp9lkrDHEeD0bpMFRM5HBLLwZvPMQp6yPm4XG7ngpfEGauAd1he+Iihxxt2e71ih28Mh0JymXr0JlXG6lFvjhkd1rvRZOkpKinXyoiRqAw3RmX0YVRHH6LyBDN+We5Gf70bDNO/zZA91+W5TxhreI+fJlpS/bcjtF50hl7rfWk2zQ6NPrvQ7icWMmw/TUfqU7fvJjRbz0W12QyJMONQqSFRpkZ/1Kr3Rq1q54rvdMXlF2pKO1HmDPkBEI0/6g+IqCiNVoHHvyxA/rOTKv8VIMpWeez/DUDEQNQbCTjqCUR+FgOpLwBpKB+o0tfRTOqXiv005Ha9xr1QJh5SEUupVru90LylWIcSv+pStUZjFusc5eqLEo75S2Q5cotVjq+ZfOgpXTfcoMeme3Rfd4euy67Rbb4vPae70GusGYNGmzBfMq3pfn+CXcJ44RvKx4Aw0gJvk3LxMnEeZ3h7woyXdgeIttlFtHJ2xWYzT6028NhiPfct1xEq29uWG2S7htumswk9OIWHZrN45riYp45LiHBYQIzHOgrvHJTYYwdvlJJ4806AkuAEqSchSWwl1hJijsljFvIzU3iix7cbmwQOi8k+OZlki1HEHx5K0pHhvNTvTdi2tmIL3Un1nMH3qN0QZ8r3GIkOcvtbyAZyTk0gem9nHqxszO0ZNQkaVaki8lzuLdVLjav9NbkzSUxjY3sBSD8BSC8+WrYh+mgDXh5tTPTBJvIr1OGZ/k/EWbTgo3ULIo/VI+pES+JujCT//Rq+FZqQk2FCZsoxitNPUR7vyvdYH3gfTNGDyyQF+BPjd4XbJ3yw2mnNwV0nOO18j1MeURywDmKnRQC7HQKx8HvEtTdFeD9KRc8pGGcByNmb77kUmcjNd9ncTflG8PtPDFxxGLWuc9Huv5xmM/Yyx+IS+oEvsHqYiF9COUFpcO5ZIeYBbzHxesHx0Bzs7xdw+FYGh25k0GmFAzUnGNJisSM9NvvSbo0H9ec4ojXqEOqDDqA2RCAyxJBq4wUwq7wYsD2QXhv96bLai0HbrzJqfyjtlrpRQ4yl3mRrOq/wZJBOAD//dhitPttpOMqAluNNqD9Ahxqdl6HZcg4q9SdUTM+gVmsg6jV6oy4WolalvcRt5futzJcjB29lPIgCjN/h8X8tQP64mO4/BpAf86Gqawgsfl8H5sdM7JIT5TGN36tSpaZoaTdHs0pL1CpLpFFrIn+ANqKF7YXiv1CjcX/Wm5zl+PUPGHpFs/FkFNOPPODX3WH00L1Hn51RDNj9gh5rQum6wJ9e004yYoolc2YeZs8aa3zM/HgXEEnS5YfEeQcRc8aXaCcXnlvb8dziKC/MjXlurk+0+R7eWO/kw3E9klwNpeEeItnzIB/PGvL6pB4v7HV5Zrma8IOzuWc4hfDDM7l7cCpB+r8RemQyb91XU3LXhO/PJM48M4fXApKPAo/E07J15pvYSfnzI3x5dZAvL434EmVA+f09FErcyfZfSYrHAuJPz+Ld8UmSikYSYTuc1+6TyA1bLY1WYJOgT8nrbRSFrSLbfQqvjXryYENTAUhDwhfUI2R8NTEQiT19VfDtrIJ/LxVujq1C9OpmpB3qSZ6jWIhTdz7atyXGpi0vzVoRZdKItxatyXTtQ/KZHjyza8UL9x6khM8kP16Hz8XHyM44RlqKDWW53pAfBBkS92JukHPnCh8CAoj2C+TGqQvY6Z/EzMATd7dI3C/GcsQ5HD3H6+iduMlBz/sEvMwnKKYIE9d7nLmVhMedJFxC3nDpZTpXJN68/AQmFx/SaMI2ao7YQMv5RrRaaMI822BsHhfgE1/GXTEVt+f5GF94jnmgWMj1pAqAeLwF11flTDS8TLe1Z2g404Imc+z5ZeEpqdP8PM2emuMt0R59DNVBBmIZ1mKsAfRef5FmsyTqzHKgvRjJsD03GbD1Kj9PsaHWODMaTrWl9zpfOi5w5ueRRjQabUSdgdup3GkZdXuto2731VT6ZQZq9X5Dvc4Q1Gr2Q61GTyrV7IJ2zbZUUi7g1KghB0VldKrEFSn136tiGQipH/OGKPU/mDvkv6j+N6wL8z8PkB/9IGIYElNUNJRSLjz6RaDRVADSiMqaP6qScjpXdK9m3Y5UqdVRXuMXVJTO0jo9adpzJgYnb3NWIst+n7css3vMDPMIxh1+xoD9Yh/bI+mx7Tm9dSLosSyYvnPOMXq6HasWWXF8nytRpwPJuXiD4gtXSHf1Is7JlbfWTjw/aim6fpRXx46S4GhDjtsJirydKbvgzNfLp/l+3Q1uecCNs3wNPEGxvw25XkdIOqXHW8uNvBEzSTqzg2wfPdK8t5Plv4vye4cpe2BKYagBxfcP8inSgu+vj4s1nObLi5PkP7Ih9bYR765ukFpD7OW1vA9YT/zljaRc0yHz+nZyQnaSHLielOtiNI+28yVGn+/JRmIx++Xov5XCN2spDFtYcSXtK7GTcAFI+MpGPFxYj9sTqgpAVLmidLiKhVzqp8K1kSqEL6xJ3L525Dn0J/dUP+LsOvHauh3PrNoRJUbywbmXfEajSfEbJp9Xd577DyPl6XKyE/dQWmxHZo4jGRmnKS8KhLJwyAonK+IKyaGBfLh2g2cXbhLkcgV7E3fMTf056/Gcc5cTsXB/zv6TYeg530b/7F18n2ZyJ6UMu8AYPB/k4BuRx9kHCZy485azEUncyftCSP43Ru89SYOpO+mjc4IeG07QerEV820fcPbtF4JzJMK8K+JIUCxWt95jfCmaQ9cScH0JFncK2HAmmnVn3oqZhvHrjisVs7ZXG3MMtUGGUkYCDyNUeutRe5QFPVaep8sST+qOtaCaRJb60+3ps+Uyg3ffpNk8Z+pOskZLbKXBZCv6b/SjxVQr6g7ZR6Uua1Frt4SGA7bQqN8mqrWZi0ajCaj9PAK12mIhtfqg/VNvavzclSq1W6JMifljmLsyydCf4Pi/EiA/zsT8xwGiUklgoClRREOMQrN1BUw0NMU4KuDRgCqV6lNFqwHVqspjVQUwAhyVqh1Q0WpPi/6LMD33DN9nX9nn+5GFNpFMt3jK2CPPGX34jQDkJe3WP6DtijB6rgpl4MIAxs0/i84mD3wsxTTOhZJ17qI0GidyHSzIcXQkzfYk8ZYOxFvJbUdnCt08Kffx45OfH2V+3pSd95TykNuufLrgwreLzhDgAldke+0034LlZxdPUnzeji9XHfl+w5Gya2YUXjai9OZBsq7uJf78FhIubiP12j5yQo9QEG5D3n1b0kLMSb5hTMbt/WTf3Uf+A0OKH5lSHmnO5+dWfH1hw9eXNmQ/OEDBk318fX8Y0iTypBry6cMWsqMXk/54Jrk3p4mBjOP94T5EbG3JfTGQ+/PrcmdqDW7/VplbIzW5OUKN4BEqBI1RIWSWJk916pN0rAupdj15YybgMGtLpG0Xnp/sRbzvSHJvTCclaBJPfYfxIngySa83k5FqTGHJKTLzzpKde4HykrsCkOd8znxK/IOrJN2/TeKdRzy/Gk6Q+y2Om13EyjwIF8+XeFxNwc43BiPXR+x3vc9+9/u4PU7hXtZXvCNy8Y0s4vyzYtyfpGN14yU2t9/gHZtPWCnYRiQwdM8p+buaS8xwovsGTwGJN4vtH3Pm9TcByXc835VgeTcWo6svZJuNbXgZC63vMuNYCBvdYtkbkM2eywXMsHhG/23XaDD9OGr99FHtuReN/obUG2dDu7lnaT71OFWGHES1/z40BhtUgKPb+gu0WnyWFgvOUG30UX4ab86ATf60me1Ajf67BCDrKgaXNR60lTrdV1G59WwqNZuMeoPRqNYZLCYygKoNBlC7cV+BSEeJ5UofZBWxEE2JCBJlBBR/rX/xCNNXAKKMFFXG6SuNX+lM/bGQ0Y8FmxVI/P74v1v/CYAoQKjUugIIKpXaC0Bao6nZXADSGG2lo1QAUlUAUrtWS9S1ZP8qsm/l9nQcuhpDtyicwvLY7v6WBbbPmOP4jsnW7+i/7yHddO7QS/cRPdffo9viQIHHReasu8q+fTe4ePIxMf7PJX4E8t7ciniT/eRbHiTbzFzaox1Zti6Unvblm+81Pkuln/DkqYkld/YacVfPkPt6Bjzcr89TY33emZmQ7mhO8Vl7yrzPkHfOQ1TfhXf21kRbm/DMYg/RttuJO7Ob/MsmZF7U4727GIrrWl66rhOI6ZJ4cT/pgaZkXDtKdrApZaGH+HZf4BBhDc8cpU7w5Yk9RffMybptQnLwHhKD5Hk31pEq8SX30QqKniwi5+E0gdBvpPoPJ/30cFKsfyXGoCtRm1vxeHlTHi2QKDOjDncnaXNrjCo3x6sQPFGFq1NUuLVUi+d6Tflo1lkA0pmn1t2Jdh3Mh0sTyAqdT2HEajIfr+Bt2AJiI9aSlmRMdrYdeSUepOf5kpUfTEnxE76WvuVzXixJL8RCXkaT8fwdr8NecvPCI5wdbmJjG8ZJzzecDUzneEAiR31fYXwuCiPvSJwfJBGWAUEfv+EVWShAycX6ZiyOD+I5GZmEe2wO51PLuFkGG33u0naVJR3XOtNrsz+/7rpJP93LzLJ4iPtHuJD6DadnyVg8+IBH7DesH5WJmd5ipL5ywZ3sZxXBZp8MdC/ksSOgmIVOHxiw7QYdlvrQcZkvPVZdoOsyH5pOdaLWGDO0h5mImeyq6CtpMOt4xWzwrZe40XjmcX6ZfZxuKzzouvQMdYcbUKnbBur00eHnPpuo2nEJWq3notViGuqNxqLykzKx1K9UbzKEus2HUKuhshiVMvGQshSItkBEGRuiwOKfNd5/hVIA8tercf+7AaIYSCWxj0odpcQsNNugXqkllcRCtCs1qgCIApIaNVtRo25n2acVrfsu4OC5F7g8+syGUy9YaPeMRc4JjDWPob9+BH13P6Cv7j36b7jNsHU3GL3Un6kLPTDUv829S2kk307n2clr3NO35N0RSwod7cm3NifzmDW51i4UOXmT4+DF+yOnuL/rGJfX7sd72U48l+3Ac/l2zi3TwWfZJvxWbCBg1TqC160nZMMGbmzehu/6Pbgs34HF9CXsG/Ybe4f0x3bOaMKM15J94SjlN63ICzAg3mMzr06s4OXJVXzw2ErmJUOKrh+l7KZUoCGfg4z5fF3s4+YxSm5ZUHDjGFnBh0gLMqT0oRnZoft447uAaM9JJF2ZRuHd2RTcmUjSpQG8d+1JivOv5Lr8RobtcGIP9OLFpo5ELPuFOzNrc22MOpeGqxAoAAkUePhPkkgzW4V7W+oSc6QrHx1+5a3LSIHHdHLCV1P+ahtfP+6n+MN+Ut7sIi3BmIKC4+QUinkU+5OSc5mMvDsUFD4XC4nnW1mGxJv3FCalkvcxXYATT+i1l5w9HY79iUec8orl7LVMnK9nYnM1HtMLLzkc8IKT9xK5lYpA5Dtuj7I59SCD01HZHH+civ3jeCwfveVqbhG3v4LVs0xGGvvQef3pCoMYsieMobtDGSkHiN0B7/ETELknFOMck4V38je2+L5juP5FfjsYxGjj64w7cpcxh+8z/ugTRpo8YIplNItdkpnn8JHJR14wzvAJI3bfpfe6AHqsvUjbZZ5oDjVGbZgR2hJnaoyzpP40RxpOd6LF3JM0n+XIr5vFTKZZodFxDZodVlKty0qqd1lBtfaL0Wo5E/XGE1CpKzHm56FUazaSeq1GioX0QaOKtAFlvJTY/I9JuX6YyL8mSP4BIJ079aayVi2BRdWK0tKsIdtq8p/4MW2ZupoA4e9Gnv7b+vuBZH8C5J+NRP0xXP0vkypXWIhiFQIHLQGIqjJYrEXFaVxtrcbUqS1GIgCpVrOtRJsWtO09G6Mzj3B78oXd3vHMs45ktv0bpjsmMNr8A0ONoxmu95ihm2/w6yIvxi10Y/U6X6yMQwk5+5abdne4fcyfCAsfsQQfEhw8iLc+ycejdhJhPMh3PE/8EVce77biyioD3Obt5NSs7Zycs5MT83ZJ7cRl4U7cluzk3JLteC/ZwrkF6/CcvRLn2eswm7WLveN1WdtvDsu6jmZlt4Fs6N0LmzkTeHfqIGVBjhRcOkTO+X2keejy0XktMU4rSDiznuIrBtJ6zPl61YQCn33k+e6n5IopRYFHyAwwJv/GUYkyJ+ClA9m39/DGZwFvvKaSenUG+SHT5efjyA4cRqr3QNLODKXYeyp5pyfxwWSAWEhHHiz/hZDZtbk8Xg2vYSp4jRJwTBYLWaxO6IYahO9syusjvUh2GU/axflk3llDcfQuvsYb8TVdwJZpQV6GRL0cef/8MyRneZCSGyDwCCW36BlFJe8pLU3nU1k+ZYUFlOcVUppZStK7XMLvJhAQEIun3wdcLybhFVLAmVs5WFx8h9W1WCyDX+P8KIUbApA7OWIQr0txjRR4PEzleGQqDpFxWD58LTDI5vaXb/jnfkfvxkcG7vKh+3pvhu8NY9KhJ8yR78OS4w85cj8Rr9TPeCZ/wvZFEWNMrzLMKIDxZqGMMLnBEONbjDrygE66F2m6wp1W6/zovTuE8eYv5WCUwsITifxmEkH7Vb5iOFeZdOQpvbZcpcViN1ov9aCeRJ7Ko45Sa7w1P0+2odkMB/qvP8+g9V5U6bkFldZLUWu5kOqdVlCjs3KNzDwqNZ+OSr3RYiK/UbnxKKo1GkLNxhJn6naR77xiIcqkQ8pMgJXlgPvjYrsf9Y/zhfx31r8BSC8BSE00NZQ+j6p/u/0DIP8cGP9Y/28B8ufVuAIQ9WZSLeSxVqhJhNHUliij0kRgoYzvaC929Au1fuqERqUWtO89nb121yUjf+ZwYBaLxTxmWEcz0eo1I468Ypjpa0YaPWP4thCGL/dm0sIzbNrgxQnT24S6POXRyQdc1jtLwHZHIo75EO9ynfcnL/PK1ocYOwGHnT/vj3nxZO8Jrq47gudCfYGCHifm7OfkPEOOzzfEaf4BXBYb4bbCBK+VxngvP4DHot24zd2K4+ydGE43YtNYfZYOWMvSvgtZ1Xc6y7sNYe/wkQTu2UKalw2fgx35fNWcQr/95HptJ8VlDa8sZ/LecREFfjv5FGBEsb8RWd77SPHcS9YlY8rv2fIt6jilkbbk3DMi9eZWkq6vIf3WCnLCJL7cmiGGMr4CIrlXxpDlM5YS/5nkuE0j9shQInd058HaNtxa+DOXpmni+ZsK58U+bqzQ5NHOOkToN+OJYQdeWwwh1X0OWUFryArXpej1AcqTjgoIrMnPsSc797jEFVfS8jyJz/AhJSuI7LyHFBS/paQ0mdKyHErKigQk5ZQVSxV+k7hTwpMnaQTdTMYvKBUPiS9+d0vwvFeA9eVY7IIFIjde4fw4ieC0L9zNh2sJX3AXy7C9H4fD4wRsHr0TA3nF2Q9phH35SqhYyJm4T2IMYfTX8RZjCGWWeQSLHZ+yzv0Ze66+wSE6hatFYB5ZyjSbO7Re40T7jWfoq3eJAQeCGXroLp22X6G5NPyma3xptfGSGOw9xlu8YqLla0aZRjLE4IGYziOmmD1nlNxuv9KHTmsu0FsnmK7rA2g6xxmNXrupJhGn8URL+q5yo+t8e6q0WIRKk9k0/nU7dXuvE4AsQkuZeb/xeDSbTkCryRgqNxhKLYkyNRuKhWhLG6iYeEuJMsp6Q9rSHrXQ0FBA8gMgf3/J/39X/RuA9BRoKNahRJYqaFf+cVvpFf4xf8H/U8kL/WcAohiIclZFRVlYqi1Va3cTkEiEqdyGSlothcy/UKlKW2o3G8xuyysEvfmM1fUMVjg8ZZ5dNNNt3zL62EsGHohgoN7DCu0ctf4SU5a7o6tzntPHbhN+5inRLuGEGHgSuu8MD4w8eGZxiRcO14lyvM5jyeaRTre4d9CXkF3OXNlkKzHlCC7zjDkl5bzwEK7LzDi99BguS4/itsqCc+us8FlnjfcqM7ERY9lXH6vZBuiON2HFKBMW/7qbJQM2srL/Upb3mMzG3qM5PGEKoQa7KAk4BaGufA224lvQQUov7yXWfg5Pj00gznkF6b67yRELSZdY81Fup1834dvLE3x+5UhiyF5irm0g+a4OhS/28vmdHp9eb6X42WoKIxdTErGQkvtzKQyeTcnV+WSdEzDZjiPaZBgRu3pxe+0vXFpQFd9ZKhK7tOXxRryzbMdLi668sOzP+xOT5f1XkXVDl6yHeyl4c4iSZBsKspzIzDkpxnGa1AIvqQtiIBJdskPJy3tKcdGHCvsoFfsoKiulsLRMbn+hrPw76RmfiHyWxc07qVy6mYa3/P38HxTjH1nGmTsp2N94g/WN57g8/kBQcjEPi+FW+hc8X6RxKjIZxyfxWNyNxuLBC9w/pHLn8xceAddLwDQ0gRnHrjHtcDDLnSJYe/oZO/zesf/aBzGWZALEZg7eyWWy2S06rDtFB4k83bedZ/ihO3TdcYXOOwJptOocPy9zp61OIP0MwvnV+DG994XRbceNCisZbvKIWfYxcrB6Q0+da7Rceo42y33osNKPrmv86bjYk5/HW6HecyeNxh9hsl4Q9ftvF4DMpFbPddTqtkpMZBmV2y1ArcV0KktpN59Elaa/yfd6JLUaD0JLGZKgIu1DIr8yHUXFSQ01LSkNifoCEA1lzpB/1qD/q0sBiEiDqrR5KZVOHbujVUmxD3lQyKJc6KPcVmbyUpbl+zGB6v+o/rMGIlvlVK6aUs3kg+xIlZqd0aomcUa9OWrVu6JSpSuLd5zkQkQpXlGfWX/8KbPNn7Dg+Ds5Wrxk5JFohho8Yeiu24zdHsxs3QB0dl/huFkYN08+5olTGOGHLxCy8yQvTH35IOCIcbjFY+sb3DILIuBwEP4Hr+K1zRWPtQ64Lrfk1MKjnJhvivPio7ivtOL8Rkd81jtwbrUNvhsc8N9ygotbjuO7zo6zAhanuSaYTjdhzUgDFg8/yKIhB1gycCer+m9gde+FrOk2iY3dhnF07GQemuhRft0dHntB+HG+3zOnJHAXWefXkeK3mXdeW/lwcR8Zt49QFGFLYZQlqQ8MeR+yg5iQLUQHrSDu/kaK3+3ja5IB35L38z1FT2oPX+O28fnlOr48WkXpzeVk+C0Q05pJrO1Uog+P5P6uLlxbX5+bOjV4dqQpCc5dSTjdm5iTA4iV6JLivZysgG3khOwjN8KYghgLilKPk5Ml4MhxJVHMI6nQn5TCQNKyb5KdE05h/kvKixIoL80WaBRSVF5GnlRR+WdKPn0lNbucqJfZ3ApPJyA0HZ9bYiD38wl8+Rn/53mcCH2Lw+2nuEbEcC0ph4hyeFDwDd+3aXi9zsTlaaKYyEscxEC8BCAhxZ8JFwO59xn8JaLsPP+IBdZX0PWMRE8i0V7/WMzvpnPmdREbXCOYfOgqO/0TmXz4Fj02utN/5yVGHbxLxy3+1F3gTJ35p6m/zIOWGwPotjuMnnphtN8WSMsNF2m/+Qo9BCSjBCKz7d8xRexk3OGnDD/wgM