tag:blogger.com,1999:blog-63201858099112563202024-03-08T22:12:48.654+13:00Cameron @ Papakura Central SchoolI am a student at Papakura Central School in Auckland, NZ.
Papakura Central Blog Adminhttp://www.blogger.com/profile/17018734292760675629noreply@blogger.comBlogger61125tag:blogger.com,1999:blog-6320185809911256320.post-63724016466546469132018-12-03T11:48:00.002+13:002018-12-03T11:48:49.196+13:00Endangered animals<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vR8B_G3abcW-TtAtIHIFfPcyPDMKkiQb4GO6AGo3W4FxIrN0t-bLXnO6kjp_-PrP0rdmqv_WS5aypEB/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-41149814234332632202018-12-03T10:10:00.000+13:002018-12-03T10:10:11.158+13:00Party work<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSnOYw0pRdj0PXaJDFY3dOZ2bhuMiMqNzJUGYyTTN2Cvg-efNDXY9Qm_oLM2CQOi8DFpWkeJF5eL685/embed?start=false&loop=false&delayms=3000" 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RkccMzYBHP9SqRuHUa68+jQuDFeZEB/z+I3VcJS9TmU6QFZyiLZtheKooCDwgLp/iZlosh2X0QhGYBnyZNljqwfpntg+nhAD7Cmz17ftZVKaTtE6+1ghP7uP/ImQBW1rkGFOgVLXYKD8y2VP1niZaKyxWiJSNPg+AhM3nbkI3VQJCfTPDR5zqJm/fN9Ll9IdCFw9L81rqgpaETfoFAJsbfmYa918iYnqlf/HoJHvqw1GZAitwqY3DORi94YkXFeY4T/c4hm1xT03tRbEpUGs5FWhI5/g/GyeZa9DbaGNVNvofqKdA9MsAf0AGuCHTzdhpeyVgQOPQlwCurv/zl4UcMhpXxzkWxbhkJyJgDHEG7JjzJQIsA8BVdDjTfYZVSmdyhaQuAECYWkF6pEAR+xxneg6eGBkjiZ4EVEzv8UCtMInH5GHYjENl+Itw9cfH8x6n5HMO3F2Q/COfeh6ee4SbRiRc6DF4yQ80nkwjcQvfwsHLO3sqaGfMKHXKQNDVv/n2mBweqtIzqJtlCfagV6QA+wKnBTJuuUlIIBgWNvYOShUCnoSaJh608ZpklVgdDp7ciFmqAqXsZtddskgA8XS1MU7AhF2RnCQvWXaiGwNmG4/EWg+iiyInwUUFMw19xCtrsZUKiTkcanDkIfmnd9p2dK1AnHUbmMiTUfQvTycyNmaibrvg03b8KTWZs2IN0xTBlwmAEMjkaWvdKtsj3QdfCLsDWuRzZ8HbnuS1qmkhdAfG4mVzPyyS54V74XvGEICpXKXl7P7CiQzHZfBicYmCg78b71tljLK0hcf4U1ddga106SVenTrFQP6AFWpe7MJJ1XqnMO0oEZyHXPAtRGcMJNND30Q2QCMxA6+xDAgisKXKiTkISUQwCfAm/MQE43sDIi+Dig0Of0UyIeJYdogRB4BVCotDhKEWKS3+Gok89e7GYsOZnEnL/HyE7Jold+i1TnCUDOgTdRoMj1dNRN0m0Z87QJn1VIB8uieBhwEY5H446Ps8yIbpXhgVjLbjhnPcACjMEsfP5nyHZfgcHRACqNqxyPhvv/Cr69/wR788Yhu0KzoWsoJHws61XJlvadRuTSM0RuB9f8Rxn2sLexrsnQVUAuaF2TpnspNF/JntTnVo4H9ACrHC/px5Tlga4DT0JKUUaJghJ6M9QY2KtXvQBzdRc6dr9b47giEnGFKASy4AQZcsYGCAVwxKIkGwCetP2qBuXDIjoFjs9DKTSPwJfVf8oqwMWKmTUtM8WM70DD1p9AMGo0Bmn/WUTO/VSjVGAB3fQ1opvgRSvk7ECR65G8QpkvIji11CwZ6VD987vkAcIQdrz6MZjrlsO78nf7XFXKxtB97GuMkLaQ7gYnWhnUzjlnB4zORuQTfvaSQdqTiZv7UYh3oWr523vGKMlANe/63ISthgh/OZrUHVr4wtPIh1tQ/8Bf9xkpcOS/WTm0RK9CvqhZ93/d4dX006ezB/QAazrv/jiunTBWkQvbAVUA1N4koknYmo/Bs+QQCOweuXgf8jFicSdeLOootAF8N3iBgib69+F5dnjjTSgFugZltuhhW+LUGv2DlzfeQO2mpyGaNVoGRcqic8+np2UpcLBbgfivqFRaFodWT8BqZOB357ydA9r6x/F204cagwdIR5OY+B2zHhiApUrcOozYJeJ/kyBYvAyLRfwlRFZrn/UAnDPvR6b7KkInv8lEzUmdwL3wDT2zaH/lYyz4cS18gmW6JsIil3+NVPth1G7+CxhtlAkfuymFbE+5k/7ft++fB2iL0guGd/XvMf433XQPjMUDeoA1Fq/p5wzwQNf+t0BKE4C9P7eVBN54q4cZnYSeU11LALmGjUGCyryhG3KOhJxLeCvKHqWLmTCSpaExeZaBMnsvQclbIGXsUApGQKUAiwI6wmWNwrgIHHMOwzXvVM9JveVhqHuqKH44ikGn0KElbEoZ7O/9V62/+VfGfZBsPwp784aeyVDpO3lzH9yLnoR9xsAgiNj4SbGAiGmZ1BN1zXKAxbsEVcvfCTkXR/jiM1ByCaZNaXQ2sbJg8PjXewh0Da4ZqNv4f4+7AzLBywid+R5EixeeZW9nuLDxMJK/6tz7z4BCDTYDjTi+Grb+3XhcSh9jGnpAD7Cm4aaP95KlrIlxWnWf3AWlQA9mCpZuGye0o27zsxCtCfaPsWtrkGpfBaXgBWe8CUjEct77gRkFuLRWoeM5DbfFhWFwBlC7/jdI3lqMROsqqKoBqlQKrkaTwSLsVweaHvoBmw+1pcevvoDErQN9sUaTjM9qfPe1PFJUxlrfi8Gd5jCRZaLxXePUHK2QCiJ0+vuQcnEm4t249W/R+dpntMCJF1G74QMwOPryzwWOfx2FWHsvtQG1KABOlBx52GdtQzZ0BVKyi+G3VEWBuXY5st0XADnPsloC0XFs+Svw4ihfdsrYhvEqD/a/VPD4N5GLXB9cYYFeskBZuTfAMXNLGbPUD9E90NcDeoCl3xF37IHI5TVI3VwBc10LssHZQJ9giZ5RYTjnHYBzzrmeaxGxZ+rmEoj2buRCxO5OoFv64UEBmamqHdngDBAZOW9IwzX/BPIxL5I3CdOj4btGR8/QK+DjA3Av3QNbQwv7R2KrDp/7MQO+Mlr3aW/EdUUZvNtSP8wlvAjGUk8BFZP84dCw7aOIt7zMSjf0WdOOj097791LB1C3a6rj2O2yLidAsFTB6GxGxn+2GBxJEC0e1G/5q56pZsLXASmL6NXnIaejrFRIWSyTdzEEgxkW72KEzv6wJ5imwNq54DHELv8aHMfD1rQB7kVP3Mulj+nahaQfgaNfGfCSwAbjeJhrljKgu06UOyb3TvuT9ABr2t8Cd+6AeMsKxFtWAyq1dtMXrx1Qenf4yeDEDkDhGKN71co9DEBbSLogFywInXoIJpcfuWgzyyYZHWHwphTkjBPuhYdhqvJDzpsRv7YK2XAT5Ax1EFKQRZitcowIQkmDkHAbBQjmG2jY+jN2Yi52E90n/mdUWoPlXHGqHUN8VmbvYtZhpekyquBNbthnbGLAZ9FSxbiypqpWHWHRpEwIBlvfe474oQzOZvDCWMXHx+9OCRz7KvKM+FUB7Rex75u9ixA6+xNImTAKsRsg+SKDvZaBtykTlfKfY8fb6leyiWQjNxA5/2MIZg/kQpb6Z1F/34cYfUPo9PduByIcj+adn2H8WLTvlppF47eQuzhSPt4BKo0OViIkH9Zu+iAMNg3OoJvugdF6QA+wRusx/fgBHiiknAgcfhNUeQZ78yX6hcExUQrAB+Gce5Thpyw1t2DyBKHIAnhBRra7CbwhB4MjBFUWIWUcLIuV8s2DkrMCHGn8UYcicfGMpiRIU/axjBcnxFC9+iWYq4ikFGh/+SN3WYB58t5AJBytEPi5t3EC+6IWLdWoXvVeiJZRUmdMEneUGiAI8O1e8BibNXWadrzyD6jd9Oes0+5eE1TK+RS6T/4PpFQQ5prFEK01SN7Yq8kYCSbwvAD3krfAWreix+uU7Yrf2A851QXRNQv1Gz/APpOlHOLXXoG1fimMzhnI04vIqW8zIXCyqYCzS948iOjlXwK8cfAAizfCs/StsDasniR3qT7NSvOAHmBV2o5MsvnErq5B4sZScDxRLFBn3+D8OreXlQO4IKCaYW28APeio4hdXQ3BlGNcWIIxywKs0NkdkFIeqBLRPhCmYyxcSgTiKgViIUBIwjX/FBwzL7LphM78CBn/6Unm8cqcLglA120af3BzJayWyCczXWdZlymJWlNpjTJ22XALuk9+i4lZy7kkEq17INprULv+j8ueNmWXnHN3jGuWJBO8BKOjEZGrLyDbdUqjPQEPs2cOvGvf32du2e6ryIavsZIhBU2c0Q7/gS/CWrsUqY4jGg5LzjO8FQVZLHvJCfCueT/rFp2sRp2D3ed+gny39iwYymzNm5iwuW66B8biAT3AGovXpuk5imQAL/bV41MVHp1736nxVymeIm1Cf/b1/g7rZHp21ategZy1IXrpQS2A4vLghCwMthCMriCSt9b2IwQdpeP5GKBQtosCtCREayfq7/9FzyDxllcRv/5S30EJ9EXWH380yktP3cN5gMphMmF0qLkhA8LjTFXsFdEVdJ/4FkRbLTJdFIyrWvksG4XRMw/5yHWYa5dq5JRFXBrRFdSs+yMYXc2It+6FtWktRONAzc2O3f/IMkJEh9G4/aPjest07f83SNkkoGgUJJb61QysTXgpoTgXynj59n6O/S5SOaxp+0dZib5z9yfZnwyPyMqNRthnb9foF+jvvMDmPJktF72J4IlvAzJ1Kw9hvBHW+pWoWnab72syr1mf+933gB5g3X2fT9orBo6+AVLKgYYHfwaOYa2A0NmtUCQRvFBAJjCb/bsqU4fScBmnIMDl0PTQ95H2zUPk4o6+3FlcGI45R5DtnoFCfP7oKRiKHuYM1HIuA4oI3pRB9crdMLm7e/xP+JHgyW9pXVAl42ktRlD7tm59PUCBhSJloEp5VK1+P6DkGDGja97D7It7Klr08q+RvHVAy+QQZUXvJgiislAo0LRClfreLxSwuBY+jkTrboZd8yx5so97/Ef+G1I6BOccClw2D8msPlafkhJB5MLT2umEa3TPQj7aBse8nXDNfQhSJoJ46x4mgcSzsi6Pxgf+Rit77v0noJAC6zBRJRCbf83GD0wpRv5cpBWcyYXA/n8tZrlLpMJ0HxOUgV4mTazr0j7zARYsU6BpdDSMdUv086ahB/QAaxpu+liWnA40I3Z5K+RsDYyey6hd/4IWYJ3Zhox/Mcs8qbIKziBBLZRTOiBm9U5ULduH6OUHoBQGoXa472l07X8bk9wZPeaKvjPoDZ4A2VoGq+nh74Lj+7Kzh879FHImwtrWKQshZ4jtvW+Wbiz+mornCNYa8AYLw/gQ6Ju+iEyeOahZ+4dTarl0H4TO/IABwUVbDXz7vwC1SLzZd6HDU1kwNvtVv8eCFmvN4j6nUoBDZbmJNFpH98lvwzFrK1wLHoXvwBdha1qP+LWXQHg6ksApafGVaBCoq454rUjk2b3kSWT855guX+DwlxjvlXfN70/klO/K2Omu0wif/zkjRtU4v2wsG6tkI8XnjPbyWDLO6ChSUQiM40u09iZSvitT1i8yST2gB1iTdOPuxbRDZ7YjE1gIg6MTdZuI9RnIhhoQOv0IVJne7Ch4oYdTLymaYScqQ7BcgyoRaWjfAAvIQ7S1wNpwHfFrVEIkcPtIRsSI4WJZsXcG7Tab/HAjdOz5FFQ9czWsk42euchHNHoLom2g9nzP4jePtDEV97mcjUEwu1jwk/KdZCB9c5XG2K2V7rJsfdSJFzn/8zFlNKnFn5jAK8lCZ36IXLQNgsGK2k1/1iNo3n+OJcA+BdIdez4D0exgZcHaDX9SScsZ01xY5+CxrzGtUc0ExlafC11GIak1v/QYoyu5Td1idM1E7cY/HdN19ZOmnwf0AGv67fkdrbj9pd+HwRFB3eZf9YzT/sp7AYWyTJqAc/kBVgYGxzVI6Sqo8sAsFScEYfK0Itu9AEAZb/skEo2SUDRhRKj0QUFXAA0P3tYbHMoBXfu/AImEjXUb1AOMYJLF0MUMHy+i4YG/hcAEsSeP5ROdCBz6EgzuWShEW1kpzOiaAdFeC8Hk0jrvSuSpxCNltEPOEc0HHWrWSoUjMNxT9qqEw5o8nhl8pvGWPTDXLJpS5bHAiW8iH7rO8GdUQq3b8r+R7jyGRNtrvZxQLBey55qW1RJMbniWvwPmqnmTfVv1+d8FD+gB1l1w8lS6RLprJlIdi1Cz7jY4PHJpE/s3jaiTQOLUTViGcWGYPC0wV3cidnU9wLsApZ8WIdcBcPSFZiiSX5Yzdg4Q/BCoXKkq8Cw7AEt154gTChz5MuuU0m14D1CJhJi8rY3r4Zr30KRzFwVYwaNfK5JxqixTZalbyYg4rbXLkAlevE3UyRvhnP8IsoFzrFxIXG/prpO3g8whVi/a6lC/5UOTzjeVMmEqVRrs5fyuj23G/qNfQUbW1hwAACAASURBVCHeCZN7NpMBStzYj2T7wb54zF6BVc9VeBGO2dsZ7lA33QMjeUAPsEbykP75iB5QCgYwAHzGCyjlkn8SUbKPcZNCobdDpfgySZms3iVGyoiRHiG9RdLB/cWgiXXaWfycxqG0fwGcGEXt5mdgsJQPVo9ceg6pW/tHXO90PoAzWOFd8wfjpgV3t31JgsddB7+oZaGKzQ2cQbun1EKqqMGXv10WYkB2Gc27Pgv/4f9CIVEsIQ3D+E+AeMItUQeabqP3AOHBCAOXDZyHezHpJm4a/SBDnEEvXPQiRRlLW+M6hr0KHv0qlHyi+AI3gpIDx6Nm4wdhctJzSjfdA8N7QA+w9DtkXDxApUPGlM6lihgoolwIFrFZQ3WYUamJeLPooUZt7zdQiM+AWhSCHn5iFEzJrPxHURoD6/I5GB0hGJxBWOtbYXSGR7W2HuzNqM6aXgdT6YuwO5OV3ToXvcFoF9Qe/I0micKCd5UUBzQSW42tvmi05vV/jHTgItLthxgX1nBmcDSibvOfT68bY5xXS0LTgRPfgCBSQD++wPp8vAtp33HGVE/AdlvzRmQC55Htvtz3vhhiTb21NqmRgPGHTdEu2nHe1mk3nB5gTbstH3zB0csbkfLNgWjKMsJP+8xzsNSMXFYrjRZvXQ76EYx5yDk3RAuV/zqYqLOGn6Ls03Ct/ArA+QBO7YXnGm5zCG+VAmdMAwoPo7sLvCihesXYMlDEaB29/CuN9Vq3oT3Ai2h88CPgDRSITE5rf+nDxYaMwedPYO4+NB2cANf8R6DSPaxIyATOMf4qweaFYLAj232RHa/JCS1C1fKnhgSPT06PTc1Zk/wPZRtLhKmdez49YvBM+oxNOz7GHJIOXED47I9gqVmM6pXvmZpO0ld1Rx7QA6w7ct/UOTl09gFkuigYIkoDygyF0bD1pxBMGlFhuSbnLIi3LYNgyCPeuoIFP1pgRWW8/uW926NqgPY2COYkUh2ka1gGqJ3J31AGzAjwKXCcDIM9jNqNvyl3ushFWpDuOstwN0oRyFz2ydP1QE5E885PsVZ+YgnnWdZn8pj/4P+LAjUzEGC/TEJZIholBvdc7BZMLpKEum2xlleR8Z1C9ar3wGAnDjjdJqMHIhefYaLlw5l33R+xbtN01xmEL/wCkAuwz7of7oWPT8Yl63OeYA/oAdYEO3iyDE9yN7Er24uBEHVL+eBZsgecWIBgTMPoJKzTyEY4d99r74ZSqCoGPwR6p5+htAMLAO+HrekSBHMKibbVUAsUNBHtAwNoDZP5Il08+lHAiSpUyQHOGETTtp8OO1HC34TO/oiVBHRS0ZH3tP8Rxqr5qFr6NnTt+xfUP/gRiKaBLOWjH/XunRG/eQDpzuOQEkNkaHkRHJUJS92SrHvQCsHsBLGf25vWs4xWyYjKgNjNdZvcHqCMFvGGEdygT4m4uCwqj7sWPsEY7YnmgdGV8Aa4F7wB0Su/hnPuw0z2SDfdAyUP6AGWfi8wD2SCTYicewiKRMrxxCGVgqn6InLhJtgar8Cz9GBZngocewT5CInJjqRJ6GelQ8HaBl7IoJCogX3eMaRvroAiGQGVWv8tAOcHVJoTZdZ6G6UfioBjToK1oY1hsQyuIBwzLg87V/+RL6OgdwuWtZ/9D3IveSv7giE8Uj56A+6FmvDxZDIpE0X47I+Rj7WNYdocrE0bULX0rWWfG2t7DXIqCFP1fNjqdeHgsh13Dw7Mdl+BwdmM8LkfIR+7dZuuozgXwexGw9a/Q6nMTGVhTjRCySUYYL5pxyfuwaz1S1aqB/QAq1J3ZpznJedNEIwlYr2Bg0tpB7r2PwmDM4JCciagWMGJ3VClGnBiB0xVPlSv2NsjkZP2z2IlFmv9jQGDdex+N1SJumyGk8uh8p4I54KDSLUvhpKj68mw1LXAUtOGyPmtkNm/ScWxihqBPVejzBZlr6j0SBmGIDghgYYHbsv49J8Y4WRiV19kgFalQOfqNloPEDUDZf7q7vtLdqpgHLrsO9qx78bxJCFjcDQhcOg/Bsdh9SOWHGxOlMmw1K+CZ/GTg2auqAuOaAaMjnpImTC69v0bS8ZS51rthg/cjWXq1xgHD2RD1xA++0MQ6SprgOANcMzZxu4fwl5pjRKc1iRR/Nyz7O2w1hPUQjfdA4AeYE2Du4DJ2YRrUb1s/5DAdVUWIKXtMDhi8B98MwpJIvcsZaEIhyWBNwbQuO0nyPhnInR2B+i7yOxtZYFXyUj82bfv7VByFPhQ5mkII34rlWMYLzlHfDfaFzXHRwEuAcGUgpSepWWxyrY47DOPwL3oWJ8zSJYkdu0FJvvBuCBGIIks+3LT6EDB4oG1YQ0ygQsMeyWYHTBVL4J7/q5J5QUKsKIXn4G5Zgky/jN3MHcezbs+M+T57a/8A6qWvwvm6vlIdRyHtW45Y47XbfJ5IHb1Bcj5BFzzdrE9JOwVaTgOZqQIUP/A30y+ReoznhAP6AHWhLi1MgbNx6oRPP4oVJUIPF0A14HGbT8Gbxi8U44CrEyoHrEr9wMKBT39uv64GGzNJ2CuaUP43C6o+WaAj4EXIqjd+BxEq5YVSrRRR+EaqBKxqZMRYJ20B0NF8HoKEBIQbUEo6RooUn+ZHMJU+aBKhMEqh2+mJNGThKX2AqpXaWzMcj6JyIVfIBe+rncH