5iIK2XeNFBYk7n5V5UG2JAlYF69FnhSrd5dlTpshqVnydRueU8anZfTdXOApH2C6nadh7VWs+keotJ1GoxViAynGo/9fxh42rSTlSVSa9+dKiqqIp5KADRVOzjn59a/a+sf3Mat2OHbhUA+aElPwCiLMVXMWdjhYX8M2j8teR5/0mAKItLVdL6RexHNE4+RE0tsY8analStzcaVbozbLYhrqE5eD8F44vpLLePZrHAY6ZdDL8aPWKoZNUxhg8Zv+s6c3dfQ9coBGvLcHwdHnHN6jbXDHwJ2nmaRwfO8dHupkSGcF7ZhHDTJIAL+hdw17uA8w5vnNae4vhye44vseb4Ygucl5jjvsqaC5udCNpxmmtbT3Jpgz1XdU4QtN2FwG2nubDxOGeWWmAz8yBGE41YN/IAy4YbsmyoPisG7mJtf122DNzAVjGRLd2nsKnLUKwmzyDa9ghfHvjBc1946gwvHeGFNQX3D/L+6j7eBxuRF2nD948u5D47QuSllTw4P4/3d9fz9vZyPoavIvf1Ngre7aTg/U5KEvdRnmpA0cc9lL3dJq8n8ePuGtIuLyfJeynxrkuIcZxBxOHB3DXsSLR1Zz6e6UHCuV68c+3J6zNDiPOdR1bgDjKvHZBYdIji5+YUxzoIQFzIynYjMecc8Xm+JBZeIa0ohMy8+xSIfZQVvONrUSpfSvMoLyuuMJC8sjJyy0rILysnKauYiNfp3HiUwsWwZM7dSMT7jtx/+4lbcWV4PPrAabGLc8/eEpyUQdTn70SUfCVAYOH9JpUzT+M4/ugtrs8+cDE+kxu5JYQWfeJOyRfCir9yIjKG7V7B7PMP51BwDEdvJeMV+wW78Dwajz9A9T7rmWkcjL5/Gsvtohi19xqDJLq0XHoWlRGm1JpxnMZLztFs5XnabQqkw5ZrtFp3iZZr/em67Tq9dtzk1313BCCxTLV6wxjTKKZKxJl4LFqiTBAtF7rRY40fncViGow9StUeOnSeblkxpF2j6WzUm8+hatcVVOsuJtJlBTU6LqZ6+7nUaD1DADKRn5ory0EMQq1yazHyxtJWfp+rt2IOVQGHutrvAPkXHAeiAKSS5g+AKDD4AyY/5m1UTin9M2j8fSkzn//PAKTCPpStsvyken2qaTeXX0rpTGqKWpWOaNXoSdteC3G5lYD3M8my1wvZ4ZXC6tNxzHWMYbxZNMMORfKrHA1+23OTOXuustEwGFOBxym7J5yRI46b3nku7vXhjvEl0fSbvLe7yyurEEL1/Ti/zQ3vXV547/PDY895nDacwX71SZxWOXFypT2uq2zxXW9PoO5xQnc6E7L9OMFb7AjZdkLun+HGdlf8BSDOi8wxm2zIvjH70PlNn7Uj97F22F42DN7F5kHb2T1sB0ajd3Bg6Dr2DZrP3kGTOLloKR88nfj+4grfX3rz+bULpa8dyY4wJ+uJDYXRxymKtict3JA3wRt5cXkJb68vJeHeKtKfrKXwlQ5lcXso/iDm8mob6S+l4b/dS5ZUsdTXNzvID19PWvA6UgM2kOS7nvcCkZfHJ/Hi+FBS/UaT7P8rMed68PxMd6LdR5BweYWYhwFZN4+S/8CacoFa2UdnitLcycjyIj7bh4+5/iQWBZNRfI+8wieUFrzka2E834sz+F5awOdSAUhpiQCkhKzifLJLikjILODJmxRuPE4SgCTgcf0DnrcTBSDFPEj9wuVXKfg+j+HCmxhCUtOJ+vSZSAFPUGIq7vL4aTET16j3+L5JloiTR0hWEWF5hdwvLuZuYT7X0lM5ERGJcWAIpkHP8HxTKKD5zFT9YFTarUKr7XIqd1jFrwscWXH0IXs8Upl3JIJ+Yhz1ldX9F7jTae1luutIZNkRQrv1l/lp1mmqTXak/nxXWkpc6aEbxDSBx3SbGAbsCWXA7lDGmj5j3MFIRuy/x6+KpewJofsyN7R76FKr33bqDtyBdtfVqLVegGb7xVTroUzEvLaiU7V6+/kCkFlU/2USdZqPpW6zYWiKdatrKSOtpa2oKGdkfgwuU1XmTBWAqP1dlPjvKiXC/B1AulbMTfADBpXkttiEZK8fo+KUGKNZ8fi/XwpAfsSY/zmANEZDHtNUqY2m6k9oi4loVWuHijKvR/Xe7Dt+j1tJcPzeF/T8stjglsQ8gcdo0wjGHnvBJLv3DD5wn3G7rrLGIBC9ozcxt76H3dFQrPde4uQuP4JNQ3jhGMUr+wiijoVyS88Pv43O+Gx2JmCvF1cNL3BR/zwuuh44bnTj+IbTuKw7LnHGHr91NlzbZM3tLdaE6VhyV+rBDgfCdzsTKhZyab0jp+Yd4dCYvQKKrewetxddgcW2kTvZM2ovu4bu5sCIvZhNMMZ8wn7sZupzcMwq9EZMEfvZQ+6Di2IZweS/OkuSGEf6Mzu+xEq8ifMk/4k5L/3WiqQsIDNsPeVROuTeX86nl5vk57sgcS/E6wkw9pD1Yrc8V4/sV4YUx+hT8nIrOeEbJQbpknF9B8kXdXl/bjWx5xaQoHSu3phK8rWhvPXrxSuffry7OJGk4PVkhR4k9449ZU9O8u31aT7FuwlAvEnP9OZj9nlicy8JQG6RVfKQouJnfC6KgSL5AxVnQ2khX0uLKBaA5JYVyT55ZJcXkphbQFRsGrejkrlyLwnvWx/wCo3nxut8Hqd/JSwpl6CPCVyL+8DdrAwi5TWeFBcQki5x5+VbvF5+4EJMCoFxWdxMLiA0o5B7efk8Ks3hTn4S4WXpApFYrMNuY3c3mquJ3zG9/J4avXaj0XoD9bptRbPRAipJNRuoz+QtV5kv5rrE/DXTjaOYdfglc8zfMf2ofK8MIum4OoBq4+xQH3aM2pOdaCl20n7NBfpJRJ5m/ZbfDkXRa9sNqZsME3hMM49m4qEIxunfZcT2QHosPU3VPltRbbkIjTaLUG01H9U2i9Huvrbicv9qXZZTRaJM9dazqdJkPLWajaF+i9ES3buhqd1K2oS0kQqAKO1QTdqL6g+AiIn880b9X1n/AJAO7bugqamcTfkBhMp/BxDl1NF/FCB/jAH5K0CU9WUEIgIGBSDKWJC/AUSZMUzgoSzpUEk+sJqV6lGt0s8SY5pRvXYX1Kt0ZcDEXfhGfsX5YTkmgYVs8kxj4YkPTLF+zZgjT5lg9pLJVjGMlD/cfDna7D92i2MWtzE/chOz/Zex0bvCuYOh3LZ5StSJ10TZPee20U0ubDnH+Y2nCd7rzZ1DF7ll6CU2cgq3bR6c3u7LaQHJ2U2n8Fxnz/k1FlxafZirq0y4teEQD7db8Xi3A4/1nLkrsUgBiNOcwxgM38XWARvYN34XO3/TYf/YnRwWKzEcqYfhkD1YjDuI7WRTHGebYjtvP4aTVmCxci0vL3tAdpS0wSBSXp2mNMkbErwoe2pH6o19JFzZRMbNjZTc38yXJxv5GrWeb8/WU/JoBXl3llD0aAPl0WIdL8UcIg+Q9ng/Wc/2kP98Kxnh8tx728kI3UPc5a288V7Fx4vLyL69ksyQmSQEj+Jj0HASbk4g+fZiEm9tIeX2QfIfneLzC3e+xXjwSX6XwrTzpGac50PmBWKzr5BUGCpm8ZiSkpd8K34v8EiBkhwky/C1vJgSsZDckgJyy/Mp+FZCWnER0Qnp3I9OIfhRMn5hHzl/L57rb3J4nPmJJ/ll3E5L52ZKPOH5mQKPHNlmcDcng1upaYSKwYRll4idFHI9IUf2y+ZOVhYP8lN5IPYT+SWZkOy3nH36iMCELPzelDJsrRsqTdZIfNhI1aYr+LndOhp20aV2u81UbbeFX4YeoeeUEwxafoHphgIR01dMMRIQSI3c95g+m67TefVlem4Kov/O23RV+kJ0g8VCYhhlHEH7tRfpuPYSvbYEopxCHr7rFhPkezjH9BFT9K7TeJQRqs0XotpinhjIQlSktLquEoCso4rSodp2IVVazRGojaNa07HUbzUW7Vo9qFStLRVLlfwNINIOpeGqa2r8awKkU4ceP9ZP+d1ANNWVKPNj+vkfQ2d/QOTP+gMcyn5/nMZVSu5XQEQpZXi7AhBlSHxN2ae2PE+ZVEiByI/BZKrKYjsaytSEjcR66lOjcj1qVGlI9eqtxUA60qTdBOz9X3PyTin6l7LQuZDFYvdkZpz8yFT7d0w2e8FEw8dM13/MEoNH6B9+gNXBG5hJFDm20xsH/Uv4mIURbB/JbbtnhFlHcccsgmD9EPy3XeTSNl+uS7y5oechNmLN8YWG2C81x3aFI9ZLbbBddAzHRaY4Lz2E+0pTvNeYSlw5xlVdG65uc5Byxm/LSVxWOnBs1jH2jjrA5iE72D5xH7oTdrFv4n6OTDvI0XGGHBt5AJtxh7CfcpgT881xWHqUg/N2cHDpRkLPnOBr9mu+FkRSnhAA6RcoiTpGatAW0m9soSxKn6/P9SmL2E555FY+Pd1G5o3FvPedxttzU4nzX0hGyGay7u0kOWwH72/pEh8mz32gQ8Z9HTLDd5J+fxcfb+rw+spKPgQvJ+3uKj4EzSTmykRig6YRH7KIxLCNxIXtJvHBUTKfOVPy3pdPyf4Up10kP1M523KVlNwgUvNvk15wn5zCSMrK3vGlLJ5vpSlS2Xwry+VzWaEApJBCiTNln4oo/1pGXkkpcRm5PPuYyZ1XaVyJSuRCVAKXXiVzKzlXgPGJyOISnhTmye1cgUcaD3KSeSQQuZ+XLaAo4l5+MTcz8glOyeRWeib3crN5WJjJ88+5PC3L4F52Ig+y07mbWcZu17tU778N1Q7bUGmji8Yvq6ndeQtVWq+laT89fhmkj2qjJahoT6N2z310mO1Gx4U+dFzqT7e1QfTYdINuGwIl1lyiy4YAiTbX6LntOqNMnrDYOUViS5RYih891l+i++rzNFcWGpvhRJ+l7sw5EMak7ZfpNNWC2n3lvdstRb3VQjEhiSydl1K/z1rq9FhVMUK1UsvZqDYcj0aj36jdahx1mg1Bo3ILaRv1fm87v/dFKgdxdWl7/zKncf8CkC6d+lFVWyKGsvivQOSPZfcU8v1x3vnHRTzKxTzK48rPf6xW/wMUSgeqAhDFRJQOVYFKhYUoP1M+hOoCEMVC6oh5KCv1/yzQaIBaJWUhKGVV/sZoVxGIVJIIo1mH6jVao12jK7NWmxH6EWxCStA5n8oy3zRmeiYzyfkjE2xfMdHkIVN3hbB85x0MTJ7iJOR32OmP2aqT2G4+i6/pdW45PiLE4THBVuEEHr5HgEEol/RucXHnNYHIBS7ouOO11o7Tiwyxm7ULm9kHsJhtwpGZhphO38fh6Xs5Nkcfq8XG2K88jN2KI1gsOYzFUjOOLbXCdJE1BnOs2TPVnK3jj7J+7EHWTjJhwzRjdk05iNHkQ1hMPozjlCMcn3IU+6mHcV3lhNXSYxxarI/FJn38La3If/tQYsArSLnF52gn0gLFFC7MoCB8A3ww5tMbfTGMfZRG7ycldBPPPWfx1HUmrz0W8M5rCbHnV/D+0mreBa7jncSQj8EbSLq5mbSwraTe30b83c28C1tLTNhKPt5bRcL9VbwNWsCbK/L8wOXEXt/Ah9DdJDw6RMoLO1LeOJOZ6ENO+mUy06+QmRFIds5NcvLukJ13n7TM+wKUCD59iqf8UxLl5amUl2ZK5VAq4FDOxJRJfSsvFSMpo7i4lMz8Ej5mFRGVkkeoRJGrEmn8YpIISMggvPQz74BYqadiMPezUwjPSuJxXpqAIp2QrHRuZKYTnJnJ9ewsQvNzeFicT5TEpPffv/JO3uNVySfZgnPoO7rPM0Wt5ya0Bhmh1scA9R67qdRjO5qdlcmPdanXaytqDeeiUm8+3aY70XW+B7/MOEOD6a5oj3NCZcgxVAaaoDryMDWn2VJ/vjO/rPCm7+7bTDZ/KXEliiHbbzBmz22GbrpMveEHaT7GjJ/67aXDhGN0nHCUtmNMaDFSn1o91qPZegGVW82iToc5NO69gib911Oz+wrUlEv9m0xGRSykettJtOg2RdqcHFSlnSgrQmpUtKVKEvG1pf38OCPz3389zL8BSP/fAVJZfvg7QOQXVYDx9zNG/wGQSrKP7FsBkB/D3P8EyI8482eUEYAoF+j9bUj7HwCp/ztAGqEupV21EZWr/Ix6xfKSP9Os1QhOX3qH75OvmF7LY41nPIsEIFPdEvjN8TVjLZ8yzSScBXtD2bgrjIP7w7HZfYPjW/1w2+OPn0kQV81DuWYZRsCxEC6Imfjsv87ZrZc5s+kiruvOc26jFxe3ehCw3YUAXTv8NplzZecpAnafxVtXzGKdFTZLTDGde4B90/awY/JOtkzYyaYJu9k8SZ8tAgjdaUdla86mieasH2fG6nFHWTvlmADkKDumHsVAtmZSdtPFZmaa4zjHHJsF5pgvO4adrhVW24w5b2lJ3qu7kBvJp6RA8sIPknRNDOPiFLIfrubbB30K3+whLWq7NHwdnl9cwsOzM4g4PYvnrvMFIot4572M9xdWEXt5DbHX1hIXtJHk4C0STbbw4dZGXt9aRfStpby+u4KEJxvIkHiTdH8DiXc2ibVsI/neXpIfmwg8LEmPcSL9gyupid6kJF8iNTVQABJMdlYoOZl35fZ9UlMEIBny+wo8yj6lUVaeIcDIoUzMo7SsWCBSKrdL+VxSzufickoKy8jOLyc+t5xX2eU8ziojLLOEGxkl3MqT+19B8MlrqWefP4l5SDzJTOKBQCSyNE9gkcedPIkuWRlcF5jclGhzLz+7wljey/4Z8ryPnyEsrhBdmyvUH76ZygO2UX3EYVT7HkCl915Uum2jcs/tEiG2od12FarNFqHWfCm9556i9zIfWs3zoNFsT6pNOoXqKCtUhv2YpazWTDuqTrFGdfQxGsx3pY+AY/DuEAZuucaEfWGMlfu/CDw6TbOjydADVO64HrVWS6nTcwtNBu2i1cj91OwmUarJFGq0mU797kto0Hct1bqtRK3NAlRazBI7mcFPXWfTtOtEaRsNpY0o61RXQ7PigKyJpjRYpW3+AMg/a9T/lfW/BSDKf/SPvpA/AaLA40eJgajVFgOpKx9OvR8GotkIDc0fBqKh1QCtqhJtKimLcDdh6qL9RCbBqZAC9M6nsNojgcXeqWIf7xlZcbXtY+YcfMjKA/fR3XsHEynzbVc5tesyl4/d4brdQwKt73LhyHU8Da9yerc/x7f4YrPKQ+LJWeyXuHJ61Rn8BCDX93kSZuTOHeOzhB89z/2jF7ll4iumIvtstueoQGTXVD3W/LaVRcO2MHeoLgtH7GLJbwasnHCI1ZOOsW6ytZQN66U2TrNhy3QrdkyzQH+GOaazLLCca4ndQhuJLnYcmW+K4xZ7nPUccdIzJerqRYGHRJjUEHJenSYj8iAfry8RO5hG6qNVFL/XI+v1Dj4+2cSr26sJ953DPdcpPDw9najTM4k+O4c3Hgt557uM2EsSTa6u4+NVsZCrGwQgOiTc0eXDvc3E3F/Pu4frSIySePNiu7z2FlLCdUl9sJO0h/qkRZqS/tKazNhTZCW4k5V6gezMYPJzQgUADygtekxJfgQFuVHkZT2T7Vs+l6byqTSLTyW5si3kU3EZZRJHyoq/VNSn4q+UF36lsOALWflfScz/TkwBvCiEyBIIL4a7UuGfIOLrd55+E4B8/UpESQH3M5O5k5ZAtMSgZ+UlPCjI53a2xBcxkRDZPhCARBblEvO5jDQFIOVfxWzy2O54lcajdKn6604xEP2KdV9U++xFtctWqvXZRfWeW1FtslAAspg6vbfz63JP+q/2p/1iH5rMO0e1yc6ojbZBZcSxCoBUm2pFjRn21BBTabrEk94SZYbKgav/5quM3nmTIRJjtHvsoIG8V2MBSNWum9HqsIY6vXSo3WMTbcYY0GTwdrRazaFau9n83HMFP/fbSNUea1FtvwTVNvPQ7jifBr0W0kwAoloxmbiyKH1VAYjSpjQq1nNWFqL60Z3w/0kD+RMgFf0ifwWIirKEpHImpo7c/7mih1kBiLqGslxD44pZ1lU0fq6AiIpmQ5q1GcGpC5Hcff8dm6BstnklsNYrhUWeSYx3fMXwww+ZYPqAxaYP2WTygD36dzi0NwTbPdfxMA7hms0jAu0e4Hv0Om5Gl3DRu4C9jgfmq05L7DjN0YXOWCw4yYkVzpwXgNwy9OXhMV8iLWV79Bz3D3sRZupLkLEX3ntcsdvogP6iY2yaZsjicfuYNWofc8YYMn/8YRZPNmf5NGtWz3Bk7awTrJ91kk3yRdsy3Z5t023ZPdOKA3OtObTIFssVjtiudcJ2gz2ndh7n7AFHHvpeoTT+FXmxt6Th+lGQfI6st0fENNbyNmQecY9XkRGzg6Q323j/dBOvw9fz9MYyIvzn8cxnHq+95hPjtZD3PkuIFwNJFnCk3dQV+9Al/prSB7KX3GcGZL8yIPXlXuLFPBKidEmM1CUufBPxYjSJD3aQ8nA/qU8Pk/nGjuz40+SmepOXFkB+5i1KC+4LIJ5QXhxJaV4URTnPKRbglRXG8aU4QyAh8CgqpLyolE+FnwUY3ygv+F5RnwUOkmTIF3Ck5XzlQ9Y3XuV8JyrvO4/l8ftSIbnfJJZ8Eqso5V5hORHln4kolRiTk05YSgLPBSbPS4t4JAC5m5vDnZxsHuTlEikR5mV5IR++liPHGl7ll/IgpQiLy0/pOteYKoO2iXlsr7AP1T56qHffSdXeO6ncdRMqjeXI32QBXQQOI9ZdYKDS17HCn6bzvag+xQW1MbaojLZAY6wZVSZbiIU40mDhWVqu9GWAxJixxo8ZtuOWGMgdfhOgVOq6FZWGC8UmlqLRbo1YyBqqd9tI9R4b6Sgxtv8CaxoP2kLNLmIfAzbx86CtVOm1AdUOy1FpuxDtTgtp2HvRnwARA9FQ/bcA+dEG/xyT8d9R/3Q+kP8cQGT7e2fq36oCHv8WIMr57YqFswUgqsoiUAIPNa2mYh6NBB5SGk0ZN28HT1PA/W4BZoFZ7LyQxiqPROa7xjHRLprfDj9ghgBkzZFH7DgUjqHhXcz1b3P60D38LB5xwewu7geDOLXfj5N6vhzf64vFxjOYLjuB2fKzHFviguViZ06scsF3uwc3jXx5cMyHCAsv7pm4EGrkzO2DbgSbeHH+gCfHd57BeN1xti6xY8VsK+ZOtWDOVGtmTbVh9lQ75k2zZ8F0RxbPOM6KGQKRaQKRqSfFRBzYONOGbfNt0Fthx6H1x7HcchKHbcex3WxGsIMvZbGJfLh7FccDCwkJOADfbpAea0rG6518eLKa2KfriH8rjT12Kx9ithL3VmJM9DbiHm4iKVSBxTrSg9aTGbSBnBtbKAzbSUn4fgrDD5AfbkDpiyOUvbegOM6M7Fhjkt/okRi9h8Tnu4l/tI3Eh9sluuwV+zAm87VEqbhTFGecozT/EmX5N/hcdB8+RcHnF3wteUZ5/lM+FbzmW1mCPJ7J16IsvhTl86WwhM+Fn/hS8JXPYhif8+XHUl/FMkQeyM2DhIyvvEou40lSOfdSPnE74wvX0z8TkFzE+bhs/OLSCUzN4m6BwEIA8iBPbqcnEynbqPxcIgQgjwsLiChWjKSUl19KiP1WSvz3T8R9+UREejZ3E/NwvPmKASuPiYHoCDx0UR2wHxUBiEbP3Wh134Za+zUVDV1NavR6H0ZuukTfNQKQlZdpPM9b4ooLGuPspWyoPNGKqpMtqT3LkSZiH23X+jN4312mHn3OiF23mbD/DmN33aJSF12JI2sluiynUod1qLddgXbntTQcspuBSxyZtsOXrtMOUVfMo8nwPdQfthftPrqodFxZARCtjguo/zcDkfahzEUs7UhT2pq6NFhNZUj7/3cB8nt/x18A8nfwkPjyAx7KrOk/AKKiKbZRSUgrAFFmp1av1kruN6Va7W7sNPPgWRbYBKZicjmdPZezWXr2I7NOxDDF5jlTzZ6wRErH7DH7TO9z2PgODgfv4Wn5BB/LhzgbXsN6pxeW29yw3eWJzQ5PTNe7YLL8BBar3LFY7orNijM4b3Djwm5PrhuJcRxy594hF+4YORBm4ECI8SmuSaTxOeCO4y43jDecRnfFKVYsOsm8+SeZJbl5qsBi0lQnJk12YPJkO6ZOtmfOJEdWTHVhlWjwiilOLJP8vHKhLZtW2bFvkxNHtp3CZpsDl455kROVRPHz17jt3ciSIY2x1fuNr4XnKc10oCj5ICnvBCKvdfj4cTvxSdLgpZKT9pKdpE9urB75L3ZR9Gg7hXd0KAjRpej2dsru7uHTQwM+Rx7iW7Ql397Z8TnejqI4SzEcU5LfGZISa0TmexOJK4ZkvDAiO9pUEpQ5+e8dKU5xpTz3vJhDoFjFTb4W3xNYPBbTeExx1n0xk3uUZD7jW6kA5Es234uz+VZUwLfCUvndP0t946sA5KvAQwHJtzIBiFRWLsSmlhEZV8DdD3ncissnKKmQK1J+Ao9z71LwiknEPz6JG1mZApG8iohyPzuNx5lpRGZn8bywiJefynktEeftd6lv5bwTQr0qyuF5biZP0jK4n5zP6XvvGbfjOLV/24lKX4FI352o9tqLeo+daEpDV2m1AlVp6HX77mDG7iCGb7pIb4kwnVddpsHcc2jL305zvCOV5W9ZY5ojtabb8ZMy/8eyc3TadIVRYh8zLV8xSDeIIbqBjNhyFa3Wa6ncaRM1+mynwZD9VOutQ42em2kx1ohR68/K+/jTbeYxGgzeSVOx13qjDNDuJ3YkpqIiMUa76yIa91tE067jBR71USbyqqRamUrS3jSk3VVSU4ZS/GiL//31vyHC/ADGH+D4HR5SFRcF/QNAVCoA0qgCHKqVmqGi1UwA0kZ+3ozWXSdz4sobAl5+xeJaBrt8E9jsl8pan1RmSHyZYf2MhVIbbZ+zx/IxBqZhmB8Kw9XiMV7WT3A5eBuLnX4c1hHT2HoW8+1nObzZBeM1JzGWyGK2yg2LFWexX3MWV51zXNznxXVjTwHGGW4bOhF2wIa7B6wIOWDPFf0TeOx1wXbbGQ4IgDavdGGFGMz8pR7MWOTJ5LlujJvhwhgxjjFTjzN+2nGmTT3FwqlnWTjpDLMnH2emAGS2AGTZGju26RzngI4jbge9SLsv0h1fQpTdSQzHDmZ1r5/ZOaExL65shcKzfMmxJjvZmKR4PZLT9EnJMSA+XY+4xJ2kJu4mM2YnWU91ybq3kfTrq0m9vJK0S2vIvLKB7Gu65IXtp/SpBeVv7PkU70RRoj1Z8VakfjxKWtxRMuPNyPloLiAS64ixIldAkxPrRE68C3mpnhRkXSAn7YL8DpfIS75CauwF3j49R/QjTz6+uEJhmlhJSaJUBhTl8r2wUCBSzreCL1ICDgHIFwUk5bKLVHreF96mFPL4YzZhHzK5KdC4npxHUGo+l5OzuZCQKhaSgH9CAlfTkriVncqdvHTC8zJ4IgB5lptLTLmYxnf52CSuvFciy+cSXhRlE5GVxMPUOB6nyn55nwiMzWOlVQCNpx1A/dcdqPXfg6rSD9JJ9wdAWixH9Zcl9JS/zfTdN/h1nR+91lyk/cqL1J3ljtakk1SaeIJq8nf9afYpfp4tMJrhRL35ZyoAMvZwFPPs3jFgSyCDNgUwZodEmDbrUKk7m3qD9tB8nCk/DdpF7f7baD7WkPHbvBm18SxNR+vz81A9Go4xou5IA7T6C+C6rEety0pq9V5Jy8HLad5tnER8ifPq1QUgWgIQtYrJlf/1AFL5B0Sk/hcARIHFvwXIn/CQUuChDM9VrycAUfo6JK4oAFHiizJ0V5kTVbUZAydt4VJUEafCcjG7mcPGc+/FPt6jE5DHXKfXzLZ6ygqxkG12z9kvceWgAMPucBjnbJ/gYRGO7b5ATHXPYaoAZKcnR7a6YrTuBAYrnQQgLpiKeZivcMVxvTvu2724fMCXmwfPccPEmZsGtoTsO0bo3iNc32OO/24bzuxwwkrnFAc2uKAj0Fmz2ovFq3yZs9yXKYu8GTvXg99mn5VyZfxcV6bMdmfGVAHMFDcmCEzGzrJjwmIb5qyzY52OA/u2OXHHI5zvL4uIcb6G3bjZ7OnSgXWtqrOitarEqk4URJhA3glKsizISjtEetZBaYAHKwASG6/L+3eb+fh0LR/vL+d90CLe+s7m5dkZvDw9i9eu83jrtoT3FzaTctuQnEgLSj+eoizdlYJ0ZzKS7EkWG0n+aEG2mElOnD2ZAo/017Ykv7Il4bUj8TEniX/vQlKcG+nxXqR/8Objy7M8ve/Ew9uOvHp8juyEe2IZMXwvShJ4ZAo8FIgU/wUi3yXWiIWUf6eo9BtpeWW8Tc3liTKYLCGNsOQMQjNzBRR5BGdlczU9nUspSVxKiuNyykeuZyUSlp/KI3ntyNxssYwSPnz7XtHXkfj9OzHfvvK8tIAnWSlECWyislKJzMjkTekX7md+YtvpMFrMMaH6GAOqjjRBTQFIex0qdd0m9rEK9SYLGbfpPBN3XKPfal+6r75Iq6V+1J55Fk0BiNakU9SceZp6c8+IlThTf/ZJfllyjj47bjHN6jVLTsQzUOca/df7M2pbEJrtN6Dyy1J6zHOk62w7iSj7qD9kD60mHWSq3kW6zbOkcq8N1JHoosCj1vADaA3YhUqPjVTquYaGg9fTfuRqmnYaJQD5CU1lXh6JLJWl3WlWAET9XxcgnTr0RUuzVoWOKIPDKpbcE+L9GPuhPEFyj/JEyT5/XlynRJWq8hxlkJgyf4Fy4Y+UcluthnwItSpK6U1W1fgZ9UoNUNdqJJGlcUW/h6pYh6rWLxXwUK2sLM0gEKnckflbLAlPgRN38zEJzhD7SGCJ+0eWuMWz2i1R7OMFS0zD2XL4PvsO3cHiyF3OWD3kzNFQHAyCsNp3lWOii0d3eHFU4suRHe6YbHJm/3IH9BY5YrLMBas1bjjreOGz9zxXDngTZHSWawZOBO0zJ3i7EcG6+gToGOO15TCnNllgscEWow2n2L3Rgw3rBCArvH8AZLEAZL4nI+e4M1wgMnzmGUZMd+W3SQKRBZcYu8CdUQtPMHKZLZPX2rB0sz3nXO9T8vEz73weY9hvJhvqtsWgZTv2NqvN3laVODKgOjcNR/L9o42YiDOlYiKJcfpiHnokZewnLnkn795u4F3kSmLvLSXm2kJees/k6empPDkxlYjjM4k6MZ8IlxU88dhMdOA+0p7bUZbpRbnEo5xMN5KSnEhKcBCYnCIj7hRp746T9MqeuGh73ku9e+nI21dOfIg5JcbiRlaCN2kfvYh55kKkQOTFQ1cS3lwlJzGc/JRnFKXHSOxJqYAIJcVSnwQsnyT2fKJM9CO/uIT0gkI+CAiiMzKISEvjQXqqACRNAJIukSWNwIxELotFBKS8JygzjtDCNJ58zuPF12Ki5TVjP3/lo8DjrcSXJ/kFhMlr3BFTeSLweJyeyCt577gv34j5BLcSS9BxDqHjUjNqjjNCY9A+VLvsRKuXHto9dlGlx3a0u2xm4tbLjNxySSCgzG/qIfbhSo2Z7lSZ4UbVGWepJffrC0CaiHk0X+JOh/WX6LszhMlm0cy3j2Xo9pv0WuVDj+Xn0OimDFtfwYDlZ+gw3YqqfXT4afAu2s04xmg5UDUbsw/N7mv4eZR+BUCq/rpXrGgLqt3WUr3fetqM3UaHoctQr9pS2k1tKqlXoYo0VG1pf5UEIBqyVVPa37/MnKj/Q4AIGP6TAFFRqylQ+AEPFc2fBRRKf8cf8FCs40+AqGgJQFSaUbVOf7Ye9uJBKljfzmJfYCq6V9JZ4Z3EfJdYVrnGs8TqGSsPPWCH6QOMD93Fzuw+ZwUgzoduYrPvMma7L3Fk5wVMt3tLeWC6zQ2jjc7sXWbP7vk2GC4+ifnKM5zacg7v3T5c1vciyNCVYANHbuhbcn2HsQDkAJd1DDm3yQTnDYexXGuO8Wo79kgM2iTPXb7MjQUrvJi51JuJi30Ys9CLEfM9GDLnLINneghIfJi8IpCRcsQausyZ3zY4M1XnBCaON3j7poyY2/GYz9nHlKqtmKFSk/31WmLR6hcsW9XGqLEqZoNr88J1Od/i7SHTibzEwxTkHCUxSY8XLySuSIxJfisW8nAlH24t5Y3/fF64zybSZQ6RJxcQ5byEJ6fX8Mhdh6hL+4mPsKMg1Zei/ItkZnqTlHKWlFQ3MiWqZCa6k/bhDElvnYl/fYoPUrFvXHgXc4a4WFeJOx5kJ/mQHudN7EtXXjw+xasnZysAkpV4j7yUSAozXlKWGyfGkcH3Esku0uC/CzS+FIuRfCnn8/fPFH0rI700n9i8NKIEFuHpCdyX6HEnV0CSl0qIbG8KhG7mJROSn8Kd4gweluUQWV7Iy8+fefXpK89KP/Mwv4Tb6VncSE7mdloKD3Mk5qQJQAoEIF+/8+EL3E4qRufUbTotMaeqxAbVAXqodN1N5d76VOu9D41Om2kqVjJW9xLDtlykj1hE84Xu1FEAMtuDarM8qD7Ljdqz3cQ+zgpAztJi6Tm6bbnGCKPHTLd6w7Rjz+m38Qp910r8WemNZs/t1P51Pz0Xn6LhaCOq9tOl/qj9dF/iQI+l9vw0fAfa/TZTZ/heaoqZaPbagkrH1VTqtZ7GI7fRacJ2WvefLW1FOQNTEy1poAo8FANRAKJe0Rb/FeCh1P9SgNSQrQCjYty+lHJbgYcy5uMvAFETgKhW/tM+VCrAIbGlohSANKZZ6/FYezwgNOE7R4JT2B6QiG5QFqv9U5l7KoalJ9+x1DyKdYceoXf0MeZmjzhh+QhX8/s4GQdhvucih7f7Y6Lrg5GOJyY6bphsOYPBupPsXmLLzrmWHFjgxFFp1E4b3PDcfo7L+z24LgC5ZXScUCMbQvcfJWSPKcG7TPHfehiPzUc5vt4Ms9WWAhEHti93YtUCRxYvcmHOIjeJMZ6MW+zFyEVeDBOQDFnky4ilAYxcfpkRa84zQqLSb5tcWGzgS8iLNMTWObLtBIOq9WSo/J/nqDVC76c2WP3SGpsm9TFvqI1eYxWOjqvP87Mr4YMDnxOsyIg9II15H1kp+8hN0yMtVpfkp+tIuLOKd1eW8tJnEc/cl/DUdQVP3dYS5a5LxLk9AhAj3j8U24j3EXhcIiX9AknpfqRlXSQr45K83gUyEnxI/XCOpFhPiS6exElkiY/zISnem4xEX7JT/ElP8OPDG09ePz3LuxfepHwIlt/jIQUZYiDZrynLj+NzcTpfS3L4JqD4VlLIl5ICyuV2+bdCyimj8HsJyWUSR3ISicqMJ0JgEZ6XQqiAJCwnhbC8dO4WZQs48on8WsqL7194+f0bz8U+Hks0up2Rz7WkDK4mphGUkib303mQlSk2k8zzvGzelX0h7hvcSxcDORVGh4XHqDRkNyr9JL5034tWj/3U6quPZss1DFoqprjFnyGb/em5zo9mCz2oIyZZfY4XVWd7UX22p9z3oOE8twqAtF7hWxFfhhk8ZMzBCEYfeECvdRcZsEEAtMobre5baT/Tni7y/ao1eC81ft1BY7GfAevFYCYbodV/ozy+ldqDdKnWfwtqXdeIkayl8ahddJ6+n7Yj1lCn5RCJ9/VQphOtLO1PW9rdHxFGtaL74F8JIAKPPzpR/8MAUTKY0j+i8g8AUYzjrwARgv4BEAUeSqepqsQX1co/zEOl8i//BCBN6DlgCX63kwl+9xXToCS2CkA2X8tglQBknvM7Ftq/Ztmxp2wyfYKhWST21s84bfuU0wIQuwNXJa74Y6x7AcPNXhhsdsdoixvGW1wrALJnsS27BCD68x05svQUTmtd8dT14LKeOzeNznDn4CkeHHLk4UFbHhrbcs/QhpD9tlzba4//Lgc8dxzn9K4zmG12ZvsSO9ZJHFow/wRTJB//Jpo7fKEnI5YJMFaLFq8Lot/S8xV6PHHXRcZvFQtyf6b0mRIQFEWfjlOoq1KfIZXbs6hWFzbXasveGo0wqV6bky2bYN2uLttaqrB/8E/cs5nNdwUiabZkvdtHdtweshN2kRm7lYzozSQ/WEds8EqiLwg4vFfx9Nw6qS089d3LUz9jogKOEfPgBMmx58U6rpCYLpUVSHreDbJyrpOdEURmylUBxSXSEi6SqlTyZdLSZJ+UKwKYy2SnXiU98TLx7/z58OoC8TGB8py7FGQ/pSjnNcW57yjNj6e8KE2sI1vAkVcBj88Cj5ycJHKKUyn7XiQQ+UTetyLiStKJzk3mqcDjcU4qdzJSKs64PCkr4dnXL7zgm8BDGZEKkWXfuJ1VQHBaDlcSs/GPS8M/IYVLSalcT0snVCByT+JQZE4Or4s/kyAx50F6MVuOh9FxgRlqypmO3ntQ776fyj0OUE1ijFa7jczae4MxWy/x6yY/uq87T5NFEmHmeVJzng/V5npTY845fpp7jkZils3ETtqtPE8PnWB66gbz6+7bjNK/R/fVfnRb5kmvFeeoOfgAXeadoNM8B7GNfdQctoemkw/Re40zP43YLgBbxk/DttFA6qeBymr+OhJr9tJj9iG6TN7FT+3HyUFW2oXEF0117Qr70BZw/D1AlP5HpW/yz1Oq/x31b07j/q8BiNJp+nt8+QMgGv8AEGVJhsr/ABCl/6MCIE0ZOW4zt6KKCXj5hcM3k9kemMSaS0ks9UlkketHFtq+ZIXZM3RNIzE59owTAhQ3h2hOmd3Fav/l3+3DXwDiUwEQY113DumKhWxwQX+ZA/sW2GK86ARmYiAnBCDn5OdX9rlz29iVB4ddeHLkBM/MXXhhcZoX5q48NzvLUzMPIs29eGR+nntWl7lmdgVX/Qsck4i0ZdUZ5i44xfg5LoySI9ioVRcZtT6IIeuuMkiOTqO2BjDH8AY7Tj3lemwZd97mMX3hAbQqdaSmSnM6arRlqFZrpmg2YrF8Vhsk9x6t3wjbNo0xblWNjQ1VODy8Fi9PL6tY+vJrirlYxyaSX2wk860u6S+2kBS+kdib64i+vJanFzZI6UjtITrgEK+vWPMyyJF3j9xIjA0gMTWYuIzrJGTfIr3gLpn5d8SIQsVEbgkQrksFS6yRbeYtgUsY2Zlh5KSFVlRGUgjJH2+S9P4WaRJd8jOfCzRiKSuIo6QgQSqZksJ0gUgO5cV5fBIDKS8rJC8/jYKSTIkxZXyRf4ViIqmf8vlQnEtMaQFvBBqvy5XTsV/5II1fuRbmWTmEikVceJXC2chYXF+859z7JC6k5HAxLZ/zyZn4xKdyKTGFGwKRexmZApDcCoAonaxhSXmst7lJ5wUWqPTSQaXbTjQEHpV7GKDZZQf1Bxux9Mhjxu+8Rv8N5+kipthULLLuAm9qLvCl+nwfas6V+/O8abLAixaLPWktcbXtqgt0lxgzSuxjvMkTuq/yo+sSD4bpBtJu7glaz7Cl1Uwr6o42oME4Q9rPs6b59MNo9lkjAFlOkzG76TTlAO0m7KPLdCN6zj1E+4m7qdNtJmo1OksbqCvGXkPiS6UK+1AAoiWlnIX5cUXu/+kAkSf+0wjzzwAiJFXR+KlCySoAUkmJL38BiLI8pTL7mAKQSgpAfmHi1O3cfV7GxeefOXY7jd030lhy/j3zPN+z2C2ORbavWG3+gm2mTzE5+pQTDm9wd3rNyaMKQK5wdLcCkcsc3HqBQ9u8xUh8MNvpzbGtApK1yjiQU5itcMVutRunN7pzXiJMkESYOyZnBR6neWbmwmtbT2LsfXjvcJ54R9H9E6L9zldJOX2dRNcQErwe8cb7BUFO4dgaBqK7yZd5K88xSRR33PqrjNp8nX6rL1VcIzFBvqAbbCIJji0hRuxD1/QC1RqPQL1qF2pU60pd9Zb8otKQvmr1mahelzkqldmsWR2DmjU52rQGtl3rYtpVG/PRdbhlNobCSD2+JJhQ8lGP3DfbSH8uAHm0hfe3N/M6eAsvr23n1fX9vL55mPch9sSFnOF9mAfxTy9KBLlFSsYd4jJD+ZgVRkp+OBn5D8nMfiAAEZikCkiksmWfnNz75MrP8nMjyM+KIjc9kszkx/IajwUkkeRmvBR4xAkk0vhckkFpUYbAI4vigmxK8vMoKcqnrFiMo7S44qI6ZY7UkvIiCj+VkP+ljLyvn8n99hUJO2RJg0+X+ijG8bxQafzFXIzO5PTdj1gHvuBwwBPMbj/FKfo93il5+OeU4ptewLn4dPzERILSMrmXnUNUQSFvSr9WAORaTAbLjlyh+yIbVHrqotJ5hxiIPpWlNDvo0nfRWZYfi2TCrmD6bfCjy1qJMMt8qbv4PLUWnafGQl9qLfCh/kIfAYsPrQQerZd5V1y6P2BXKGNNIph4KJLB224wQf8OC8ye02O5O6d7TIoAAHvcSURBVM0mW9Bo4mFqiYG0nmNBz1WnqPWrvH+XpVQbqkOnmcYMWnCEgVKDFh+l06TdVG87Wcy8k7SBFmhWa4qaxBctOVD/YR9K/4ea0nCVs6IKQP4lzsT8z0aY/whAlLkclVGnSnxRLozTVMZ8KAbyo/P07wEi4KisDCD7AZBJU7Zy/3kpl1+Uc/RWCntCMljoG8NsN4kvZz+yxO41GyxfseNQFMbyBzxh9wYPAcgJAYiN4TWBSDAWu4Mx23UF892XsN4XgP3+AOz2XMBCxwuLDZ44bPTl1KbzEl98Cdjty60DXtw/6MbTo2eItjzDWwcfYo9fIl4q+eQlMpwDyHW5SoHrNXLcrpPv94icq2956vmc87b3OWJwnU07rrFQ1HbG9tuM3x7KrxsCmXM4Ur6kT7APyq6Ax/n7H+kwcBUq2l1Q+7kPWvX7ULl6e2poNKGNRiN+FdCOl89woUoVdmvXwLxedRxaVseqUzX2dVBhV39N3Ha0Iz5sJWQepvSjxJlosZCobWIh24m7p8fH+yYkPLYkKfIEqREepIefJ/VxAJkxtwQCj8kUIMRnPeBd+l0+ZoeTmitQyHpERvoDMlLvCUTukpN5j7zccAoKIigqeCkRJVae+1aizCupNwKPdxTnJQo4svhaXsBXAUR5aSHFAo3CvDypAgoLSyhWZmMv/cTnT58pKSkmR36WlV9AftlnigUWBdLQMyWiJMid6Kwybr/PwfNBAjYBzznsFcFh72dYXnqHVdB7jtx6gVVUDKfjMvFML+JcWiHnkiXOpGYTnJXHPXnPZ/J+sfJ6CkB8IhKZc8CHPsucUO+lDNbahlq3fWh01kNbADJb4L70yBPG7Ahk4OaLdF13gV8UgCincZf4U3ORP7UXXqD+IgHLEl+Bhw/txT6UCDNwTxijDB4ySb5/k4wfs8w+hlWOsXReeJpfpljSaIIpNQUgnRY70GWpI1p9N6A1YAOt5hym3xJzBs0zpv8sA7pO2sXPPRegUr23fPeboiHtoXrdNmhIw1TiSxWBhgKRH/HlD4BIm5TG+28b9H91/XsAqVj/Ret3gCjzgSi5S4HHvwMQFQUgylkYgcbfAeT3/o8KgIiBVADkLwaixJc/7ONvAGnKmPGbuR9dQtDbcg4GxqF3W44kYiCzz75jrnMMSx3esskmhu0CEH2jRzjZvBQDecnxI2HYGl/DzugGtvo3sNYLwnZ/IE5G13A2CeLUgSs47PDDQceH09su4bH9En67LhKod4FQQ18eHfLi+TFPXlm689bRrwIgH5wuEufoT7KYSLqDH5lOF8g4GUCKyzViT9/iwYlbnLcJweboLfRM7rDeMJxFB54wU/8RE3aHMtvoPoYeyTxKg4hkmLnOAc26Q1Cp0l2+NFJ1e6NavYN8zo2ooVqPjmJow6s0Y4JKHVapV0e/qja2TWti07Y6RzppoNdFhU09VDBbUI+nPtP4HHuA0vdGZL7YT8pTI5KjjpL6zIHs12cp/OBP/turZEReJfP5LQoSH0vEeE1u0WsSsiJ4m3Kfd6kPSJbbqZkRpKU+Ij1ZjCRFsZGHApAIAcgzigvfUZQXT076B4k378hM+0BeTjKlxTl8+VTE1y+f+Pr5C+XlnwQgxRTkFYq1FFKYXyIWUi6G8pnvX7/LfgKRokKKCospLv9CjjweIzZx40ksPjdf4H79NfZ+UZicvs8ex1B2Od7H4MwzzPzisAxKxOL+Byyj3mP/KomTHzJxS87FNyOfwOxCQnKLCC8sJbr8W4XFKAPNXEI/MHmnO31XnUaz9x5UOmxHtcteVNrqUlUAssHmDYsOP2LolksM3nqVbhsvVhhIPQFInSUXxUL8qbPgAg0W+vHLkvO0XSa13JcOYpb9todIfIlkrtVbxurfZ/yB+8w5EkG3JWdpO8ehIsLUG2tEx8X21BsnsUkMpOn0gwzY5MyQlVb0nLiDNkNWU7fLLDSaDEOlWpcK+1DOUGpVbSAAqSQGovI3gCjxRbXiQP5j/NW/JEA6d+qLdmVlwp/KqKppVUyorEwnr1BPGUimpixoo/ZjUpOKgWaqyqXFyroxYh+/zzj2Y9CYEl+UUgAij2lKhPm9D0QZtq4MHFNGnapqtUBVuxVq2m1k20aOysoo1OaMEAMJFo/1jy7FOiybPVeTWXEulmXnElniGicAiWGN9Wu2HIlk3+GH2FpH4Gr3mDMWIbgcDeL4wUDsja5KXcFR6oTxFZyNL3PG8BKu+/w5s9sP9+2+eG314fxWby7v8OLWHm/CD/jy7NAFXpn5SYzx5IWVO7ECkDSXG+S5hpJ75jbpJ4NJcLrCc1tfbpu5cdnKC3fbS1haBbLjYDDLDoQwzzCCecZS+2+x2fIB/k9KiSsDi7NPqN9mrnwmPVGt0h/1av1Qr9kftSo95A/RTr4wLWig0Zr2lTvQVa0Fo9R/ZnX1mhg1qc2RZmIhravg1F2bwx3U2NteBdPfqhNmP4WSGFs+ZfuQ+M6ZD6/OkBt/mbzYywKPQIo+3iP7/WOy4yRypEaTl/1G4sobkjOeE58WRUJqFGmZL8jIeEFm+guy0qMlvkSTm/VKIPBGYPC2YpmG4pI48vJjycqKJSP7I1m5qeQV5VJQVkyJgOGzNNjST18pEOvIzcmV98mhRGzjq0SY759K+V6eB+XZfC/L5lNRNl8+lwnIyrhx5xnH3W/i6BGO+elHmJ99xcFTL9E/EY2By2sByGuM3N5IhHmPVXgy5k8+YinAcYpO4FxiFoE5RdzOL+ZOTiFhGYU8L/6EcJq3YiH2N5KZsf8qg9b7iQEYyRd894/5QLpvpcEwQ5ZbPmOO6UNGiq0O3hFEu1W+YhpeNF7qS4PFftRbeJ4GEmGaSIRpufQ87Zf50Xl1AN3WXqP/1jBmmr9j5rHXDNgSJAC6xth9IfRa5UHLmTYCERtaz7Lkl6mmVBmkS+OJhvRbe4qB607SdYoeLfouom7bCWjW6y8Hkg7y3Vf6AqV9aCjxX1MapCqaAhCl7+PH+A81aWMKPJSZybQrDuD/clfjdu7chypVxBiUX05NgYiy/QEQdWVRGw2Bxu+PqVZMbCLwENv4MV2hgEcBiJp8AHLkVNEQA5FSFaNR/TcAafwDIGIfatqtUa/SVhpRWzkqt5P9WjNw+lbOR+bhF/2Fk49L2e2fyCqJL+t80lnjkc5iAcgyq2g2mAtALB5haROOi/19vOxC8LEO5vTRyziYBuBkellgEsBJk0u4GF/E1cgfT6NLnNO/iOcuH7x3nMN32zkubvfi2i4Bwr6LPDC8wmN53hPL80Q5nuet0ufh8ZA0z2cknY0i5uR9njrc4KalLz5HT+MmkLGz8eaA2XnWGl9irpjPdIPHzDF8xCqTG7hcTeJj0Xfuvy1i/PyjAspf5fPsjVrVYWjVGEHlakPRqvwrWur90FbtRTW17tTS6EG9St3pXKUNU+s2ZkXdmuysW40jjapxqlV1PDpLrOlcmV2tVNg+uBYhZ3UpzQ8jp+A+CSkCueT7pL8NoeDNHUqTBAipb8lIixHDeEtq6htSpFLTXpGW/ppUqazMGLIz30lseU+uwCEvO478nATys6VyPlJSmkDZl3gKSz/Ie3wgPe8jKTlJpOSlk1qQS4ZAIrekhHyxj8LCArGcLD7lZ/A1PxXyUvhekEhJssDqWRCZHx7wpThRmngRRfl53L4dwWn3MI7LZ2sp4HA4l8axMykYOH1A/9Q7DE7HcMgrFsvryViHp2L+KA6rx+84+Tyu4qK7m1n53BPbeSAACU1TIsznCgO5mwEm/knMPxzOb7vCqDbEEpVuemj03k7l/tvouMCRWUfCmS4HoDEGdxm44zotBB6/LPaiucCi2WJfmi70pplUi8XetFUAsuICPTdcp8/m2wKQu8y2+sh4w6f0XHtZABLM0O2BdF12hlazFIBY02GeNc0mGtNsgoHEKAeGbzpLl1mHadxvBfXbTaR6w4GoK2vAKO1BOdGgoYyfEtsXcKhLaSj1u31oCDzUVP6c6a9iIq//owHyh338DSB1fgeImIeGvNjfACJgUTpRFYAo/SBaytD1/wFAtNrQbcI6PB6mEJwAxx8WoXcphXUeH1nnlcpqz3SWOImN2L5inWUUe6yfYObwGOcTjzjndBcfgYibuUSWo9cqbMTlcBCnD1/jrGkgbocCcT94FU8xEneDAM5JeesH4Ct1QeKN/4GrXNS/wgXDi1y1DebKiZsE2N3kgqXElGO38D50Cw+BguvBazgJkGwO+2FheZldB31Zpe/L0oO3mG8ayVTjaGYZR8nR8w3hH76S8RUOOYXStPNSVKsOQaP6CPl/D0OzskBEewSVKg1FU30QldT6o63en6paA6lRuT/NqnTh11otmPaTQKROPbbWqcmhBrVxaNsA++6NMenZgJVdamGhO5WYZxcp/xonR/V3JCZFkCnG8UWgUZb5gbSUGFLSYn+vdwIPpQQmv1dmxnupDwKSOLKzJKpkJQpIkn+vJEpKUvn0KYViafh5BfFk5saRlpNIam4KaXlpZOZlkp+fSalyRW5JlrAhBXLeU54YQf7LW2REXCLm5inuex/m2TUncj/c5VtZCp8Ks3jz9C1enrexd7qDw+nX2JyO5+Dxj+yxesVu+5cc9FQ6UVOxDUnDWr4TNhGJOETF4xIdj09MEteS0riTmcvjghIiCr/wovw7Dwu+cSaigE0nIpltco8phk9oNOk0Gv2NUe2pg1bvzQzbfpHZ5hFMlQijnIrtu+0GrZafp+UKP1qvvESLZf40X3y+olos8aWN2Ee7lRfptOYqHVcH0lsnjBmWHxln9JRu6y7TZ9MVeovptJl3nHbzHGg315b2sy3pMt+aQatPMlLg0XuRLQ0G61CrwwzqNJeDx0/dUVP6ACuuC5O2o6Gs/6JA4Xd4/A0gqhWX8qspZz0r5thRDt7SDv/1ANL33wGI7PjvAuSPGdeVOT6UYetyX9GwCoDI/Yoh7AKQSkofSIN/ApBWvwNE4KGUxJhWwxbiePM593N+AORAYDqbfBJZKwBZ653OUuc4ljm8Ya3NM3bYRnLYKQon5yjOOj/m3IkHeNjcwd08FA9zZRvG2WOhnD16G9ejIZw5ckuAcpNTh65zylQM4dDNitGrJ4yDsdO/jOXuC5iKjezX82PbXl82bvNi9QY3Vq52Y/VqT9ZtkMe2+LNp+yW2GVxnx+E7LNoTyDQ5+sw7KJn4SAzTDsaywiYej/tlvM2HkJeFjJx9iMoNJ1Gl0RS0609BtdIw+VyGoaH9GxpaI9DQFKBoiI1oDkVbgFKt8mDqVu5Fu6odGVy7I1N/bs+Cui1YK0ayu0VzDvXpzrHffsVywRSc9bcQdsWD1OTX5Bcmky0GUZAVR7lYQkFmPCkp7wQcH36vP0HyR6VnfJSKIyMzgcysJLKyU8jOSa2onNw08gUSxXmpFMn9gpxksZJkCsUsigpSKBFYKGdh+JIJZWIWua/5FH+fXAFa/K0TvPQ7zBM3PUIdNxPhvpcIrwM8u2BGQUyIRJpM0mPfc8XnBmecQznh8gyL4y85fDIWo5PvOOD8liN+CVgHpXI0+CNWD5NweJbEyehkzrxKxPN1PP4fEriVnk2ERJeXX+CFRJerkhcPXY4RmAczdo8SLe7SZoE3tcdYo9JDl+p9trLQ5jlzLJ8zyfQJIwwe0GvrDdqsukjbtVdou+4arVZfEYhcEhvxF4BcoOWyC7RZcYnWUs0XX6DHlhCmWbznN6MoOq+5SNc1fnRc5k6TqdY0nWJOx/n29Fp6QuDhzOiNZxm03IHGI3eh2X4emk1GovVzD/nOt5QDrrQJZQU65WCrofQ9KsMjVCug8Yd9KKNPlfEfP4ZOKH2SCjyUroTf+yT/2+qfAkQae4UeKZSTrboCEMlkAg91jT+gItu/9X/8EV8UgMhWXfkgBCIV0eUHPNQ06/5zgEjuU9NuKQBp86eBVGnNzz0mYOQezKMCOBVRzKFb2Wy9mMp6nzTW+mSw3C2J5adiWe0QjY79UwyOP8XK5QXHzzzj9KkIzoqReFg9xNPiMe4WDzlt/gBns/scN7uHg9ldbI6GYXYohKOHQzhyOIyDpiHsNwwSYFxiva4XSzd5Mn7laYYsO82gJS4MWuTCkEVnGLlcHl93kWmbg5iuE8ycXQIPAzGOXXKU2xXOXJNXTDd+zXyzOIwvlBAaB89FpfWsb9Ow60q0Gk+jSuOZaP40BbVqE+T/P15qAuqy1dAaL1FGSnsclbXHoi1gqSqWUlOrP02r9qVvvUFMaD6EBa0HsrbzrxwYNZXjy9fjd8AUfws7Lp92J/LuAzJT08UG8iSqJIp5iC1kJkpk+R0eqXGylfghlfSXbaqAI1X2S8tKJj07lYzsdDJzMioqKzdTok0G+enpFKZnUJSZTml2Gp/ykvlWIIpY9FEqhi85UZQn3CI3ypOE6xa88t5LlPNGIhxX8cR+GZEOy4lx1+GF6xYen9rK+8uWlH64T3nyB97ci+KqXzjOLg/FQl5w6kI6jpeyMDj7Dr2zYiEByhmYOKwfJeP4IgWXN6mcfZOChwDkfGw8wWlZPC75wlsJRk8/wdmnmeieecAkg0sM2nKevpsu02axDw2nn0Sl1w5qDtmPrlcGc21eM+5QRMWo0p5bQ2i3LpAOG6/TYfNNAUkwLVZc5pelFyXOXJBo4ycg8afpovM0nOdFty23mGzxjpFGkWIlF2m/3JvWC1xoPMmCxhOO0G/FGX7T8WH4WhcGinm0G7efql2Xodp8KmpKv0cVxTykTUi7UZE2pJi7uhx41StOSkjDVMZYCDjUKuChdKD+GIH69/X34zL+q+vfjAP5HwOkspQ89rf+D+VK278C5Ce5Xwc1jdpSCjxkW0nuCzzUJL6oajWQo27DvwCk6Z8AkRijJhBRqSoQqdoGreYDWHnQmbB0cHtRjsX9QnYHZrDBL4W1vhms9kpj5dl4Vhx/zVr7Z2x3fP7/a+8toKNK1rbtuAd3d3d3d3d3d3cJECAkgUDQBAkWCO4eHIIlWBIixN0Ftxnm+p/qToCZycw5c973m3Pef52sda/a2b17997dVVfdT+0SrHf5sna3N5t2PGXH1ifsdRStf4KLgxdO6x6xce0D1tnfx9b+Hivs7jJ/5U3m2Nxkus0tJlhfY9jSi/SZd5LOUw/RYuJBao91o9rYY1SfcJLak09Rf/pZmsy+RMt5N2i/8D5t5t6n9SxPuiz0pZtogPVLhqx+Sd/lz5i+I4qjzyUzp8M1v59oOWAtRgVVxumOTq5u6GTvgX7O/uhm6yP321vi4D4YWfbDJFs/TLP3kbQ3Jpa9MLTsIY6sI/riUArl60SLWsMZ3m4KM7rPYM3IZRxc7MyhZTs5aX+Is06nuXXiLtGBiaQlfyAwJJyXEQIHcRDR8eHEaBQh21pFxUcSHRctaTSxSbEaxSTHE5uSSFxqEvFpyRolpqWQnvaK9ymv+JCUKkrgfUIE7+P8eB/txeeou7x/eZaoW5sIvWCNn9sMHm8fjuemvjzd2Bv/zX0JcRpItMsIQrcPJcB5OCH7p+G9exYRF7bw5tlNkp774PcwiDMnn+N6NJCDF5NxuZLOcrdAZu5+jNXZINbfj2fTk1gNQPa8TMQ1OIFDwbEcC4vlYnwad179pJlL9dG7X1h7LZgh6y/QcelpGs84SVVxByUGHyRPNyd0Gy6hQI9NzD/9joFbX9J2lZcAxIs6cz2oPPU6VabfFN0SF+JOCQFIEQFHwUHHKKQ6kw08Sv7+buQZcJDqApxujgogXlSZcJqKo49QXgBSpu82qg3ZSYdZJ+k6+4QGHpU6WVG08VQsKw3GpEQ39CV00fSNUg8b1FNLkZ44dwNxIWqNWRWq6IvLUHOgagbOZTgQ1TaikV5GmkWh/jv1+45kVepjapY5nF85jF8DRE8BRD2h+VX7hwphVPtHHvk/EyCSGonzEOmL89A3Uh3ICn4HiJJJEQFIcQFISXEgpQUgpdFRc4FYlJFCVoE2Y5ZyOuADx1/+jNPjD1hdTWLqqRjGH49j4qlkxh2KYcTOl4zc6s1E0Rxnb5Y4P2fFtic4bH7KVsdnbHF4woa1XtjaPWKF7QOW2Nxnns09pq+5y9iVdxi+8hYDrW/Sw+oaHRZdpPncMzSceYI6005SS2qtWlMvUWfmJerOvUSDBZdotNidJktu0HyxB83mP6LZnCe0m+9Db6sgRtuHM2FtABPXPcXxbByeySCRC+uPBZG/xngBRRt0cnYViPRHr8Aw2R6ITraB6OYchkHuEZjkHY1ZvjGY5xuFaZ6RGOUehm7u4ejkG4l+wZEUrDqVlt3WMGb8dhbN2ovDwkPsX3WWozYXuLThBpc33+TaLg+pzaNIiHpPSFQSQQnxRKUlEqlg8Q0cURmKISouTl6LI0YcRrRSShIxAo9YAUdceopG8enJvH79io+vBCDiSN6KY0kLf0qCnzuRnm5E3N1K8OWVPN4/Dq+dg/Da3JNHa9vjtaY1z9a0wt+uDUHyf4hDR6K39iLCuT9BTkMI2DWRiJOrue20nMvOmwn1DMDrfhQnzoWw80Qom05HYncunBXnw1h1Ixr7B/E4PoljmwDERQByIDyFY9FpnIp7zYXE91xK/ITHB7ic9IXFpyU0WXWCtkvP0kx+t+pTzlJ08AGMWq3DpKUNNSadYObRVwKQEFqv8KSluMhGix9RfeYtqs64TZVpNwUgV8R9nBF4HCVfXzfy9XYlb6995Oq9l3yDXKk1TxzIxgBarXhItUkSwow7So3RB6k39iCd5p6l2+yTNB+5nUrtl1C0/iQK1hpJ7or9MSvaBj1LqSjVgwbNkinarhCGquepAMRQ9amSfQZSBg0EIgaZEJGQQQMOJX0pvP+Ji2tXqtIAkwyA6AhZdFT7h6YNxEgLD9XII+GL9jX1BahHtmK/1CRBAhAdXYGGQR70Na5DKwUPJT2BhtKvAVJMwFFCM3RZT6RjKfCwkNS4CNU6j+LAo1guRMAe78+SiZKZcTqK8ceimHYuVdI4hrkEMWiLN8M2PWW8hDKTtzxluqMXS8R9rN7wlJXrpPZa68l824fMWH2fiSvvMdrag2GrPBgk//eS/zssv03zJddpuPAKdRZcoZakdRdepeHsazSZIcCYdYGGc0/TcP4pmiyWDLnMXTLcXVovfUSrBU/osOAZA1cEMMkhiNmbn7Ny71POeiUQ9hFuBH2hk1hYo5KD0cvTE538AzEoMgqDwmPRzz8a3Tyj0MkzDoMCkzEpPA3zojMkg83AuNBkeX0COgUmoVt+MYXabKXByKN0m3GWwfPOMHXxOZZbXcRhyUVcBYCnV97lou1drm5+wN0j3vg/jiNWXEjEq9cEJ8QQmaCcxu/BERmfoFFMUjJRyUkCkGQNQGLSBSKvEkXiRF6rMCaO1MRwUmP9iQ97SKTveYI8XPC+tJrHx8RxHBjF0z39eb6jO88d2/JkTVMeL6/H4yV18F5aH9+lDfBd1oCYjV2I394Pv3XdCHQeQeoFW/bM6MOAejXYa7+RgGdx3LwTz/5zEWw4GcL6q7FsuJeCw6NU1nklsuFpLJueReHsF8+BiNecSvzM+dSvnE/+iTNxXzgS/ondfm+Yd+oFHQSuzZacpfEid806LsVHHEOnmS05Oq6nwzKpQPZEM2hrKC2tHgoEHtNcIFJ77h0JTcSBTLlOufEXKT78JAX7HSJPj33k7raLnF2cydnDmULDXKm36AbdN/rSavkdak05Rd1Jx2k8+TgdZstvtPwqrUfvpEKrBRSqMYrsZXrLbythaYFW6GWrga6JlAUj5eZVu4Z2mkJzQ0ssBCImOmYacKg5UNU0hlqASGFVtb5yHQIPLUBEWRbqv1MKID+MxtUCRMVlChBiSYQuGmD8CiAKKkKbb/DIKcersEc5ELUcgzgOCVlU2KJ1HwUkvldD+LMCSFEBiLgQs5IaaeBhIalhQYrU6cTaE/e5HgcH/L5gdzuJ+ReimXw8gmlnE8WJxDJsTzADtvkwSBzHsC3PGCUas/Ep01Tjqmi2owBl/WMmCkTGCESGiAPpv/oBvW0e0nONJ51ku9UKDxotvUO9JbepveQOdZZ70HDZfVotvEv7OTdoO+ciraTQtlh0SjLLOTrYXKfr2kd0tX1O5+U+dF8mn7/Kl0kbvLFyecpu95c8jEoj7BM4Hg+kcMN5GJYcgXGZsRiVmYR+8YniKsZgVGw6hsVmo1dwBgZF52Bccj6mpRaJFsv+uegVmole8flYNtlM01keDFwv4ZGNJ72kQAxbdIkZi69gNecCayafY8vEcxxfdItrDp5ccvLgzllvQiPTCE9/RWBcJBECjsg4pWgiY2MljRdwiOLEnYiiE5KJTpTQJTmRBHEZ8ekJJLyOJ/5VHImvBD4JvoRF3CM89DqhgacJeroHn5u2eJ6awd09A3mwswd+e3vyfHMbntg24qFVLTwX1eTpwjo8m1cHnwX1CFnZjJA1LYne1I3gjT3wcexH8pkV7J3enTJSMLrUrsu5w1fw8X3L7eef2Hklmg1XRR4JOHgmsNk3lY3P49nul8je4DTcIt9zTuBxU1zHxRTYF/gau5uhrHAPZbl7FEO3PxR4nJeK4aqA4TqlxpzSACRPF0f6r3si4W+I5JsAqQju0U7CkNYSxtSbe5sa09ypOukS5UefpsSQwxRSjqPLDvJ22kruDhsFJJsoNtSFRvIb9N/qI3lI8szEwzSadFjjPAYuu8LQJfK5vdZQuNoIcpfugUXBVhKO1hFwVJGyUwx9/ewYGRpo+nmoPh4munpY6BliJsAwVkARYBhJyKJ9+qIaUXUw1NfFwFBXypXSfyxAGmYBEPVoKQMg+rItN6k6smhH3SqICEA0K83lkzgun9xkfo2U61CzqxsILAxNCqOfIc1QfpHONxURqZ6pIgGKjnlxUTGpnSvSZcoqbsX8zJnwn9l4L5nVNxK1EDkRwfijEYw+GMbwvS8ZtiuAYTv8Gbk9gDE7Ahi3w4/x230Z5+zD6G3ejBCXMlSAMkCA0m/Dc3o6PKejrRft1zymrc0TWq6SGmjVE5pYi5Vd8ZSmyzzpvOghvebfpceCq3RdfJHOyy7QefVluq29Ra8Nj+m13pf+jiEMcQxjyFofpmx7hu0pf65HvCfg4888FgcwcKFY3wYL0M0/CJ1io7CsvgCTivPQKThZNA3DMosxqbBCZI1pxVWilZhXtsGg1BJ0iy3Aos46Kgw6xbCtcYxyiaX3umf0lVBsiOrxuuw28+ZdZfmki2yedIVDkvnPWt/j0mYPrh3x5MEDP/wFFqHJcQRHhREWHUF4dLQohogYgUhsAlGx4joEIFGyHSPhTkJSPMnq6UtajLiOCBJTQkWBhMfekXOclvedICrCjTC/LfjcXsTD4yPxcOnGo+3tebatDXeX1+T2/Cpcm1aGB3Nq4G/VHM+ZdXk0vTbBKyWcsW6Kv01LAtZ2xtehD7FHFrB3amca59KhkoUZnRq1w3WfO57+H7ns/Y7d9xLYci+aLU9icH6RwHbveI5HfeRc4k+cTfjCzfdw/8tXDgQkM23fLSbvvcPYnfewuhCK7e1UOttI5SC/X4P5Nyk/7jT6TVdToIsDwyW8nbw7TAOSdktu0XW1l4Q792g06yo1J56lypgTVBh2mFL99lC0uzOFO2+mUIcNFGy/Tt6/liJ9Hag/8zBjd71g2GYvGk7cT+spboxec4sxK6/QdZwzNVrPokDZnuQu3Ir8hZuRJ08dzEzLSZhSCGNdE80guRxGuuQ20SeXkQG5jI3IY2JMfjMziphbUsjCklymJmQzEqgILMxNDDAzM8DYTE/Kk0BEuRDlTLIs2H+X/gwgmu7o4jT01bZq/zDLAIhaYk/2aRp/cohUY1A+AYiaQVqAIe7hXwaIWYbUzOzmJajZdSz77gRwPx12eaWw6moEK67FMfdcJNMkRp50LJyxbqGM3h/CyL0hjNobxph9YYzYHcjQXX4MkR940A4p6E6+9JXaovdmb3pt8qGHWM/uji/ott6PzqIO9i9oZ+tLaxtvWq70ps2KZ3Rf4kVfgUjvhXfovvQaXa0FJGtu0n3dA3pt9KanxL99NgUzcEsoQzb5M3WvPw43IrmR8pUnP33F9XEQ9Qavw6LabHSKjkO3zFRMqy5Cv9wCdIrPQb/sEoyr2GBceQ2m1ewxqe6AQRVbDKusQbfCSoyrrqFYx900mXqdCXvimXwoUWrVAPquf0TPFdcZLDXruOkXmT32HDZjL7Jj+nUOL73NGce7XDn8iHv3ffETYIQkCkAEHqHRUYRFRRMRHUtUdDzRMQnExojrEIikJqeSkpRAYlw4cVEBxET6Ehf9nIS456QkPyE26RIxKYdJeX2IpMTdRAbYEXhnDi/OjcL3cF+e7+zAA9sG3F9Whztzq3FxbEluTKhEgFUbApZ2wGNyXZ4sbMyTpY3xXdWKwHVdeW7fgwDnsWweUp+WApAGuS0pInmtYrGarHc8jG/UJ66JqzjyLIYL0W+4GPeO40EpHH4Rz9nQ13hJiPj8J9j9KJRRDkfpPH8biw8/YeK2O7SZewCrkzHMPhhFjbGHaD73Kk3mXCVXGztKd1/HhE2Pmb7Tn0G2HlJRXKGXhLWdl9ygxYxzNFATA412o9rQvVTs40yZrhso0d6eYm1sKNp6BYU7rKCE6pI+ZScjNgrItz1kpO1Vpqy/zfR1N+k9cSdVmkyiULnu5CnYnIIFGlKySAOKF6hOweylKWBRkIICiKLZjalQ0JJaJfLRoFwRmlYqRduaFeneuA59WzaiW9MGtKtfi0bVK1IguymmBgINAYmeOBGlf/8jXKXfAKRK5cZCyfwaQGgaSAUgqsFUQUNf31xuQIDyDSCq8TQneuI+9AUg+rpqBulMgBQUgEgq8PjHAPlBpgIT5T4krNGRkCZP5dZMW7cPz/RfOOb3FrurIWJTY8WmxrLwYrRmoqGpEtJMPBzBODdxJW5RjD8Uw9D9wfTd7Ue/Pf70cXlBb4FIL2dfem7zpccW2d7qx4DtwfRzkuO2BNPL8SXd1vlJWPJCai0fOq8SlyIQ6bvsKb2tvOi24gFdVt2ni7iWLuu96bYpgG7yvh4SQ/dxDmPw7lBmnIlhm+97rn+Gax++MGHXebI3nIlO2enolpuDUeVFGFWxku0l6JSzwrSGQKOGA3pV1mJU2xFDkY6AxKCOA5ZNt1KmzzHaz3/AIHtvZrlJYTgex1S5z+E7fei39i5DrW8zcvYVxow4wazhp7CZcJFt869yQDLxuUMPuHv/BS8ioghJiBH3EE5YpIQykRLCRMUSHRVPbHQC8VECDYFJamwcqdHhJEUGkBD6lPjQBySFeZAccYe02GsCkWMS4mwlKGwVgS+WEO23lDcB1rzxmk/I0QE8dGjKnaW1uTCpDMeHFubCyDLcn96A8DW9Sdo0ksdz2/B0SSseWzXluQDEb20Xntl156nDAOy7V6GVhQ5tCphRP09eihpmp1Kxqlgtc+BJUALP415xKzSC56/e8zjpHc9TPvMi/Ste8R9wvenL8CVbadB/Nh3G2zDP6RozNl6nVt9VdJ99iJVHoxi08jadJdTrNv8yrca7UW+QIwt3PRf5MNbuNgOsrjBMwpAByyU0nXOGNpMP03ysK42G7aJO301U62JHxXYrqNBqCWVbzKNilyU0HLFOzrmbiesljNz7hHVHA9lwyJ8Z1mdp2W0x9RqPoW7dQdSv3ZtmdbrRrFZb6lWoS7Vi5aletATVCuejVtFcNC6djxblC9OiYiGaVyhA68qF6FyrFF3qlaNtrdJ0b1qd7i3rULN8UYrms8BcHIuFqSHmpkZSYNW4mH83RBRAfngKowVIAbmwjCcsGqlQRQ7St8gAiIKHNnxRT1/0dBQ8BBx6Agt9tcKc0r8IEBM5PltJTPJWRC9neXRzV6Re9/EceRjOldDP7JZYeOOdaOyux7DySiyLJZyZdTpCA5FJRyIFJFFMOBrDsAMh9N7jR29xBX1U6uJHH6lx+mz3p7fTC/pJmDNsTzhDXcQ9qFh4a7CEI+IoHF7QUwpsL9vn9BE30keBZOUzuqx8IuHLUzrbCVzEsXTZGEh3eU+fnWEM3BOmmWpx8e1XHEyAG4BrzDvqTtso8BiDTunZ4iaWCyxWY1x9NQZVJUSpbo9xnY0Y1NyAnsi86XYsWu7CuKkTFq12kr/bQWpNuCahWBRb7/7EtvufBJyvWHYlkUkH5F7sb9Jz8WW6jD9J94FuDB14hGkjT2E98yJb7W5w1O0hN+/54x0aRZCELCGREQIQCWEEKJECkejIGOIiYwUYcQKJKBKCXpIY9ILUkGe8DvcU3eVVyFXSAs+SGHCQ2LCthIQtw9t7Os/vTSD4/mTSvOby09MlfPW04tPVWbx06MzxwUXY3dGSBzMaErW2H8lbRvJ+91Re2vTi+fL23FvYkLsL6+O5vCXPbDqJC+mJQ5ey9MihQ0tLHWqbm9Isbx7KmllQOm8+RgwYyBX3C4REB+MXEUhEkno69IGnAeE47TvBkAkLqN96AE06jWL0bEfWOF1h3S5xE8Psqdp6Jos3erDzfDJTbW4xcNYxBs4+Qr+Z+9ku+WbTiRCsdnoxf8tDFu94ztwtnky0vcFku5tMsb3JuGUXGT5P3jN1P33Gb6f36K10H+lIr0lbGLZ4nxx3gmU7brHtuB/7L4SzZb8X42dsp1mriTRtOJTWjQbRoVFv2tZpR+MKtaleqCgVc+WiijitGnksqC1AaFgoG40KW1AvvwE1xYXVyK1DzXy61C2iL1CxpHP94vRpU4OOTapSp1JxshtLCCPgMDHQk4pbR8rgv1e/7wfypwCxFICo59bqf9mvo0bfqoV/xXnoCSwEIIb6hTMAolaak9RIu1yloXERgYdWqgVaScf0NzJTqZzHsgRm+SpjlKsCOoaFyV68HlNW7+bqy7fcjFahQQobb0UJRKJZcTmSBWel9j8eypTDYUwSTTgSwQjXEAbsDWTgvpcM2vuSwaIhe4JEwQKNIE3j65j94YyWkGe0Swgjdsi+bQEM3vyCgY4+DNzgTb/1z+jt8Iwe9k/pphpM7XzpYu8vYY/AQ8KXftuDGL4/lDFuwcw8F8O6J++49EHcx1dYfS+OvFJT6ZSZhF6FpZjVssWinjiLBhvJ1tgJ84ZO4jQ2oldnE8aNtpO740Hydz9Czk6u5Oh6gDw93Sg36oLE8y85Hwnnw2Gf70843ktj6sHndFxxhhazjtN07BGaDXKj/cBD9B+uesieY7UUgL2HnnD5bjCPAqPEhUQTJA4kNDJMHEgE0RGRAo8oEmV/cngk6eFhpAb5kR70jLdBD3kTeJ1039MkPnYl+p4TIXfW4P9gHt6eE/B9NJ7oZ7N477+MX/xWg5o1/qGkt1byavsoLg4uh1vHvPgtbEeS4xANROI3DiFgdVceL2vD7fn1uTWvLh4LG/BgSVM8FjTCpkkBuhnrM7KwJVOrFmJGvUpsnzCcg1ZzsJ8yFIf5ozmyfQWnXR04unMjh3c6c2jnLo7uceX4/qPsdz7Iri1unDx2mwtnn3DsqBc7d93Gbt05nHfeZ6+rN6tsL2Njf5UV9peZsewI5+6n4XYlGudjATiJe3BWj40PBbBy+0Pm2bkzU5zElCVHGTt7HyOmODF0nCODR65j4Ig1DJ2wlvELnZixaj/Wm8/i6HILh63uTJ/lTPdus2nddDjNa/eknTiPDrXb0rx8TWrnL0iVHKZUz20iwMhOnZwmVDPVp34uI5oWNKZZYX2aF9GldSldOlY2pFM1Y1pX0KdNVTO6NS7GgPa1BEbVyWVihKmOHjnNLKWsqYF1WRfsv0v/ACDKYSiAKGj8GiDa1zLDFy1AFDw0ADEo8q8DRKQrYYyeeUn0TUvKZ+VDx6AwVVsNYufFJzxOhkvBH9l1L4ZNAhHba1FYSemadzKU6UdDmHIkjMlHJZw5KHHxvhBGqwLuGspY0TjXMMYf+K6JB8OZeCCcSftle18oE/YGM253EON2vWTM7kCGSagwcPsz+m97Tr/NvvQR19HfMZiBm0IYvCWAMS4BzDgcxPxTQay6FsMe/3c8+AUup/8sBf8+Fk0XoF91kTgPWyzrbSBnEycKtNlL4Y5u5G17AFMBh1mzXWRvd4BcndzI3kn2ddhNth77KTDoONVn3mTy/ghOBf/CDXE25wQkLt5vmX3Mh3bLTtBg+iGJw49Td/gR6g85SpuRxxk84zzz7e/gdMSHs3fDueMbzbOQKII17iOU8PBwosIjiBNwJIVFkBYWzpuwED5FBPEx5DHpPleIu3+AUHdH/M4s49nR2XgdGs+Dk4Pxch9ChNcUPgWvhLAN/OK1mqQD4/Fc3Jo7kxrgNakpx9oXxrVlHq4Prcq9CXW5Na4GD2Y15M7MujxZ3opAh64k7B7CW7fRvD8+UTSZAOuuXJ3QnNvTOnFjWk/uLhjF5dkjODVrKIdmD2DdsGbM7VaBeb1qsGxwBxYP6Mrcvt1YNXYE2xYuZMuCpdhOXyigscHF1gW7eY7MHLGUOWNWM3ecPfMnrGfWaHtG9V1M/57zmSjO8PTVMPYcfYbT/kfsPuqLy1EfNu/1YsWGK8xYfJCJs1wYN82JEePXM2yEDUOGWDNkoBWDByyW/60YO20NU+c7YrV6r8DpELNnqZUJZ9G97TgGd5lEz+YD6dusF70btqVt+Uo0KpiHJoWz0bFcXvpUL8LQuuUZ26g2U1rVZ3bHeszvWpOFvaqwZEAVVo6qie3E+thPbYr1pGasmdmNzcvGM2d0P0rkzI6Jji7ZDC0w1FMPM7IKK/5O/S6EaSoAKSgXpto+fg8QfTXOReNKlPtQi/7mFXgUEHBo3YeRgkeG9A0lNSr6TwBEPk9BS8lcdTQTGch+OZ9mnICc2yxvFQbPsuPc0zhuhv/EoSdJ7Lwfx8bbMdi4K4hESkEOZ9bJSGaejGaaWwRTxGFMd41gxsFIURTTD0UzU8KcmUeimHVUtjM0+5joeAxzTkh6MkZgJNuno5h83J/xR54JjCRW3hsgYAlhws5wpkjYMmNXIAv2+7LqhA8Ol3xxuh3MuaA0TVfq88Hv6DB9L/maLsGyzios624kVyNnCrZxpWTX45TpeYZi3U6Rv9NRCnY/SYFeJ8kt7sOi60Gy9TxIsVFnqTHXg04bg7G68o7ToRLvq4WnX8HpqK9suJ8iIddt6s48QrmR+6k06hjVR52i/pjTdJl1iSnr7rNBatajd6Nxfx6D10sFkEjCwkOIEIDECEASBBwpoRG8Cg3lbUggaT6PSPS8TORNV/xOr+PxgTl4iKO4tbk/7o5dubK9PS/ch2ng8dOLVbw8MIxzM+qwv3sRtjfOxvZaZuysZcHmCgZsr2HMnobm7G5hxsFO2TneLz8XRpfi4ZJGhGzszqsDI3m9fwipuyTEcerDk5m1uTKoFBf6VuBQx7Ic6lodl/aVcWxVCtuWhVnRIg/zm5gzs6ElE2rlZWbTisxpVZtZUvgWdm7Lom5dmdOpG7O79MFqwHgW9JnI5I4jmNZNCl2f6czvP0e2pzCyzSiGdJrAoH5zOXD4IVu3X2aT8xX2HHzILtcHbNh2jQXLDzJj7g6mzXJisoBm4ng7xguIJoy0ZtKIZUwcvpSZk1ez1GoLK1Y647jBDUeHQyyZv4kpo6wEWstZPXMtKydbYzN5EctGTmB6ty6Mb92AqZ3qs7RfM1YPacOaQZ2xH9QbxxH92Dy2JxvHtmX92EZsEOhuml6PrXMbsX1Ra3Yt784+uxEc2TKfpZMGUzSbOA+p+S311FoxajxMVoX679Q/BIgChgKIucAjuxysuq2r/QIQvX8WIEUyAFJMAxDNkg4mP0oBRc3ULp+rXIjap+YLkfNqVu03L6F5ylO8RnscXK9zK+g953zEgnol4nI/AcebMay+EsmyCxEsOh/B/HNRzJYwZrY4jnkHIpjnJnA5HM2CozEsFFAsOhHLopOi07EsFC06F8vSCwlYXU5g+bUkrK8nY30zgQXugcy+5M2sMy+YeSyQWRKqzD0YwqKDQSx388dG4OJ45jE7rz9j/11fbgQnEC0O5OyTZBr0WkqZlovJXW812eptIl9zF0p0OUqF3mco1/csZfudo9zgS5QZeokSg89TauQlyk+8Tq1592ll60+HjWH0c4llmfsrTga+58lreJAOdwQil1N/weZOFJ3sLlNmrAvlxh2m8vhT1BS1nnOZsRseYH/iJQc9Yjj/NJJHAWGERoQTHhYkDiSMSAlhYsOjSAgN55VA5W3QC/zOufHi2Bb8j9jju28xT52mcG/9MG7Y9OH8io5cXNuB4PMT+frCnoRzMzk5sSb2jczYUNOUzZVM2VrGCJdKFmwrpc+e6ubsqmmCSyNjDrbPzoHOllwYVZLbs2rzbEVrIjb1INC2NYE2zQmxa8nN8SU50N6Eg+0sOdAmF3ua5WJXkzxsbJCNFdV1WVBVh4V1dJlfV5+JAqgplXMypXpBZtYtw9K2DVjepTVLO3XAundfVvYdyuLuw1jaewzL+03CeuBUlg+cxpyuY5jfayJjOo9meN/pnDx+nz27LrF/33XOnvPmxKkn7N5zk1WrD7J8+T6sV+xl+dIdLF2whSVzxWnM3cCKeeuxFtlabWW93S7W27vgvNGNLev2sXrhBqxn2rJugQMbF63Dcc5KNs1dwtopU1g6uA+L+rbHZmQXNk/rw7YZ/dk4aRCbJo5k58xx7Jk/hj0Lh7B7UR/2WvXgoE1vjqwfyBmnsVzdP4fzexdxeNtipg7pRl4zU9TguhyGlhjrq4cZWRXqv1O/AUilig0xMlIdwiRcEZdhqLqkq2kJNSBRriOnvEGBI3cGPPILOFT4UlDgUUgDEEPDohgaFRdwKBXLSAUgsq2vUgGLWgdXMx5GSSDxXQIR1fhqLu9RbkWFSEYCGDm3nsCoRafR7Dp2jwcSxtyP/MKJ56ns80xgi0csKy4HsOJaMNa3Ill5NQa7S0nYX0rF5kIiy07HsPhYGIuPh7HsVBQrzsdhfTGOFZdUY2wMq67GYnMjDtvbsay5K6mESCvuhGJ1K4ilN8QJuAex7FIQKy8EYXPOH9uzz9l82Yc9t19wwMOXi77h+KR8JPTtV44IUFr3n4pFma4UbLiCEu32UKTNbir3OUnDcTepNcqdKiMu0WyeF+2t/Wm30o92awJps0bA4fCSvi5xDNifSvdtIYzZ9YzTPikIMwn4qCDygasprzkcnspSd19aWR+i3PhtVBi3m7rTjtJ+8QVGOt7C6rAXzjf9OO7lLw4kiPjYMGIiXxIWGU6AOI+gyGgSkxJJjgwm6O4FHu+35+nWubzYMInQjVOI2jRbCvsELkwcwLFx/Tg0tRu31o0k+pgVD1cPwblDWdZWzqaZJW1f5Xw45tbnYLkcHCibjX3lLDhQMxeHmxbgUJtCuHUqglv3ojxf2IGkLSMIWtuTR8ub4e/YgRebWnFsbH6cOutyqLcRx3qac6CtwKipAdsa6rG2gS7Wki5upMu8BnrMqm7EjMoWTKuag9m1C7O0ZXVWd2/J+iF9cJ44DqdJ01gzbBzrxkzHafpSHMbNwXbUDGxHz2L1yBnMGTCR+eMXcfPiIy4ev8XZoze5esGT8yfvcfzwLXY4nWLLhkMiN7ZuOMiW9fsFELvZKnJev5s9m1zZvn4vW+x34rJpP9tlv9MaJ/as28GB9bs4sHYb++02sGeVDa6rV+Fma80Ru+Wc2mDNlR123N63nrsHN/Ho1D6eXjnJ48vH8bzoxr2zu7l2dDMXDqzh1F45fp81Fw/bs3/bQpbOGkS/Lg2pUjo/FgZ6mo5n5gZqlf5/91B+pd8ApGKFegIAgYa4DgUQY9WbVICh7e+h2jxyYaCfR6SFh9Z9aAFiKIXc0FBciIDC0LiERlp4FBdoFBUJQL6lxQQKRbXSF1Ao6SnXUVBAURjTHKUwsSyq+Vx9vXwYq8e6OrkwNS9Dlz7TcD3tSXAq3Iv6zP4HEex9Esu2x9FS8F+y8naAgCCS9dcTWOcej+0VgYKAYs1FgcSFGKzPRrLiXAQ2V6JZfTUK2+vy2s1I7O5EsvZuBOvuR7BWzrnWMwp7r2hN6vAoEseH4Wx6EMpW+Yxtd3xx9Qri7IsozniHcCc8ntB3P5P45Rf845M4du02s+1cqdrVjryN7MnbxIGKvfdTdfBhqo08TuNZ12goarP8AR1tH9PU6g5Nl2lVb6E7deZdkX3XmbTjEbdC3hD+9gv+r9/gkRDLpZhIzsTGsvtlJLNO3aWL3VFaWR2hzdITdF1xhhGOl1ly2INtt55z/Jkvni9fEBsZSExEoKYtxC8ylpCk1yS8ekeg92Pc90qG3roE33WT8F82iOhVo3mzeSlJjrb4LreVwr6WB3ariDiyCf/ty9jUuTZWlfOysUZR1hXPzrp8ZmwtYMbuYpbsL52DveWyc6xBMY63KYtrqxLsl7Bkd7sSeM5oT/yGkby0k7DFtgNBu/vyzLkD+ybmYX13HXb318G1ly47Wuvg2EAHuzo6rGqoIyGMMYtbW7CoVQ5WtMyPdcsirGxTGptOVbHv3YiNI7qwfeoIds2dyuGVy9lvvQLXVWs46SiF2dqeXVY27LNey45Fq9g435oNS9Zy9eQNnt59wQOB/ROPQC6cuMNh1yucO+nByWM3OXbkOqdP3eHCWQ+unPcQyHhw4/I97l57hMc1Lzxv+OB7/yXPb3vz9Lonvjc9eXHjPv43bhPm4YHf1Us8u3CSRyfduOW2iwsuGziycSV71izC2Xo+65fPxWrBFAmPBtC9UytaNG1A0wZ1aFC3Go3qVaZpw8rUr1WZyhVKUKRATixM9X81uZB6AqOUdaH+O/WXAKL2K+chriDDffwWIAYCEGPj4gKPTCkHopUWHt+lJ25FSVdCH430tG0eugbiQEzVI1/VmKsAkhczCWMM5Pw6Onkxz1aezr2ncfjSc54nwM2ItxxSXZwfR+LsHcO257Gaqe/W3ohi1aVQcRsh2FwWMNxIwOF2EnbX47G5JrC5KbodLeCIwf5eNOseRLHeM5INjyPY8CSSbarnY0AKOwOT2ROYwv6XybgFCxyCEzn5Mo7L4Ul4xL4SiKXwOD6VoFcfSBaAvAEk0iDs7U9suRDCeEcvRovGOT1jiIQX0w4EsfZeMnPPhtHd4RaVJ27HotNCcnZZRMnB9hTvZ0Op/ra0m38I+9O+BKR+JSTtA4/j4vCIj+ZGYjTnY6M5HpvEzoA4ll8NYOqhJwzdepNBDpeZvOM6a855seehOJDnPngEPCco2Ad/fx+Co+JIePuZyJQvPHwYwOk9hzllv4aHa5fywmYq3vMH4T9/MMkbrfh8ZB8fzlzk9eVbJLuf5xefa0SecWZekwoMzGuAQ9NyrK6UjyUFjdhSKTdbK+TAqUoOtlTJxrY6udhQNwfrGuRgf79KuE9twbOlPQizG0iwQ39ebulPxMGR+O3uw7nFVdg7vgDHppTgwrTynBxTmsPDyuI2oirHJjfi1PxOnFreh9Mr+nFiQTdOLezJuRWDuWw7nmub5nJzuzW39jhwdd8mnl0+id8td7xvXCXgngdPr13jsfs1fG7d4qn7dfnfA28JN/3l9414mYbPkxhxZx+JjHqN30v5DcM/4RP0gUc+qdzxisX9ThDnLj3l+Mk7HDrszsEDFzh66BpHDt5iq+MR1qzYKuGNDdNHzWJYd3EKbTszsFNH+rdrQ99WzenRtBEd69WmZfWKNKxQktqlilC9REFKFsxNrhxmmBj90dON79tqZjJTOc7cRB8zY11MDGWf/n8oQCqUr5sBEBWu/HWAKAeiAGJkUkwjBRBDY9UOom0L0YQyEsJowhiDwhrp6kuIoqQngNAXaOjmFclnitNRg/NUN3lDeZ+JiUBE3qeezJhZlqedQOTgFV8kmuF23Cf2P43nSFA6h4Jfs01+/PUeUay7G429hDS2N8JFkfJ/DBsfJrLJKxmHB/HiLOJw8IwTYMSx8Vksm31i2PQimi1+0ewJSeJAWBqHItI5Ef2Gs3HvuJzwnhtJH7mb/IGHomepH/F7/YkQtZDR+y/EffiZlM+/8E4AIgaJu7Fw+MXP7Hj8llXuYRJahbEr4DMXJSS5+AFcJRSxvu7DoC2naTV/M3XHrKBK39m0Gr+Glftv4xH2Crk1wl9/EVgm8fx1Ko/epHExPpaTMYm4hqWw/UUKayWEW3jaj9luj1l+6qm4jxe4PfHn6LOnXH/xFN9gf/yCQolM/CDOA+7ci8R+uQtrpqziou02ntqtw896IV6zR+IxZQDPrWcQsWcTiRfP8O6JF4mPbpD0+CKvnl1k74JRDKyQm8k18jO5fDYmFzdiUkE95pc2Yk3tnKyuk42lNYyZU0mH5U0suDi/DQmHZpF+UM65cRA+tt0J2DKAmIMTCD8whudO/cWJDCB433gi3WYQeWguMSeWk3JlE2/uH+TD8zN8fHGB975neff8JO99TvMp8BI/hdzka5QnX+N9+DnhJR8TQuGz4PuXn/ny5i3paoBgSDihgSFEBIUJMCR8E7f46G4AMeGfSYgDv8CPPJAw+MLdcPad9cXa6TrTV59k9KL99J60nrYDF9Gs23RadJlE+x6T6Np7Kj37z6FVh/GUKNOaPPlqU6BATfLnrUhuy+KYqWVMpNCr5RdUY2dWUiHIj6Aw1BNAGOpiYaKHpZke2cz0sTTV03YYM9HVQEO9bmqoh4mBLkYCDwPVjV0Aknmef5d+9xj3fwwQCT9MJHQxNi0hAFEg0boQrRPRguQfAUTXID96hmr0bn5NBzQ9NY+qQMRAnImxCokMism1iBPJXY3Og+ey96LYx7eSGT78gnvkG1yfxeEsYYfT01h2+qWyS7RN4LJBHIbD/Ug2Cly2Pktk87MkNj9PZKtvAk5+CTgHxrPjpSg4nl3BcQIPAZKEJiciEzkbk8qVhNfcTnnHw/SPPBZovBBohH76meiffiH+J+3SBEmfvpL26ReEDRLO/ITLzRfYXvDG/loAc4/dZcG5R6y848c2cQ7uX79y86efuPz2Z82YjisxKbg+9GXL6TscuPwE74jXpP0s5xRAxnz4SuCrtwR8eM+T92+4LAA5Gh7FDikQO5VTep6MowLmjSA23wpkr7iLY97+nPXz5Zq/Lz5R0cTKNQdGf+HM5SBWWh9nQv9VWA1axdklu3m2xkUAYo/nnBlcmzyS89NHcWrRNK5sXUvArctEez8g5NFVYp7eINzjPLutpjKlTR3mta/NjCZlmVKnmAAlD1sHNODIlA4cn9mBozNac3VlH+JOL4MnzqLNJLlNxNuui2ZekPTjc4l2nYH3tnHiRGYRfdqWxGvOJNzYS+L946Q/d+eVvwcpAfeIf3aLiIdX8L12kqdXjvPowjHunjnCjVPHcD99istnL3LlwjVOnb7G7v1nWbPWhckzVzJk5DwGDJnNoGFzGDZqAX37T6djh1GsXu3Kg8epPAn8hQMXIplme5muk/dQo5cdxdssJleDKeiW7YdO/jbo5G2BcbF2FKzSgwoNBlGmbn8si7VGx6ImOmZVMcxeDcs8VSlSvD4lStYmZw4BiVEOzAzNRaYiYyn8xlL4DSUVSWpubIyZqZGUL10pQwIRfQGDat/QSFyGkR5mJgaS33XltYz5UTXHCYDkGGMjNcm5tifqv1O/A0jF/w2AiFPQAkQLkd+HMn8CEDmfGrGrLyGMnlE+jCQ1Uk9l1FQBms8vIPatsHxOCQzNymGZryZ12g7H4aA7PolveZryC9fC33JBQHIy6i2HI16xPygZFwHETh8Jc0TOPgns8E1kl38KuyQ82R2UwN6QRPaFJ7I/MoED0Ym4RSVwJCySE6HhnI2I4mJMHNfVwkXJaTxOf8OzV+8I+fSFFAGFUrICiIAjRSCWLoX99eevxAhgNggMBkvhXHT0FnYSNy9z92TaCXesbnmyPy6ZYylvOBafjnvaa56++6hZzzVZoCERCylCj3hxOdHpPxH57idepLyS+0vhfmoS7glqSccYXHxeslvc0r4Xcj9PonF+KEC5588BT4FHQBB3oiPxjEvgRfI7AlN+5rB7EFPmuTKgvyMT+23Feuh2do7Zwe1FrjyxcsZz4Wpuzp7DoUljWD9yAJsXTuPGmcMkhr0kLTycl56epIcEkeDzjDtHXHl82o3rO9fzYJ8j59bOJeDEZpIFAO/uu/LB6wA/+x6B4NN8febCu7urCdrZn/vLmhHqNIRUt7k8sB7E5r61WdaxBsv7tGDxoE5M7duJ0b06M7x3d4b16sGQHt3o17EDPdu2pXOTdrSp14aG1ZtRs1IjqpZvSMWKzalcvSPV6vSibtPh1Gw8gtzF26NjWE0qpCromEtYnrsZOYt30Axs0zcqT6my7dl+4BHbjrzAZq83Y9bcoM3UozSecJRSfbaQveVyDOvORK/aOMxqjqFgw/GUajqB8i3GU6DGAPQLtkavQAv08jZGVw3Pt6iMRf6aZC9QFSPJvzqacWLaISC6SrrGUuCNxTmIDAQcRkaYmhhKmZEwQAqiJhzRFEit1P/6atyLSLmNX0ugoxkLo1VWBfvv0u8dSEVtG4jmEa4AxMjo9wDRE4DoCUD0BSD6UuANBB5KmQAxNlMAKa6R1oV8D2WU9CXMUdKT45V05b0a6RXUtoEYyrZaxU4zzVtu1FQAagSjGm+jus2rTmumxiVlf0kMzcuga1KKEhVbME0KwPlHUfhIifaRAnj39VfORqfjFhjLAf9YDgtIjoenczziDUdCX0mok8qh0BQOhydxNDKZozHyelwSJyRUOJ2QyDkpfBcjw7gWE8mthBjuJyfilZaKzyuJl1+/Jez9J3EdP5P68y+8koL/Rgr+O3EjbwUeb8WZxL/7Gcejd6nUYyrdFzlh5/5CwqdQrK49weaRPw7eobjGveLc68+ciU/jZqI6r4RB4kaSJMxISPxMlIRNwQnveCnO51FUHHcjo7gZF81VuZ4ryXLd4dG4BcdwUO5xr084Lo+D2P84gJMvgrkhruNxusT5bz5zN+o9LlcCmbbmNL1GbafvYBcmDj/ComGHsRm4C9exu3Gfs5t7S5y5tdiOQ9Nms3bkUDbMnsLlQ/tJDYkG+T7TwlKJfhrGq9BEePVZKPeaj8FhfA0L5kvAMz773Sft3lle3T3GmwfHeH3PjbRbu4k4upTHG7pxZUFVbiysTeSO4aS5zsd9Rk+mVSlIx1ymNMyZnVJmllio6SJ0MguGmrZP9bhUi5upgZyqIlFjtVT+UKlqaK+AjmldKchNKVV9JA06LKJotdEYFehOtpIDKFR1HMVqTaFCo9mUrTUKI7Pq5MhZm1WOl5m47CQD5h+n27yzNJ18gvpTzlGo93ZMWq7BqMkyzJosJG+LBRRrNZdCDcaSs2JvjIsInPK1QCdPE3Sy10MnW00M89bDrFAdDHKUk+uRsFuzmHxO9PQtJV+rMWQZy6Oozl+6hrLfUMrO96UpNeDIhIikyl2YGBtphvwbGKhCqoWFvp6elDNDKZdGcsx/ylOYHyYUKpcBEM3M6nrZpcDnlZv9DhBdAYiuAERXAKKnrx19qy+hhZLqfapxIGbFNTI2LaaRkUlRrYwz+oPIcUp68h4lXRW2KAk8dPRUz1NxNsbibER6+trPM1Lhi0DETJxLDvPSGIlbMdArIp9TWq5LZaTcFCjRkK4DZ+G4/zJ3BRSeUjA9Uj/gIYXvXupb7qR84JqUzosR6ZwJTuZUcCJnQpM5E5HEuagkzseIBCAXBSBXEhO4nRjLvaQYHibH8SQtEZ/XqQS8fU3w+/dEfPgkruAjMe/VItG/IGWeDwKQt59+4u3HnxGGaGDiuPc25qW6katqP/os24fL8zT2h7zF4WkMVhLK2D4NZX+0hCSvf+GhnOTZaxBjRHgqxIkiJC7yj3/H87h07oZFczdaLUCdwNX4GNwFIKdiYyTMiuLAyzAByEsO+L6Ue4ribrLY8zev8X77ntsCqW3X/JjseIHec93oMeUI/SeeZdwkd2aOuczs/gdY1msb+6e4ctXqMJeXOHFoljXbJs3EZcFC3F32EukRyM8xclPxkPr8tYQWb/gU/ol4z3CSn4SQ7OlH0KWreLnu49p6Gx5uXcPz7TY8WjePh2umcdd6COfm1eHq0soEbunMx+Oz+XTEmrtzh7OkfnUGlS5PmxJVKJO7LNmylUQtf6rpTKhCXnGwJkpGJSV/lJXCWVEqmeroGtdGz6wRBtlbYZy7PUZ5OlCm3hSa97KnbMM55Co3kuJ1ZlCqwTzyVJ1M9rKjsSzYBTPLWpiaVqRzfysWrHOn67QD1Bq8narDXCnWfy+5um3HvJ0jxs2sMWu6WACyiILNZpKt6iCBRjN0LOsKQJqhV7AFBgWbYlK0GdlKNcckbzWpzIrIdak8rFYiyC752lwkBUwjcSKS6hmYiBM3FQiIG5GQxlAjIwGFgEWgoO3bIaFMxutqPSbt7Ot6coyBOHxTzM3NNdsa+GRZsP8uKYD8MBq3YuUGUtBV46UWIAZG4jbU3I1qzlNd5TwUPP4cIMamRTXKBIehfKnfZCzuw0gAoiROQ0/JQOChpAFJfskc+TEyFxBZKrciP4bq8aqbV8Kk/JjL+bObi/sQN2IsYY+BrgBIJ69ccwnJaCU03d4rVG/NxCX2bDvvzs3QGM0iQ6pBM0zyv2fSB25K6VTyiHvN7ah0bkSmcDM6BY+EdAkPXoskTU6WMCWFF29S8H+bwst36YR8eEP4x7dEffpI7MfPJH3+Qpo4kFfKdUgI8/qjVMivZJ+A67P8/05Cmk3bb2GZV2osk3oUbjSGZceecUnCrC0vkllyJwir+4HYPYtgr4RcJ2I/cDbyHbfiPuMZLwp/x2NxDj7JH3mS9JqHcSk8lBr/XvorcSAJXIiP5Xh0BIfCQnALDeZ4WDiXEhO5/+49Tz595p5A5HJIFE43njHZ6TKD7M7TY+l5usy5SJdp7gyYfodRU24zcugpxvdywWbMQfbNPcLheS7sn7aWHRMXs2+WFRftnfA5dJc3D9PhpXyRAWI+HqXidfA+lzef4pmEZwEnb+K2aCW7Jk9jz4QxXFw4ndtW07gyYwjuU/txa24PbixqyKO1DYhzHcjX04t4tXcpFycMZFbVavQsUpFGBWtQMHslTNXi0mbiKkykNjdSwCgl+U85DamMLCRcEADomUlqVhM9KcwGOQQiEqLo52hCoSoDad57OfW7LKGouI0iNUdTqNYYTEr0QidXGwxzNiZnbrWEZD4MLaoxZJozo5afpdnYPZTpsxnTFqswaWGDSfNVGNRfgGHt6ZjXnkj2GsMxLdNNQpZG6OWUML9Ic4xLtcasdAvMSzbBtFBNcUFyjVLh6ZmoflQqfDGWvKlmUVcLQulrJQVOFTolPT1xEoYmAgRzCWfMMTY2EyefMdu6HKtdPPvX0lVLOygHI+/9z3EgPw7nr9YYU3P1+FSsl75aokEKr6H6QnIJ8SRkkdBCAURNHJQVQDTKGIH7z0iN2FXSM1S9TrXSVdBQrkezqp18tkjb7pIHA7GwBgIMQ40knBH3YShSo4F1JVVSoY+hZSEqN2rB+AVLOXLtDj6xCURIKQ9/AyESHoS9hUgp8C9f/Yxf8if80z4RKs4hSlxExJevAouPhLxXYcprIj6+Fmi8I/bzR+K/fCLxpy+kfPkiIcsvSJTCKwGFMIP097+QJnHMpy9SyOQvLf0X5i/YK7WFWF3TBuhIJq83aBlHg1I4n/6VrS/TsfOJYYWEHQ7+UWwLjsNZ0kMSJhwNTuKwdxTXo17xIOkNj1Le4Jn+noevxVG9fs+N9NdcSZXzpCRwWlzS+dR4bn54xaOvAh65vmtJKezz8sbmxBWmOp9hiMMF+tpfpav1ddotuk6r2TdoPe0mnSbfpM/EawwbfYaJww6yeNQe1k/cifPETWwfvZI945ZzbIYdN22P4Lffi/gL4cRfDMdr522OLHYRwGzgjPV2rtpt58CMBewcMRqXwX05OrIvlyb05frEntyZ0I37Mzrgad2CF1vbknp0LL9cWEms8yJcB3ZjZMkKNM9WmsrZK5Mvew1MckoBz1EbHYvq8r0JTIzFcRiU17RdGOesjl6OKuhZlNNOxG1ZHsPc1SR8qIt54foUrNiOln1m0GP0Cio0GYR5ieaYlmiBbu7a6FpUlVCjlqaNztKitKTlyVm4BV3HONJv/lEaj3WhbB9HCnexpUCHleRrvYicjaZgWW2IwKMzxoWaYZCnDkYF68k5m0goIyDJXxW9XAI6C4GHiXIeUvGquXM0s6qrGcWUdL5LtW1IqqdZ6VEgoCbq0vlB6v8MaeHzB9JAKKsC/XfrNwCpKgAxywCIXgZADDIAYqhCC/V0RE+FFXnFkknBFYCopyNKhn8JIFpwaOEh5/wGEAGUWkdXAxAVS2pdzzeAqEe6Eq58l9QkCiTiSDKljtc2YokFtMxNhRoNGDhyCg7bXLl82xufkFQik39GmIGwg4QPkCgwSZaCnyJuIkXcg2rIjH7/kah3b4n58J44gUfSTz+RJuHKq1/EXYheSZySJFB6I/B4J+9V8Eh/+5mfxOkoB/LseSwd203EzKwOeqY10JGCkV0y+NJDN7kln3lYQpNNL6NxeBmBQ3A4awODWPXEm40BwewMixSYBEloEsqpkEguhMdwJVacUto77rz7zO2PP3FbIHbry0du/vyB619e4/4+lYvpiRLWRLPPO5C1lz2Ys/ccY7acZ9CmG/RyuE1Hm1u0XH6Lpovu0HjeHZrNvku7mbfpM+MGA8ecYsSQPcwetoN143ewZ4ozByZuwHXUGnaPtOHAtE1cWHGAW+tOcd32MCcXO+E63YbdE5eI65iD64TJuI4ezqHhfTk9ShzHxB48mtEDnzk98VvclYD13Uk5MQE87Pl0yYF7yydg3aIJPQuWo3GuylTIUUvC01oYZpMQQbUtqFDBUsKUbDUxyV4bsxzKcVTEIFcVzArUwqJATczyVsU0TxUs81cnZ9E6FKnUggbthtKq+3hKVG+PgbyuK6/rZCuPrnlZ9LKXk/ClKEUKVidPnmrifkuTs2Q7arSdRpuRjrSfvIuGwx2p2W8NVXosoVzbqRRvMIQCVTqSs0QjshWsiWm+SnINcq6cEmplk5DFTCovI1XZqeEf4hAkBMl8XPujfnyUqy/hyDeA/IGyBEem/qMAIuGZnrlGOtWqNsZcvhBVAPX1VCcuBQ4pxAIQIxVaiH7sxv7jUxjVlf07QNRMZH+szImWNZMtCzQypWuQ9xtAFLxU+4u6hkwZKCekYJapX8FEK80x+pZyLSKjbAI5BRMLzCUkatCoM9Omr8Rpx0nOX3rCzbsBPPaJJTDsFZFxH0lIE7AITN4KINIFIgom6lFqmkpF6aJXojei5HdfiRcKSXnmsxwjZRpJ+PDpK4+fhrF8xRaKFaot30txDNTIYjWmx6QQzUdMwS0gnBtiVfbFRLHxpT+OoS9ZF+LH8mcPWOnzkHXB3qx7+ZxN/t5s9/Fm34tADgVHczImlXMp77gg8dKldx+4KC7p/LtUTqbF4BYbxO5gP5y9fdl0z5vVFz2Zf/geE1w8GLjlHr03P6CTwz1ar/GgibUHDaw8qL/kHk3m36XNHHEjUy7Qa9Rhhg/dzYKRLjhO2MuOMc5sHmDD6i4zsR84hwPzNnBu5S6OL97EjglL2TRsOttGTMV14kwuL1jA9UUzuTFvLFen9uX21G48W9CL8JX9iVo7kETXKfx0ey0/P3QhZP9qto/sxYhq1WmZvwLVclSliEUtyXt10bcUt5atoUjSHPUlPGmAeb6GZCvQEKNctTDKLcflq4OlKEf+OuQpWJdCJRtTqmJLCpVoQInyzahWpwvFyjbDNHcV9LNJOKRm+zcphVpGxFh1DZA8osJr85yVMBRHo8Ik3dx1KVJvEFXaTaJKm/FUaDqE0nV7UrRKWwqUrk+eQlXIlU8AJNDQMcohErdhaCGhvmrcVSGGdv5S5TTUera/VSZE1Otq3Vtd1bah1pn+A6nVILXLXGaVZraL/LZA/91SAPnhKcz/HCAqlFHO4jsg/ki/B4dWynno6qlu87+Xvs53GXxTdlGOX0m79J8J5qa5yJOrKNktCmvuQ61do67Z0qIkJUrUo2nT3oweuxAb213sP3CZK9ee8FhCh+CIZIKi0wmMTSc49hVhcW+ISHwnzuUjMSmfiUv7QlzqF+JFqUKT1FdfCI9+x/MXsVy4IgV30Tpq1GyNhbmK3bNhKPZWz1hclUkOLMpUZOxaB269Tsf9bTq7Qv3ZGRGIc6S4hsAnrPC5x0r/B9iFPGH9S28cvZ+xzfsFOwJCBRCx7A1PYm9kMnuj4tkdHcmemBB2Rfix+eUTHH28WP/YG4f7Aay5HsSy8yFMc/NjsPNjBjg/pceWx3Tc4Ekr+4c0WfOARitFVveoM/MKreZco9dsd/qPP86IoXuYOXQXVkO3s2KAA0v7LWX16OU4z9vI7oVbcRi/gsU9J7Goyyjs+k3i0MxlvNx9kPC9ewh2dsB77Tx8bCcTtnEKCU5TiNo6kZSTq0m76kzg4fUcWjSZqe1a0758TWoWqkFRCV2ym4nLsGwsAJGQT1IdS4GIWng8V0OM8zXANH9jDGXbMEdDzHI3JpeEH0VLd6BMhY6UKtuG4iWaYW5RUcBQmvwS0hQu3oTcBepgnruGhD7iNswqSOVVgmw5y0hYWUyb5iiNgXlJTHJXIk/JhuQp3RCDHGp1RDUjnoBCKjsd5cD1sotj0M7Ip/KV5qmQFB5NYRZwqI5jCgwKEL+FhlJmCKOOU1KFT09fAKBZrF70q1QBRDWmKlhkPIn6Xfrv7wOi9LvHuP8bANE30IYi/4x+BQ4NPNSPlft3sPgOEW3/FCX9bxKXkZFqYSKSmzHQNROZY6ieJgmQjOTcBqqXq+ZRYD5xJmrcjnpiVBIziYlzSiYqU7YRzZr3oVffCUyabs3MhWuZs3g9i8RNWNvuxHbDftZvPcym7cfZuvMkWzK0cdsRFi3bxJCRc2jXaShVarQmd94yWGQvJBlF7J2JXLOZ1FqWYnVNLSnXrAU7b97E95efuf0mneNxkewK82NLsA92/k9Y6fsQWwGCQ5A3G/y82ewXyFYJdZxC4nEOT8YpLJGtoTFsCgnBKTKIbQKQTUHPcfT3Zb1PEOseR7H6VhyLz8cx7XA4I/f6M2yPP4N3vaDvdm+6b35Kx/VetLH3pMVqT2rPuUrLxffosewh3We601WcSF8JZ0YNc2H8UCemjd7AnAlrmTXWhulDVzCx1wLGd57O5I5TmdNlOgs6j2dZ19FcWO5AzInTvLlyltTTe0k6vplXZzbx/spOQo9s4daWNeyaP5PpvfvQoW4zqpaWWr9QPXLkri9uoKmAobUAopWEBi3ku1IgEYjkECeSpz66eRtL2NACszztyV+8J6UrDaRitYGUKd+dvPkaY2xUUX7XYqIimBiXJ1euOpoGU0tJcygHI+cwyS7hT85ymGQrKU6iJMbiSlWDfaES1SlepjYmlirvqwZQcRW6InEXugZmGBqZY2JigamZVAZGynFIAZLCrECg+muo3qTGIjN9rX4Eh3Ilmf07tI+npeZWj2UNZFtJ/7epAELOoYGFnDPLVElzvn+v/h8ARDWqZg2L3+q741AhS4b0lEuQ0EXjIr5Lu/auUsYUA5rRwWpeEkt5/bv0NRJ46FnKtWbHxFDAYaj6r8h7NQDKJ9cpmcaohMS/6imPhBeGEl7Ito6OmsZAAUauTe5N30DNrlYMAxPJaNnKYSl2OFeBGuQrUpsCxepSrEwjipRqSN7CNclfpBbZ81SUc6r+LOr96t7ySEaV/8V1KLurbyHOyii7ZlsvVyGGzFnEg9gEoiXs8Xj1GtfAIHYFvMT55UscXvhg7ycSIDgE+rExKIStYbE4R6WyPfat6A3Osak4xcaxNSaUjRESBoUIPIICcQyIwuF5Kqs8XrHo0mumn0hg3OEIxgtIJhwMYcz+QIa7vGDAVm96Oj6ly7qntF7pSRvrx3RY4UW7BXdpO+0iHSaeoNvYg3Qf5ULvkdvoN2IDvQbY0aeXDQN72DBcNKqLNWPaL2ZM8+mMbTKOJT1msXvmGjycXIm+eIlXd64Se+koPm7bObrcCtuxk5nYbRAdGneiSpVm5C1aH9MCDTAr0hrLop0xK9AJk7wdMcrZDv0crdHN1QLdfM3RKdQc3SKtyFaiKwXK9qV45YEUr9RHfof2WOSoLZAuI7+bOAZd1YmrgPzWkhcldDQ0LoWxeXks81Qnp7iSXEUEVvJ76VqWwCRnKQlz6lKwaCUBWBHJJxaSr6T2zwhFNE4hI9VTjkGcgb561GqgnIO8JtI3EHhIaiypiaSmkippQhUp5BrXodyCCj1UWKL6gWgkzkUDECmIfyQFkT/Rf87CUv9PACLv+ROp9XIzpW0wzZA4BU1BF1joZ0gLEC00tGvRKKkZ47XSTvyslZ6ax0RqEFOTXBLryvk1ryvYiJMRZ6Q6tSko6OqLBB46+gocIjUSWKCiayz7jKUWUz1kBSx6hmVEpdAzKq2RvpJxac2xJpblMMuhpl0siqF5Kcyyl0VPzq+rOsyZFRdgFEXXTKBkKmDUhC8KkAIzCd/UGsElqzRn7Y6ThL/9mbAvcDXiDceDkjgUlswO/0g2v4gQ9xHC+uAg1oeFsTkqEWcJpbYnfGRH4iecE9/glJDM5pgw1of7Y//SB9sASf2isXv+mlUPPrP0+s/MufCWqacSmHE6llkno5l1NJypB4K0SxJs86b/Zh96b/Knk70PLVc+oYVApKXVfZrOu0KjacdpPMmNRiP20GTgDlr220W7Pi507uVC96476dV+G71brmdom3VM77WFce1XMKrlDCZ2nMacftNZNHQqC4eNY8HQsUzvMYIhLQfQpm43qlXrQIHy4jZKiNMo2gqDUl0xLd0bk8LdBSI9MM/XVdQFs8IClVKdManQDYsqPShSewDFavYmf7n2mOWvJ993KckD+eQ3zKN55G9sklcqB/mO1aJnykmovGIs+dU8P8a5igmcyqGbQ2CjfisJL42yqfyQA2NjS4GAEUZSKH4MPzLbLLTuQaQKjbgAPSn8elLI1dIKyoF8W0lfpH3KIu/RSCChAYfqRCbORV8KmVrlQPXh+C0wfqvfAOO3+o8ESJVqTTE1VxRXnWBUQ6b8MOrRrW5u+aLVglFCd00NK5DI6jGuCl/kParviJ5+3j9I1esiSXU17R0CESlYSuppj74q7PL5WimASI2dAZDvEMkAiCYm/TVA9MSB6GnAITWK6stimFdsZ0Z/E5XZNBJIqtG/UlupjmhqOgEj89JiaUtrAKDpEatbRCRAyJDON8nruqoLfsZIYoMi8r6yAhR5r+rLIu9VIDGwEBipSZIUGOW70/SqVf1e5LtTgwPV+9p0Hss1z1BNPxX/t1+5EfOFczHvORCUiMtLcRdBUawPDcUhIpwNUXFsEtexKe41G2LTcYhNYl1MDJuTonGMC8MuJJBVfgGsfB7OSq9krD3eYHXtPfPFhcw+r9bTSWDheTXoLpI5R4KZut+fMTt9GeL8goFOQXTe8IKWds9pKSBptuYJtZfcoPKsM9ScfZZa405RY8AxavQ8QvUubtTpeJAG7Q7SqOVeGjbeRtNGG+nQcgvtmtrSuaU1vTtZ06frIjq3nUTrlsNp12o4rRoPpUHNAZSv1EMA0BULkX75buiU7YFO6V7ol+iDSdE+mBfsRfYCvclZpA95SvUnX+UhFKg9jEL1BlO0ZlfySphpklf1PpV8aiDfrZHkFxNxmqYiCTNUiKEvMND0m9A3lt/TXI6TAmxgogW5mrRKQhddk3wYmKvfxUSgYyKVoR6mUjDNpOCbCgTUui0mAgcVmqhxKPoSWuhLwdczUOeVAqwpxFKYFSgyIPMtXMmEh2oj0TMUZQ2QzPNkbv+YZi5hmWUq+n1h/nfoNwCpKLWisVqXRcIIHXEZSmpwmxrMpi/uQxVCTTdiVQjFgSh960kqUkAxFLB8my9EUs2SDxKa6El4oOkKL7WFmkv1d6n6DDlG0+bxLSxR8Ph1mJIZumTqt69nSgscAZAmdFFuRKR60+qoVIVKcm+aVJyBrlxbRuihGQGs2afuW+43KwkkvqXivtSER6oznOY7USuuq+9D/a+2Nfem7ku+E/VdqHtU55bPMLEoyfhZa/CJTSNCdXR7/Qt3333lXPJr9oVGsSMyRkKUGOxCg1kdEox9dBT2ErasjopkdayEKqkJrEuOYW1cFGsj5bXgKOx8Y7F9nIDt/SRs76ZifTWBBecjBB6RLDgXwfzTYcw6Ecz0Y0FMOhzKOLcwBuwKoKezuJAtfrRx9KXp2ifUWXmfaktvUGPhTWpPv0O9sR7UG36HmgOvU7XXRSp3OUP5dkcp03I/ZZvvpGILZyq13CxaT5XWtlRqvZzyLRdQpvkseX06heuMJXeVYVhUHIxhuf7olumHbum+6Jbqi06JfuJGBmBeYhCmBXtjWaAP+UsOo0zVCZSvNZmS1cdSsFx3gXxJcYFSgRgKFKTgKylI6OmbiIw0YYamMTLzaYUKFZQD+LYtYFEzealCnPFe1RiqOmWpx6+aQWsCgMwQRP2vpMIQTY3/q85bqhD/WpnO49dtBXItmqc06joyGl/lXFoIKGVu//Ppf4pUxzhtW6NqcxSAlK/SQuy31LJSyDTdypVUQZACoBmjIvq2X0DxTeoYkQKIAodhhjL7ZmjB8M/qR4D8q8ou+t6G8ufShkxKGuBoUgVQFXJk3Osf6cfvQAOOH/5XMFFgyrivzA5wRhnbar96vFy6UhPsdx/H7/UHAgQid16/5+rrt1x4/RrXhHi2iPtwjApjU3wUm1Pj2ZASi11iBKtF9mlx2CbGYBsTjW2k7A+OywCI/H8/EnuPaFZfj2DphWCWnA9l4bkw5p0RgJwKYfqJEKYcC2PC0QjNOjoD9gbTa1cQnZwCaL3RlyZrn1HPxpO61p7UX/CEhtO8aTjJm7pjvag27B4V+l+jdM8LFOt2hqJdjlK4w34Kt99Ngbbbyd96E3la2pOnuQ25m68gVzMr8rRYSq6mC7CoNxPTWlMxrT4Zy+qTyF5tAjmrjiNbuRFkKyUuo+pYKtSZQuXaUyhXeTQFi/YlW672mJjVku9LTamZkXlVof+NfpvB/136NUB+r6ze839RvwNIhcotxApmAES5DJFyFpqCIGGKntS2mfszHciPLuQ7QBQ4VI2r7fylL+fT6sftP5IqxFlB4a/orwDk99IARK77273+kX74DrKU+t7E0aj7MhAZZUj1V1H7VNimr5+T6s06s+PcNQI//4LXu8+4J6dwOf0Vx5KTcFGjbhPj2Z2WzA4ByEYFjrhQbBPCsU+JYY2AxUY5knBJX0ax2ieSVV7hrL4nuhPKqmuhrLgYwrILYZoZ7BedCWfuqTBmngxn2vFIJh2PZtyRGEa5xTDUNYa+uyPp5hxGh83BtFofSIu1ATRb4UeTBQKVOT40mP6U2hM9qTragwrDblJu8FVK979E0e4nKNL1CEU6u1Go4x7ytXUmT6vN5GrhKBBZR97mthRsZUOR1jYUbmFNngYLyFZ9KpaVxpC94kjyVh5J8Vpjqdp0CrWaCTyqDyJX/lbifKtJfiwvgFDhowpVs87M/0nKCho/Kqv3/N/Ub0MYAYgaAJcVQFQ7xz8GiGpkzQocKnRRT1ekwPyw7/dSr6tCnBUU/or+JoD8mZRDUeGQ6LcQUQBR34W5eVEMDQUyhrlo2G0guy/f4dnrjzx49Y4riSmcT07jUFw8++IEIrHR7BBYbI2PYH1sKA5xEWxMFcch6aqIMFaFhrMyIJwVz0VeAo37Iay4E8yK62GsvBKO9cUIVlyIxOpspEAkQiASxayTMcw4GceU44niRJIYfShJ3Eg8/XfFSUgTQ5etUXTaHEEbu5c0Xy6hjZW4kEVPqTfbi1pTH1J9goQ5YzyoPPI25QddpdyAy5Tre5EyvU5TottRinY6KK5kH4XbuVCm4w4qdNpK6XYOFGu2igL1F1Gg7mxKNJpD1TYLqd56FuXqj5JwpS95S7bW9t0wVBNqq97KBTE2kXymwo4sM7JWWRXW/+r/nX4/H8iftoEIIDRxvna/1rJrpY7RTAQk25ldzjOhkAmO/5MAybzXf1m/B8i3HrMqNcyHkeqsJNerb5qPRt0Hs+PCDbzffMTvp5/x/PQTl9Pe4BYVw97wcNzEiRxMS2JHYjRb4iNxTk/AITYSm/BQVocKKALCWOEdipVXCEseBrP0bjDWN8OxuSbO5Eo0Ky/FCERiWHouioVnYph3Oo7ZpxKZdiyRSUdSGOeWwoj9SQzenUTfnQn0coqj+7ZY2q0PppmtD01svGm0/Cn1Fz+mztzH1JzpRc2pntSY4EmVUfepMsKDKkPvUGngDSr0vUK53gKTHucp2+2kwGMvFdpspmzLtVRovZa6XTbSvN9mmvddR9Mey6ncZAw5S7bCJHc1dNXayHrq8XcOCalzYGAqGdRQtVeo9oSsM/N/krKC24/K6j3/F/XXASL6VjiyBMh3y670IzjUQlRK32GRlf63AKIaX/91iKjr1LiHzHv9I2lcyh9JvV8r9Z0oKWhkQsRYpNpcdHSlkBjnl0Ii32/OYtTr3B+nU5d58eojoUDwV7j/4QOXktM5m5LK0aREdsVE4BQVxs6kWDbGRrA2QkKasDBWvxQX8iKM5U9DWeIpELkvDuRuBGtuxGB7LRYb9zisL8ey7GIsSy7Es+BsInPPpHwDyHi3VEa6pjBkTwoDXJLpuz2RXs4JtN8UQrP14kDWCUTW+NBw5XPqWz2n7sLn1JvnTd0Zz6gy9qGENQ+pNvKBpo2k2uDbVBt4i6qimv2vULPbQRp030WbgfvpMtKNriP20rzHWnEdk8hdrCNm2Wugq7r8q75BajSrviE6xmKRTQwkb0mh+13j5O+VVWH9r/5f6jchTKXKzTBRC1yrwp5REHQVJBQUFCAyYKLZLwUoU9rRuUqZAFEgUOBQDZQKHKpQapX5WtZSgFGFOCso/FVlQuSvS1uwM8OYP5FA4I+lICyp6vsh51IykH1KhiIjkYnm6VR2DI3ykid/BYwt1VIXOanVqhurnPZz6XkgoZ++Eiwg8f7yleuprzgSEcGekGB2RYSwS+DhFBPORoGJQ3gEdsER2AREsNInnGXPlBOR0OW+OJTbApBbcZqlK6wFJMvc41lyOYGFF5OYdz6F6SeSmHQ0hQmH0xjtlsZw1zSG7Etj4O5U+rmk0Hl7NG22htBqSzAtNgbRYl2gOJKXNF2pQpsgmi4JoPbUJ9SdLO5k8hMaTXpM00leNJvoRXNJW0+8y8BZtxg7/yojZpyi8xAnKjSYTs4CHQUQNQQaZdExlNDZQL5Tg+wicRuqZ+YPjy9VvwvNY9MswJGprDP536/fNu7+Vlm95/+mDKTMm8o9abv5C0CaCkBU/wgp7KoGFekKFDRzcqgOYhkw0exXvUYzpMChnykpGNonKZm1uSqQWqlxIWqfFhRZSPUBUV3VswTCX5G278i/LrleuefM7+APJff6p9L0b1GPkbXKHL9jKDIWGclr5uI+zJTM8mOZTU0eLVA2yUepyvUZNGke209f42FsmmZeE7+fvnIzKYUrSUmcTk5gb4S4EHEfzlERbA6PZENIBPaBEazyVW0hEs48iWTVoyhsPKJZcyeOVbdiWS5uZOm1OBa7C0AuJzH/ciozziYz5XQqE0+mM+5YOqMPv2KEWzpDXdMZtD+dXnsT6bwrjk47Y+kgMOmwVeQYTft1EXSwj6D96lBaLvKn7SI/Oi56QafFPvRY7EsfKz+GrHrJONsARi90p/dIJ+q0mk3+Et3QM6kp31Fp+X5Ul/JyGFqWEFBIHjE0R1dNpCPQ0Hba0sHASEdCvf8C5H+q//3vSQFEzbZmppFOpUpNMDYumFFjipNQjkIAoXEkUpsqV6LtS6EtXD9Kc7ySBhw/1ubfC6Z2+/trv5OCh646Jiso/BV9/8x/XZl9RjLu9y9KAxAJT9TETJkAVfdoIDIUGWm2LTE3zIOZqnl1zFALeZmp3qvy+Wo1wGx5S1Jb3Mj8tVtx9wkk4N1HXv70C88/f+FGuoQzkeEcjonhYGwsLlExbI+MY1tEAhtDErB7EcWyR8EsvyfhzcNY7O6rviEJrLwbz/Jb8SwWiMyTcGbmhVimnoll0ukEJpxKYvyJZMYeS2X