3uEt6Zz/KBMmVgqkOZmb1MECdYuZa5cjG6RgkSgXStpzPCvzaKLOSl9h56L/mOgzfSZaULv2/UyfbzBLth/V5HeqNfkd3aaOBzr3fGpI6SSi+fCufh9MntlTZ8H6SsbsAT3AGrPrKvvExI0liLesgyoRWFwD4HJCAO5Fe2Frujbo5H173wE5bwUnKFAl6oai83qD0wsQLK3wrnkZgcNPQpVLXy4SOKEL3rXPw+TuZmOHz92HtG8+wJkBtSiOSjQMKjGy58AJBZa9klJzBsFXlaZHgeBwZcbScTmAD8LWeA2uhUfBCzIUOY+uA1+AktUkTnQbuwcIZ0LUA5bapWMfpILOTPvPInzuJ3DNfwyxq7/VSjwM0M5BtNez0h5l6npzZVF7PmUvqMxMFA30GfEfkSC0btPHA0Q0Gzj6lWH5smwz7puU+pzTZxfv3kr1AOvu+fquXSkX8yJ4/A2ATIEN60UvvqUXYHB29Ag1959Q9PIGJG+tKeIK0uB4E1TJ2+swGZzQgaaHfgCNWLTU6UeHZCHaW1B/3y/Z8SnfbEQvbYXak52iLAEFOylWpjN525APz4QqU8s7EY1SICcV59of0D6S6xTWieicdwzO2efZwclbhxG9+jwgj45mYqQrTcfPCXNUt/kvQBI5U8V8ez8H0TUTecpuFklFeZMDtRs/CCnpR/jCz0Fkl727yYhgknT54tdfZvcsBZ6N2z+qkdzqNi08EG8t7v9QTP4cj8YdH2fdyclbh2CfsXla+EVf5OAe0AOsKXhnkHRN6Mx2KJKJZXMEcwK8IcuyRtaGVhhsRNI50AiH1X3qYZiqOmF0BhE+vw2qZGJv+FpGi8yH5l3fQeD4LuQjcwCVsFb0BZMDb2qHaImidoOmUxi7ug6JmysBxQFOiDGmdY6ToOStsDReQaZzoZbh4ogslLiUKGPVO2grY3O4MKDmYHCGYG++AFtTCzuJMXaf/Pag7dZljKof0scDHJOKmUqWi9xA6OwPIFqqWDekrXkTzN6FYHibXHzgfcPxaHroH1kw1bn3c6xrjDJaVC6kLNZkZbafSnt6N9bSdeCLkFLUAU2NNRaWySIRdNHsAW+pgnvRE+z/uw79J8zVC2C01zLsos70fjd2p/KuoQdYlbcnY56RlDMj0zUXjlkXesbIJzzIdjcj1TEfojmDmvXPlz0+BWqFtAvJm4uLJKQOcHw76rf+FLyYR9fBt0DOeor6gzkY7C3wrvsNeIMEjhjZie24azZSXXPY372r9oD4tqgj0WCLInjiUZg8PqS75kJVBKgFVz+ZHAq4KLM1HOVDjsnzCKYw6rf8gpU3S9bx6ifKkr4o2yHT9EDB7EHD1r/tWX3w+Ldga97AgNuT3ZRChnFbpTqPI3mLxH4H77QlotG6TX/GuLGCJ74FKRXog+tr2vlZcNRAoduU9QDdK517P8uCbKNrJtyL3wTR5GIBVn/LRm+h++h/UxSGmo0fgGkIrN6UdZa+MC0Ib971Oe2bULdJ7QGiWQgceRyqaoBn+cvIRZqR7lgAqAJUmcDmRvCGMLxrXoDRFSp7rblILZOvCR5/DFCawPGdqN30LOS8BaFTu4o4LCrxJWH0tKB2/Qtlja0qHKNhIBNMafhefyeUPHUNlggbKVCiN0XKaPU3umWT4PgMy8qRVrTFewvVK/f0OTBy6VdI3TpQ1nz0g4b2gOiey/iAKKAiDiwpHYLR1Qw5EwV1F072wCJ6+TktuCLw+mDGi1r2qqg3l2h7HfHW3X2yXMTgXqKu0O+lqemBtP8co20gPGK5VAyFVAAGW+3UdIi+qhE9oAdYI7po8hzgP/QmFBLzwAkUmIhQ5RJQPc8wSlXLX4e17mbZC4peWYe0byHM1bdQSDtRiHnBm7KoWfc8KzN2n34IuTB1+clMYJloF0zuIAyOCKx1A/mxShcmTq7A4TdBKZjACTJqNzyH4LHHIecIj1V6GwwWgy1ihO9vpFvYCc+yAyyTRj9GV3cPR1fvo/0H/wOFlAa8Z91iQ32Jlu2V6Xcgb3JqXVPUXceJaNz2EeSibQid+jamQuaGAO2hsz8GFPo9MTDAu2Crg5zu1joJOQHNOz/ds/GEzep87dN9O1N5Ec45O+Cc+9D0u0Gm0YqpeYbwVYMZdZ/qeLxpdDOUsVQ9wCrDSZPlEMoK+Q89CUt9C5I3VvUCmFPGJwWDsxV1m349YDmkQyjnbH2yT0rBiOjVtchH6wFVRf39z4I4rhTJ0IewNBf1smPibetYiY8B1oUYqle+AouXyESp6mJhQRAFU2RSxspA+HKGuLYyMHvPwVrfgsiFHVAVetujji4KigbLXmnT5/gAPMtfGTaQKy2UMlm50BVI6XCvlvzJsqv3dp6MqdpggZIlqSSi7VBga76PBR50V42G0fzermToq1PA5D/8JYDA6nIeUibESCVLXYT0/00Pf7JngHTXaUTO/7yPlA596Jz/GJxztlXqMvV5TaAHpGwMwWNfRdXyd8Lk1ikaJtDVk2poPcCaVNs1cLIUvBCuyb3wOPuQ4aYSVeg+9UgvGgX6KozDUn8O1SteHzAI4aTC5x5A/f1PQ7QQL1D5JqXsCJ58DHKG+H4Ig8KBN3TAs2w3LDXtbCAts+aGpaEV1cv3sX+j62X8K6AqhGFoh2POKcSvrS0SjlLnH3USunuxbffHt2RhbTqMqjIlfPIJP7qPf5V1hpGpFB4olJ3gWDfYYNpj5Xtheh1pn72dlQpFSzmC3JXvG8o8pH2nkI93ItV+aADDO2+wsW7BklHzRLb7khZwEu6KWLwNVtSu/2MY7MQfp9t08kA+4UPw2NfYM4SA78QX55j94HRygb7WITygB1iT7NZQZMJUiVpGiFfR+dq7oCpmeJbu6ZPNCZ/birR/OTg+yaocpNFXs/ZF8L1A4KWlF1JO+A8+CbO3A97Vr47aI1LGxjJn1IVIZULemEXtht9CtCbYWKmOBYhe3sq6BAkEb3JRJgnoePU9xSCQ+LVuQbRGWJZMSnqhFEpvgQQ6JswYZbZK7fAyOLEdTTt+OOxcw+d+hmzoCqpXvw/Ri7+AYPXCNe9hgDci6z8Lk3chjPY6+Pb9K+SMNifdhnpSiHDMuh/2WQ+AaBuGKpNMVv91vvYZRqLK8Xyf0p9gcjGQsmimYF8z6hCjQIq6xKKXfsUyWdRJaHIThlC36eSB3sFVad28wcpUDqpXPDWdXKGvdRAP6AHWJLstAkffAGJoh0pvzyohxAHJCdF2HfVbnu2zmtj1lTB7/DBVaW3Fw1ng2GPIR72o2/wrGOyjJ+eMty6HfdY59kIPRegpB9I1qXTZ8ep7WYBUtfJlWGtvsakQgL775KPFIIs6Bim7JIETk1AlCqiI/Z00BkmPUNAIIaFAMOVQd9/T4EXizRraspEWZAMXYa5biWTbbvZ2afEuYkBViFZwjMFbZeUgJa9rE450jxBLtXvxk5CpXKgqUwpvlA1fR+j09waI+zpmb4NrQV9B6xIOhySYgie/jdr1fzTpNBlH2uup+LkiF5CNtMLqXTguyxssuKKBedECY9V8eFe9Z1yuow8yeT2gB1iTaO9iV9cicWNDUW6GhS6Mf0p0tKJ+c9/gaizLChx9DAZHGJ7FR0Z9euTSephrb8EySDAXOPYIDLYwOEFlpUxVBbqPPwIp69A6CRXSLBwcOMoZbkItENcWfV5g+C6S5THaB+fyGmzihWQA/oNf1IIp0Xw7Q6ED3ke9z6ycqhTAG+xo3Pb3oz6/kk8IHPlv5GNa8E821RjsK9n3Ez03olgIHPky6rZ8qCxOKv+h/4J78Zthcs8cdGq5eCe6j3+9L7SAMHyqAqN7FtyL3gzeYO6T+ZzoNerjV54H9ACr8vZk0BlJWSv8B94GVW7u93kBgvkGGrb+bFxWImdJEiRT1liqyiHZvgBy2gnBlGF0C7wxwzJg9PfeRkEVg6tQNuuV3yN4dLFLkMp+w/EHETC+RN1Ah2p6ivG25bDPuATRnB5xrr7X/wVyNjLicfoBQ3mA9qcvm4tgcqLhwakVYFGnpP/Qf0LOUWmbblgeDVv/j56dGuMvhpQJIxdugarIsM/YNMZRxue0zr3/zOABtqb1Iw7Y/vJHWDdp/X0fgmi5XRrufSIFYIVER9+xKMNOL22cwLLlgtGGqhXvgtExdLPOiJPRD5jUHtADrEmyff7Db0QhTl13JRmZ2wK1paAjG69GsnUl7DPPw1qrAcz7G2G4Ml2zYG1s7SEDvRMXBE/sRC5EeoIGcKImnMsJOdRtfrZPtyEFWJnADMQub4KcmzdCUDXUjFTwxi4YHB3IhRrRtPM7WklyBMv4zyF07mdFvbkhuI5GGkT/XOusK4og80YHGrd9eMp5hXEdnf8ZIxzljZSl+8iUW+PdWFAh6UfwxDdZyVWV8zB55qJm/R/djUvf8TVIDsdUvRAm59BC852vfRZKXsOYDmd0D9Xf/9fgOIFlflVZYn+SqLhgtI90uv75JPeAHmBNgg1M+2chcn47VLn0JkRYJeKJIp1AIzjBh+qVLzFGdOoIJJB544ODZ7T8Rx5HIV6F5p3fG3TlyY55sDdd7/NZ/PoKJG4sh6m2FSZHDEZXEEZHhOGsmGROdEaRzV07jchIazb+kgVwimRkoPzYtbWsk5B1Xqm2YrfgcAztlEGIAGrxnJ4ZUSaFunW60bTjB2XvXuLGPsbdlA2c17oGCflPvE66DekBKqcSr4+ST0OwN6Jmze8yjcfkzf0M5F236YNTznvUUdh14N9Z04O5dhm8qwg7WL5J2QTrKhwq81H+SJP3SMoA+vb9S5/fL+rErFr+Lpi99JJY+ZZsP8LIRHPRm7AMMmeW5SoDYmCpX800PBMtr2ocWcUsF1Gf1G7802lTQqQSLTUTNe34WOVv/jjOUA+wxtGZEzVU+yvvBRR6myKQN1knC26ISJQT/bDUtqJq2X7WxSfnzUNSLcSur0LyxnqoSh6NO37AdAp7WybYhNC5neD5LCvDkSVuLmDBkcGWZPQP1sbLSHcsBm/Io3H7j5gET/TyZqjy7flRgMWbklBydg2IT3k3Twey4UYWdFHABVCQRbgq+qF1Edg8CFUhdnf6O2kXaiB0KCQybClOlf4tCdHWifotz4zK5aEzP4QKHjzPg8glVV0Ienj/cSJ4sxtKJgxLw2pUL38n03gMHv0KGrd/DLyhtCej2oZJcbDv9X+Cc96jsDWS+Hn51v7Sh5lgtNHVVP5JU+xI8kH/kjJlPymTQ/qNlW5SLonAkS+hcevfwbfv86he/fswWKuRj7dDzkSQT3Yh1X5kZGoXXmRYrNjV3wxonij5gALPmg1/MuW1LBM3D7DsnXPO9KKv0AOsCv5tJ3qDeOtKyLl6JpisWQKuxS8ifm09VMkDc+05eFftRfepHcgGZ0CwpNDwwM8HrCrdNRORC9tYxx7Hd6Duvmd6aBRKB2fD1NX3CLuW6LiFmjUvIXzhfrjmnUTg6Bu1II/vBFQroJphqT+J6hV7QTI9/oNvhqoQBxAFTEQwSoFS6WHqY2LTzvlHkWxfBinpAlTKXhHzMWWqKMtFmKwYDM4OFFJuRkOh5CyoXvUaEjeXIB+bBygEds9AtLXC6Ayhavn+Ue0edX2Fzv4EhUS7nr0ahefEqiXgORmehY8z3b7uE99C3eYPguRhdLvtgWTHUeRCV1G9cnp2j9G94T/wBY31v58Z3bNRu+FPJsXtokg58GIJiqFNOXr510i2HwbHC0MGSwMWJxgZupRKpMNZ9Zr3s+5m3aaeB/QAq0L3NBNoRvjsw1AVKgNqpTROCDJOK/fifTB5/Agef4TJ34iWBLoOvhlQGsAJ3XAtOMg+Z6Bzg0asmfLNQfTSNqgSZb2I7+pFdkx/C53ZikLSDZKzqV6xD6EzD0EwpuGYc5oFaFApiKLHRh6CpRUNDzzNhpBzJqYnyJgUOAUcL0PJk/QNZatSAJ9kxJ4k9Fyz7iVGjpqPe+FZup8JVMeurmMoeNEaRc3630LO2iFaNOqEVOdcRC48CKh28MZu1G781agJUUvr7Nj9ycHfPCl9T1IXBgvUQg6izQs5G9PForU7D9aGNcjF2lG78QPw7fkUPEvfDlvTugr97dGnNZEeyKe7kWx9DZa6ZTC6ZiPTdZKJZUspej4NDCY43ojq1b8Hc/X8iZzWHY9NPGjBk99iyhWU5ecMNjhm3A9r3VIkbhxA7PqLQ4qB38nFazf+GXijdVIR9xIWs6TNeSdrn+rn6gFWhe4wBSCxK9tJgKMYoKTA8QSSVOFZegC2xhakfbMhOsLoPv44K7upChF91gJCFzhG+JlG/ZZfgCuSi1ImKNGykYkju+YdhmPWJShEWipoWCQCojPiUskJcFm4Fh5EtnsWct1zIdr8kFKEh6LMFP0pgTe0szIhWS5WjXzMC4u3