00TRGHEln+OF0Bh5Mo8++VHrvTqHnriR6OCfSY0scPTZG02tDJL3WhtF9dQC9V/sxzCGY6QKaRfuTmbk9lP5Wd2gzei9l64wid8Gm6JtXlntTYbLqZKfmvi0k4ZuaG0ZBWY0/MZJKS18DEE1PT5GBgohyIBn9Jv6rf16ZwNCX71TNfqamQ1TbmTD5M6nj1MxnCno/7lf/q/0G4hQVQHQFHko6lSo2zuiurjo/5f62rZ3SULmJrAvLd2XCI6sC+VeUFRT+irI651+RKvD/zP3+sRR0dQSIanrIzF60mec3yJCRyFCuV6tsAl/VAU57/SrVdMeWkKZg2ep0HDiKFU67OeX5jEfiQnwFIr6fP3H3zTvOJ6dyODqe3WGx7AiJY2tgHA7eEay4H8DKeyGsf5rIusdJ2HsmseaBgkgcVjdjWXgthnnuMcy/lsTcq8nMviJu5EIqU86lMPGUgERCm9HHkxnulsqQva8Y5PKKgbskvNmZykiXNMbvS2f6wdfMcnvFrP2JzHeNZ8G+CKZv82ag1XmaDt1A8aZTMCnXFR01Y5zcl8aVaeZ6ke9HX/UqFuurwKFGueqqOUMN5DhtZzCV8bVjUUSS/hcgf12qwKtUwcPMzOxX0yH+I6njMudf/XF/5vkMjTJ/M5WKKlVsJNBQT1KUo1DjX7TbmgmONYVK2xD6x/rfgIfSb4Hwr0idR1vr/3Vp22uyvsd/VqodRRWQ3wNEX5QJkT+TOlZHM65DCpixAkkVugwfy5o9B7jk689TtVbM+094fvjCnTefuJTyhpMxaRwITmbHi1g2P4lgy9NYnHzT2PgsBQfPBOwfxIkbET1MZK1XOmsfv8HO8w02D95g7fGaJTfSmXcliRnnxJWcimT8sQimihuZffwjc098YuHpTyw79zM2F2GtO2y6ARuufGGJazjTNnnSY7YrFTvNxbRsJ3SyV0fHsgK6ucuja6Ya5KW2klpL0wNUXw0qM5TUUGov7TB2bU/N75Pm6En6bTrAH6DyX/3z+rHAm5qaaiDyzwLkx3Nk+Zr6/XTV0zFVAYgqV2ioWcrBQLV5SMyu2VY1hsrImgytbdf4Y6nCp47LqkD/nVLXoAXBv0vasEXA8Qfd7rUjh38tFdJ8dySyT4Vz3waGqe7bkgHyFaF8/aZ0GjaG0UutcTrvztkXQdyKS+HJh688/wKe7+FW2i9cSfjI2diPHI/8zKHQj+wLeMtO7zScnqq1clJxev5a9JbNj9Nx9HrFepHDo9esffAK+/vp2N1Lw/ZuOhvvw85H4PJQ0nuw9dpP2J1MY+HuMGZsfMJwq4vU72tDiYajMS3SDJ1sldDJUQ7dPKVlW0IV1fVcWWG1DoqEIpoGUbU0gZKmi7g2o2oAoRkRqyCiZuXKVMb8opqJdDKP/a/+GWUW9qwAktkm80f68f2Z4MiUZoChAEQ7cbTkbzVxV+UKDQQaqh+HaszMod3WE6spmVnp17V0VvpPgIeSupasC/Y/r9/e21/Vr+HxW4D8VlmBRA0MVGuLKAeibyjnM5DfwUCFNRYY5MhPtkKlqNK4FW0Hj2bMMnvsDp5n300fznjHcC3sFfcSP/EgDTxEd1LhZjK4x8OFKDgd8oWjAR847P+eM+G/cCYSTobB8ZCvHAn6wqGAzxzw/4ib/2d2eQhgzsSy5kAEczY8ZtDcUzQbsIGKTWdSpPIQshfviI65epqiZsnPeNSvHIeluFczuQdDibkzwKEdmCbbGY2kP4Yl2syp4nMlqd2+SWo5Tfp/ox/If4p+BEBWAMls4/gzaUIVUVb7NbPLm+bA0DSXRjqVK9YXaOSWHzmH5mlI5rYas6GkBcQ/0u8Lx98vVYCzgsJfUVb39lf16+v6LVB+1I/HKYgoeOjLfiOj7BJGZoJEWX8BiJpKT6WafVKwhP7mBcpSsnoL6rQdRIehcxk5fyPz1h9h9Z5rrD/uydZzvuy5HsrhB7Ec80rgyKN4DnhEsvdOOK73wtl9K4gtl3xYc/Q+C10uMsXxMCNWuzB02Q66jrOlYde5VG86kaIV+2CWvzk6JhKe6JQVqbaN4nIP6umdgEPCN5VXVK9RNSpW30jrPDSNoQIM7bB3NY5CIKKBx4+ZXjK8ZiCcAkUGSDSzfqkMr7b/C5C/on8EEJWqNo4/komJieY9SqrtxMLCQiN1Ds1+M8l32fJili2/Rv+LAFHH/qv6dWH61/SfBJDv96aZYiBDOj+kmduZ0hyrY46hfjZyZlcLaeUUS6mdplFBRF9so56+HCdgUQsXaaY2kM/TFF69gpoJhC0K1CZ/mZYUrtBRXEIXytUbQO0242jeayZtBswXzaNl35k06zGZeh1HU6P1UCo260PxOp3IXbEZJsVqo5NPQpHsZdCxKIWOmitFX03ao57SFRKoFZLPV6OQi2JoVBRjY9mnnKue3LfEwwZ6kgGNJQOaSGY00MdQQGCoKzWXwMBQoKcvQFAD47SzdP2Q4dWjWs1o1Qxp+oNk/q895r/65/VHAFH7jIwVJIyzlLFICw4zDTSyZctG9uzZNfoGEXNLAUceTLPl00inasUGmAg0DCV8MRCAaLYFILqaDC01omTSfyRtocmcm+NfkSpAP8LgX9H/BCDaPizf5yT5M2X9HXyXchPf7y1z3hI1j8mf6cf5TQwEEkYSvpgYS0gpbsRALVIkMDEUiBgb5RC4yG+kFjKSa9Y+LVNjRopJoSsphV25A61D0NFVEyFVQN9CLYtQBR3T8hJWqNfEOSj3oFYGVOOeVG9jY9lWHQrNi0gYUlTepx6xyrWoWd5McmNulh8L0wKYquVH9XJhLOAwlVDXTK7D3DAHJuKOjAUWRnoCDQGEkTgHIwGfkdyPoY5kYAnJ9DLbNTShidSImiH34jA0ABGJY9FIwh6N1PZ/AfIXpXVsalstXmVqaiYFX/sURu1Ti1SpfT/K7AcZSwVgbGwsv7e5AEQLj+ySmptbaF4zNJZ8aCZlxSyXRjoVytSVjKl6R6pCpJ1HVKXa2k2sthQaVTjVE5k/SrVPHBRw/ihV5/kjqWOUMh+jZkr9nyl1LeqzMmtd7bX9WpnHqAKlrv+vSD11+v6/9v6/p0qZT1rUvj9OFYzUtSj39o/SrPapexCgSIFT342hvnZ6RkN99V2r19VrAhED1T1eNXRr71VXt4BkkBISPig4qP4WaoIoFV5kpLrKSZQU5yCv6wto9NQxajyOCj/yyOuSqg6DhmJJjQqgJ9I6HGV7jeWzVddltZShgqOCpIVAIRumquFdrkc/Aw4mAkJzA0uMJczSrpOiKgb122p/a+31m2YoIzzTURMBqc9RGV9qTxXeZErjVBRs1DH/1T8v7XemJ1A3MpaQ2EQqeamE1NMTYyNLqZiyi0vUysQ4W8Y+S/k/m1RMarkGE8l3avGrbAKfHAIWdZyFpiLTDG5UjafqcbxS0ULVMVOryRkU0KQmhoUlM+YXC6qdKEhJsy3647SgfKA67o9SOUZqud+lmm01NaJSYVGRH1ToBxWUz1HSfp5W+f5Acs2/Ok4p8/2ZUjO2/yh1/9//V9fyY/rjfuOM6/ujVPudqOvITNX1aKW+18w0c/vXynxP1jL6lv72vtTMcOp3Uyrya0kI8v3/zGMypV3fJytpryevRkYCF/XZv1bG7/qrfWpJ0rzyXahUSXtM5v0ZyGsGUkH9SgqG35Tzd1LTa/7/Qdrv489lYpjvm4w136NWma+r7/X7d/trZX7Ot+/SUP43lt/EJD8mZgUxNi+EqZnIpAAW5oXJkb24OItiAgdVRuVzjPLK/oKyr4gmNTaW8xrlEoeSF0vL/OJGVM9p+Xxxv8ZG6txa6TSoJ7FymUaUKFaHsqUbUrpkfYoXra35v1iRWhqp7T9TqRL1/geqL2pIqeKNRU1+UCOtSjTQqESxehnK/Fx1jf9I6ri6osz3ZqionE8jue+/oJLFfnuNv5Uc96tr/K8ypfKUUmaeylTm/j9SVuf6v6iSRf9cpSSflpGyoFS6eD2N1L5MaY7J0G/fq6Q+o7ioqOT7YsWl7JaoS/GS9ShZWspPmYaULNeI0mWlPMn/5cs1pnLF5lSq0ExT5kvJsaVL1aVC+QaojqXly8l7StaiZIkalC1Tm4oV6mlUtkwt2V9djq2VoVr8f5HzaZG2TpGlAAAAAElFTkSuQmCC)
- Less than
- Greater than
- Same
- Always varies
Hint:
Heat of the reactants is used up for the reaction to take place.
The correct answer is: Less than
The correct option is a) Less than.
An exothermic reaction is a reaction or process that releases energy, usually in the form of heat or light. Exothermic Reactions The total energy of the components in an exothermic reaction is less than the total energy of the reactants. Therefore, the enthalpy change becomes negative and heat is released to the environment. In an exothermic reaction, energy is released when the total energy of the components is less than the total energy of the reactants.
Related Questions to study
The substance changes its shape, size, and color is one of the properties of physical change
A usually reversible change in the physical properties of a substance, as size or shape or colour is known as physical change.
The substance changes its shape, size, and color is one of the properties of physical change
A usually reversible change in the physical properties of a substance, as size or shape or colour is known as physical change.
The curdling of milk is where lumps are formed in the milk.
lumps are formed when milk curdles.
The curdling of milk is where lumps are formed in the milk.
lumps are formed when milk curdles.
burning is the example of irreversible change.
Curdling is the example of chemical change, in which milk forms lumps.
Rusting is the process where iron changes its colour to reddish brown colour.
Digestion is the change where the substance goes into the stomach and breaks down into simpler substances.
burning is the example of irreversible change.
Curdling is the example of chemical change, in which milk forms lumps.
Rusting is the process where iron changes its colour to reddish brown colour.
Digestion is the change where the substance goes into the stomach and breaks down into simpler substances.
Which of the following is not an example of chemical change?
chopping of vegetables is an example of physical change
Which of the following is not an example of chemical change?
chopping of vegetables is an example of physical change
The reaction in which one or more substances combine or change into one or more substances or a new substance is known as a
A chemical reaction is a process that leads to the chemical transformation of one set of chemical substances to another.
The reaction in which one or more substances combine or change into one or more substances or a new substance is known as a
A chemical reaction is a process that leads to the chemical transformation of one set of chemical substances to another.
Pick the odd one out:
it is an example of slow change while others are an example of fast change.
Pick the odd one out:
it is an example of slow change while others are an example of fast change.
Which of the following vegetables change their color when exposed to air?
Which of the following vegetables change their color when exposed to air?
Match the following:
![](data:image/png;base64,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)
Match the following:
![](data:image/png;base64,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)
The substance where no new substance is formed is called
physical change is where no new substance is formed.
The substance where no new substance is formed is called
physical change is where no new substance is formed.
In the chemical reaction, products are present on which side of the arrow?
in a chemical reaction the products are present on our right hand side.
In the chemical reaction, products are present on which side of the arrow?
in a chemical reaction the products are present on our right hand side.
In the chemical reaction, reactants are present on which side of the arrow?
in a reaction reactants are present on our left hand side.
In the chemical reaction, reactants are present on which side of the arrow?
in a reaction reactants are present on our left hand side.
Choose the correct option which suits the puzzle
![](data:image/png;base64,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)
Blowing is a fast change
Milk has lactic acid
Iron reacts with air to form rust
Reaction occurs when combining substances.
Choose the correct option which suits the puzzle
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)
Blowing is a fast change
Milk has lactic acid
Iron reacts with air to form rust
Reaction occurs when combining substances.
Pich the odd one out:
others are different types of acid while, it is a vegetable.
Pich the odd one out:
others are different types of acid while, it is a vegetable.
chemical change is also calles chemic reaction.
Lumps are formed when milk curdles.
Lactic acid is the acid preaent in milk.
When iron is exposed to air, iron changes its colour to brownish colour.
chemical change is also calles chemic reaction.
Lumps are formed when milk curdles.
Lactic acid is the acid preaent in milk.
When iron is exposed to air, iron changes its colour to brownish colour.
Pick the odd one out
other are are example of physical change whereas, it is an example of chemical change.
Pick the odd one out
other are are example of physical change whereas, it is an example of chemical change.