k2XGUr65iF7YrknfcCFwXBrm2hvghQI8Sw8P6vVC0gnDIPQLJNmTvLkU9uYrsM88x0qV5pr2sgDug12oY/enoEq337IZ1ogToEhUGv0wuk99lwm6yvkEoheehpyLgTAE09YE8g/PfEbgX8InibY6eFePDp80bf03hRbedfA/IJgcLFNHWEYqE9PvRklWqM9Siy8tVSveXbY48r1wVdp3GolbB0A8WSSVJNPvulJgAaG1biWTUIqc/1kxeOzbTXvH8+U0agezdyG8a953x8NNxABEcxM4+mX2kuVZ/GZ2iWTHMSRvvI76LX81EZecMmPqAVaFbmX8xlLEr20Gx+WgykWMksCjZv1zMDrD6Nj9OzC6/YxwNBci4Ki5uJJeqW0+AvuM43AvPMY+i1zaiFT7akB1MPFnwlOpkhmZrtmaTI41ieSthYi1roKaM7KMkq35MlLtawBOAtQCoJawJVTa60Tzzu8O6UGaoyo1F7NXaXBGKl8+0xPQDXViD6WDyhWB8sRcrwWBobNbUUh4UL/ll2PeOVVVET7zA2QC55h4sbV+BURrDYyuGYO+ZWeClxC5+HRPR9SYLzzZT+SN8Cx7JwrxW8h0nUHDg3832Vekz79MD6SDF5G6dQi5SJvGdi+RnNUwxovaF/KSt4Irp9W3zHn0Pizethe58HV4lr4N4hixXRQcdu4hIe++3cWUvSK6BaOrGYVEZ1GLcwyTHOmUorg4Xatx20cZd1YlGclHBY59Vcvc8SJsTRtYkOU/+B8oJLtYdtu77n/BXEWd4br194AeYFXwPRE8+TDci/fDv+8p8OYkI+qs2fArdO19F6vS1W54DpEL96OQKDK7M74oYkAvGb1t+dC86zus5Bc6tQv5RDOguAGOyoNUPiRyqjrwpnbUbXyWcWC1v/y74AhgLtAbHRFL0lsWdTBSFofKlUXJGq6dgeFLZcjgye2sROhdtYdNINU5B5HzbygC2ulSMdhnnIR70dEhvZ68tRjJW4ugSkZwYgHWhmtwzjnXczwFbTXrnofROT68VsmO4xBM9rIwEFQG0aRRKNjs2yBQwbfRuE6NOqLq7/+bcR1TH6zyPdDx6ifKuu8pq0USQu4lT044DQHx2/GWangWPMoCodEaBQ/UEZv2nSzCHopBFkeVAHqBpD81iMVEGwV07oVPjLqpYiLmRXgzTjDANf8RsH2n4KpoJAPkmL0dsWvP93RRUgWgd3ZrIuY0WcfUA6wK37lCxgpFNsLA8FR5dL72FJR8LYzOVljqryN2dXMRME7YByrd9e3sItyWa/5+2GeSOC1AQVuue3kxSKJAid5E6a3Jh6aHv6uBzgnUeWUtOEMWiWsPFIMqeuBkihgszWmc0IHqNb+FkrfCWncTsWurWcaLOohEcxbRK+uQvHEfgBLfC5Hw+WBtvIqqpYeQj1exbFzJgid2IR9rhCoRszu7AjghDMEUhnfNSyzDVgkWvvALlsEZtCxSCRMczzmwL5lewaRoZmB3epPVbep7gADrXfv/HUph+N89+pI12GoYNu9uCl7LRCFiJNhCeUblrrT/tNYFqJAE1wiZuPKGHftRjP1de+Y2bP07Vn6910aM9/nYTTRs+yiom7Y/nQ1pkTI+vN40N5wIjudQvfJ3YdYB+z1bqAdY9/puHsX1FcmAyPkHkIvWw7v2eWSCjUi0UPmOAxQKYgivRUa/sCVKBwW8qY115fFigTGpFxIk/1A6lo6XwBtvonHbT3pmI+cs6DrwFqiSgXUmylkzOFGEWihycfExgEvCYOtGIV4N3pSDUvCCF0M94wQOvxH5OAFbe6W9+QB7KzQ6u1FIemGwh+FZug+BI09AVV2AMlgbNwlbBxmBqmvBiVF4bGIOtLpCXAAAIABJREFUjV17EYnW3RMzeMWNquk/lowwN55lT8FSs5h9QTFuH92mrAdSHUcRvfzc0J1wvIFxOXmWvhUmDxEOV64Fj38DOZJCqjQOPN7EyqiN2z9SEb9Pvr3/BM5ghnvhGxE68/1RBaGkw2idsRkGqxf0nKSgkTBm1H05HU0PsCbhrksZG+uia3/p93vIRm+HzDFAJYZhKhWW9P0oA0E/9EVJP5Tl6k2BnoGp6hJq1r3AQO6OWWfhmH0B+YSHEYqS+fa+E3Ju7u3z+FsQraQHyEGVTJCzlKIn/FcBov066jb+Er7Xn4JSoH/v/SWsCTprAaAJnBiCqhColAK3EX4JuTAs9RdQvXzfPd019qAOX7unc7hrF+cNEGw1ULMxkMgxfRFQW3n49Pdgn7UVzjnUiKHbVPRA9+kfoJAKQE4N7DamUiAF1+4lb4G1jjLid9cYdmrvZ1G74U9hHIZxvTSr4PGvM7xWxRonoHknYcHurdFLUyEdgmj1InXrAGJXXxgdHIIXYfEuAQSRcQ0SdosTrWja8Q/3dmH36Op6gHWPHH+nl6XgJ3j8DVALVE6jgIkCJ+rs64RSoMCKyDnzgBAHGEi+tx4WHVvKcNFMEnDM3QcpY0fGtxEcH0DTw9/vM0WlYIBv/1NQC0S9oLG1125+hnUvBqmLkcDsJaPS4YqXEL20FXJ2/MCPRC9RvfwVmGs679R9d3R+PtaO4IlvjOrN7o4ueK9P5in9b4DB0YBC7BZEex0K8XYIZrf2hqrblPJAquM45HwS8ZZXivJSfZdHOnuuBY/B3rzxnq2b5ud77TPwrn4/zDWDc0ilAxeg5OLIJ3zIBM5CreBOYFP1ItSsff898+dgF463voZE257RPec4Hs07P8OGa3/1H4EimTM1ERGui4hmKXgjiAGVlKe66QHWJN5hymRFLm5BPlrfo9rgWnQY8SsbIFhIsoOHnHUWubSK2SwuAt6QgpInPqsCOCHJKBkIOG6wxdC1/60Mr+WYfRtYTi4iUefYlU2szq51+Umo2fBrpDrnI9m2uU/JkRMCcC9+Dckby1FIUoBVyqTdibPTMLqvonbDb+9kkHE7N3b1eSRu7p8ehKVFeQ/3sncyjAgB/eV0kIGAK7Hzadw2eZoO5D/0JRSSRCg8ULeTBVfzH4F9Bv3O31sjYleDrR4mt/bS19sIIxS5+CzSncdHl4G5F0vieDTt+AQLQCrNQtRtHbw49HOO0UxoHd6U1fSu/QOY3LPY31W5gI7dnxj0PhLt9ai/7y8rbbnjPh89wBp3l979AbPhOsZtJRgkmFwhxFtWIt6yClA9Rd4qmpMMTuiCtf46zHUtiJzbBpOnC+bqDpiqunpIPSmLVSL47PPAUjhkgjNYdyGRiBKJqcEeg6rw8O19Cors1roTmaXgnE/aWypiV7cyglCtA7GE+ypK4AxZEqTSIz1segP2VYAPwmDzo27zr+++kwe5Yte+z0PKhCpiLndnEjzcS9/KWrITrXvY2klfrhKAuXdn/dPjKqTDF7307OBae7yB0ZnUVqhwsyZGrsJ/7GuQEh0af9sITOr3cle1oOT9MLln38tpDHvt4LGvFbFrmm8Zm71SgKV2BbIMKqFCMLlQtezt7N7obUTlEDj6//XJghFInpohrPUrK3bN4zUxPcAaL09O0DglTqhyh/ftfwvkbFUf8WXwMXBcDN51L8Lk6i53qBGPo8DOXKXhM4hjKxOYC7VgBbg8vGtfgGhOwn/4SSh5ArkTDotY6anll+bQO/jrf6kIwKcBpZeeG2XejBEG7jcOQkY64mQn4AAqU3S9/i/sYTPVjTfamZaYaK9F1cr3gFOVScU8PdX3Z7zWRwEKaXZmiSOuv3ECk5CpWf/Hd7VTcDRrS7S9jhgJK0OFbcZmxt1Vsd2+nAjnvJ1wztk2miXek2O79v8bpEwYVSveAyWfhH3GJjaPQoqalXyw1q0Ycl50TOj091hmi54fBltdxbP6j5eT9QBrvDw5juNIWSvy0RrkIg3IRepgn3mRsZiXY8Q9Fb18H6BamL4fJ3bBUtOKqnEGhhcydnQf24WGrZpUTseep+Bd8yKklIcJPNsa2ti/k04hcVtJWRsKiVrwQg6iI4iMj4Cx/UHtVHukDsgUjFV+FCKNUBUPOCEE+4zK6CDsvQfJ9mOIX38RikQgfS1NPuWMiBDJegeRnAHNOz855ZY63ILyyYAmZ2IsUY5M3eWHzv0EGd+pHsFmwt/RS4TBPQe2uhWwzyTqlcq10LmfIeMrdRuPM/P6eC2bE2Cb9QDkVJBpV1Z6lx01uJB0GPHg6RI55d8EeoBVvq8m/MhcpAbBkzvBqQLAREWppGZgnXau+Ydgn0EcU7dNlQVwwuCEl8TInu5cANeCYzAVs0zjuQACvZcIRkvjSlkz478ayrKRGpg9QSiSiFTHQvYA5yigYkGV9ifHKTDXdDBx6ExgFrKhejhmXYTBRmXDyrK0/ywyfpLu8UEiTNJUNMGkBY/U2l7kxDJWzUfN2j+YVg/azr2fg2fxk7DULp2Ku9yzJpKL8R/8IuQcaYfe1hUksWb34jfB6Gis+PXHrr+CRMvL4AxWqFKuojBYVBI0umfCNf8xBI5+RXvuKRK8a/8I5mrq0p4cpipyxQeFleBJPcCqhF0oziHdNQsR0u+Te3f8aR9yog9Vy3Yz0Wbn3FOInN8KoycAz6Ij92QFxMlFz4YBQVbGjlT7QnBCgekFlmge7skk78JFffs+DzkbraiH+IQtmzoJ7XWo2/TBCbuEPvC98wBJSPn2/SuUbD+VBE5E00MfrwiOpsG8IxfSbG68oDXTULaFSlL5yA0m2lwpxglmmGuWoGrZ2yDnU+ja96+Mw5DmTtqnlpolFTFVRZHAD8Nvl2w/ilTHEf05UMZu6QFWGU66m4d0vPoeqDJhjwZyQhF9gkp8VpRNUL0An4PZexneVa/etSkWkg7Erq9HNtCMqlW7Ya1tZ9eWCyKCR5+AnHVAVWxaUMinAMpIVXfAWt8Cc82tMQs037UFjuJCJA4dOvtTCEaL1q00BU2wVEHOJVjmwrP8HRAtVdMqczUFt3TIJRXS3fDv/2KRM4948iirTC9SBTTv+lzFuqL9pb+HY85DcM3f1WeOyc4TiF36ZcVgsDjRBNeCJ1jGm7JYxOWVj96AaKuBa97DFePfwLGvMxLhuo0fGDAnImoNHvs669z0rv1DimYrsvuxUpypB1iVshPFeUQvr0eyfX2vjrz+EySsTy/iTj4CW9NpeBYfuqOVDFdulHJmJG8sgyobGC0DFBEC00ak1PaLEM1p5OMeBI++EWpvYLoWemnAdiEGe9M5uBfdDkTkrAX5eDU4UWJjCYbskHI4hEuj61SS0Rt/gcRQj355CmSwil+oQzmYNzCmbioN6jb1PECdg8lbBxlvFMnjlIw3OlC16j0wV3CXW2mulLmSkgFGjiqlAsh2Xy4KEt/7/dLoLR5FvOVlKPk0KNiyz7of+UgrcnEfmseBiJO0Um2N68ZlsdQ56FlGL1TUjNTXYtdeQj7RiVz3JZjrVsK78nfG5ZpTcRA9wKqwXc1Fveg+8cSgZcKhv/t8cMw+Bsfs82NaTez6KiTbVsA+6wJc8wdK0cSur0SihbTnSPOLCErpy5h+cjC42lCz9iWETu9AIelhOomAlsHqbZzQznizSiVDEp/2H3gbCxaZFBe9LPMSajf+igVbyZtLkQnOhJRywjH3NFK3FkNVeZjcAZi9t2Dy+BlNxL02SpdHr/4GuNeaZuPmCJ6VLHo6I0mGqciHJNrqUL/lQ+N2JX2gyvFA5+5PQZEosOql8MBx4E1O1G34ACOIvJumSCTtNTh/HgVSDPeYCoC0BXPRNsiZMCijTIB8eqDc89KgYATPGkRU0IuYa95ORtAbOvltqKwCoQC8EbxgYPNu3P5R5KM3QdJERIxK5xns9TC6ZsLgqIPJNRMktDyYkT+6T3xLO4/wXBv+FCIRepompiEj0bYXhHMjjB7HG+Fe+hbYGtbczdtj0lxLD7AqbKtCZ7Yh41/Vi7+qvAnyxhuoWfcbCOYUeLG8jjbKCnUffwRSphZQqwCuA43bfsxEpUuW9s9A4uZSFKIUOBHAtfQALoA3dqBmw6/Y9XyvvxNQiJmXHoq9ZXhopCwMzmuo2/Rcz7iazA9hzUrHanI9rvnHET73AKQ0XYvoHQSA6wQv8lAK9Ro7PUeYiwxURYV3/fMwu+8dFxXJQQgWN7qPf6PPm395u1YBRxVJREszoYyFrWkjkjdfH8AfZG1cz7hudJuaHqBSW5+XItEKa+MaeBa9cdwWTNij5I19sM9+EIKhrzB96SLRK79h5Jb1W/43k2bqbdTJ5j/6lSIru1q5HFdM/UCEa8HjMDooUJqB+PWXEW95VdOO7UXiStksenEl4HjvxoKe30nRAhLTrtv85yAt0P5GzTaRC09DpW5mMk5gqgveNe9HLnQVUjY6bpJWFMx17v5kv4w9h+Zdnx23e2QqDaQHWBW2m+0vvxdQKbjoLWUz/CQ5sR1Vy/cg0bYCRlcA7oUj44ECR98AKWOFqhihssCFfsnTsM08CM+ioz0XVGUeHa++V4uDKAjrJdzMCT5Ur3oB5uquoi5i74Dp9pxJ4sa7+kWWdSIjvUMlT4R0t0udlOESrBFIaRc4GKDKNKfiw5X3gcUBUn/wP3W2daF553crYhep04xKLJPKiImZZJYY4RoPs3eR1inHGxC9+CyjZ6BslqlqPsNc9P/Cm1Rr1Sc7pAeCx76KXKS1+DnH7gXCeo4n9kopZOE//J+sKYTIaRu2/p8B86EgI3rleZa9IvyfvUkreRHwGlIeilKA/8AXKjew6r0i3ojmh/8RhaQf/kP/qX1C2atBTLBUQx6OtLiXBE3/01MdxxC9/Ks+PqGSJBNjp/9EM2yNa+Fa8Ogd/wbQ3lCATPtDwVapu9hUvQA1a953x+NPtQH0AKuCdjTb3YjQmV2jKg9yfDs8y/YhcuF+qIoTUJNo3vVdRoUwVCYr092AyPmHNbkcLgmo9OZTD07wo3rlyzB7O7SHWpGKgb57E23LkbyxBkqBAPgqONEP+4xT4A0ZGKu60H3sCajSYOD8PERbC+q3PMPGpOxU2re+T6DGeK88lyFlHFByVkClQKp3gJkF+O4ieWq/sgEXgWP2YbjmE2/PvTP/4S8xfb7JZNQyrrFc0xdq6a2aAi2BvWFbmjbC7J4Ja8NqHdg+mTZ2FHMloHX47I+QjbT1zZ7wRtSs/UOYPJrsyXiYlA6h68C/sy9lypTS+AYHvUhRfK9CzkbAEZmp0Y6OPZ9C7YYPsOwPWeDY19g51IHX+eoneji6xmNeEzaGYITBWg0qd8oZ6swcKD1U7rXJJ8T2bm1aB4t3cZ/TkjcPsABrOKPzbc2bWKnyToyIaKVUkAXJUibK9oxKk4LRDveiNw6aYbuT6032c/UAq4J2MHR6OzIBkg8YvNbed6r0y9oF++xzSN1aWgzKiBeLskovInlzGXtoEcEogdOp9Eg8U3Ubf8PEoDv3vus2UzofYLV7Kg02bv8Ruwwd4z/0Jjjnnoat6Rp8r78DcpbmRdk1YmMnxfUkpLQNTTu/B/+Bt0BKzxmgO0jzqVrxCiw1WvDRsfs9AwMxrgOWmjZkAiQXQSlwypT1M75dS6IpvUSlCbgFKocG0bzrO/d0JzPdlxE+88OK6VgqyxmUveJ5oCglIpicUKQCVFkrNdCbL5UZStpiZY2pHzTpPODb/++Q04Fe8+ZgaVyLqqVvG7fAmmkDXnoWWf8FmDyz4ZizHUbnbaUGylB1vvJxWOpWoHrluxmNAZ0jmhxsXsET30Qu3ILmnZ9G+yv/MAmIfUdoGhnjXcJeihQJZsoyKzILaAqpIAqxmyOO+P+z9x5gct3V2fh7y/S+O9tXq96rVSxZxXKR3LHBmF4SUkhC+NI+Er4QPkiBQAok5CMJ/wRCAIMDxjRXcJMsyeq9d2m1ZXZ3eq/3/p/zuzO7M7szO3dmZ1crew4Pj2zr1+65M3fOPec978trTGhc9eGayPIQ7k1r7Zy21B1lnTFFA+oB1hQ5Ws02Pa98JFseHI1hGj2bRJpdEM1epMPtkDN5quScH4bm04h7ZkFOOwDei4alu+C/sBZSYgbAedBx75MsYJIS9HaaLdOJvTB3Hod9/gm2WWywE95T97Lkhs5+AwnvLMaqXtjBOAhT+xlYZp+E98TdSAbmMeFoTsh2IcmAaAygZcMv2JrpqBkD+94JOTMSJHG8H6YZhxC+TgSOpGVIQdNYkDxluQijlQw2A5IAmd4GJZ4B4jUWDxqW77qpXYbes79AtP8ok+iYttIc43wI6cFNWBAC4iY9pC9GERYHUe9A6+ZPqfn41sfcgh4YPPxtJJme3Eh2hdda0byegNI5bdGJX1hs8DSIIZ619VMThZxhARYFVJauTWwDz6mnQZjGzns+X7AhBRA5Pbu2zX+KwQP/jkzi5je4TNwrU71CbbBShOkaePNr7DlHvHiG5mXQNc6tSeA21R6Z7P3qAdZke1jl+rGhDnhPblNRHkyA1/ZBShJmqhATBaQAbhCcmIGcoiCGymwp8LpuiCY/kr4WQO6AYLjEgpJ4QbYsBMvsPcOltkxSi/5d7wVYxiiSzaqNDvyiAOeHZdZJZOImRPtXs6sVzVdhX3CICUFT11+OjDTSNwf+c0SkSoD57G+42AvHkh0IXFyPTGzeON4Kwdy1H8a2K8ikNPAc28ZKhpxAgtMkPNoNx+K9BQB9la6f8LBQ95sgDTSNrRNJ94Wb38FU6RXxWbZ2ZKCxdrJyhpQiDjMNNLYONK/5rTprc6U+vUXG9+78IuRkOO+0HLT2mWhe9zs1vQLf2Z8j0jOWSoa6/hpXfhh65wJGqTCw7+uMcLNx5YeUoOvk/0DQmBiLfHTwDPu7gb1fQzqi4Dnrpt4Dps4NcCx+TP2EEiOpNOg+8l8F6hVKZi3Fuh4NzUuZ1iB1Qb7drR5gTZNPgPv43YgPkmDmOOVBPgiN6QY0Zi+i/dQWW6wNdxRPFujhSW97jaz7DrKN6RNS5inSuzIv2IlB13iGUS7kLNS9GIGLdxQKRxf4S9ENpMCMMk+hq/QmagGvdcE6dzfMndlMSHaO9/QmRPsoCMvPUAVgW7ADvDYB/7k7IaeLfykJKM+LUciSiKbVL2HwIGXCcqB3OkcQeucFOG979abcUd+FFxG5vuvWwIaU9BAHwdgE58oPsh8xkmsi8G1bnZrhpnympmJT/8VfInz9jYKutuYNfwCtZayaxETO49rz1eJyUryI9jv/nFEQEEaLfe44Dh33/BXcR7+DuOcidA1zYZ6xAbIkwdiyFIFLryhdrgQOfRsIrU/E7/lz9S0r4Vzx/qqXSwZdCF7+JRK+K+M3GXDCcOmQ7h01zVCTDFFHvN2sHmBNkztevjxIbwdn0Xz7C0jHDRh4870qsl2UxPIDEuEY8pnhwzC2HUVscHZeuS4J0XgVrZsU8eacBa6sQOjyKnCiFnLaWcRbYRZgCboo/OfuAUBfoj503PMkOKEQ1ElUDpl4F9NXHLEIjO1HoDH7ELi0KhvMET1DvlEA1c8Yg+WMHuAJMEpdTgSIz+K1+EFY5+6DddaZm3JHqWyRDNy4tQOsrNYgvY2aZmxEuGcfeyi23vGHN8Wn9U0n1wNxzyV4TnwfcgGHW23KSAXfXimN3tc+XxDE5f5e0NvRtuXT7F9JMcC195/BcSJa7vhDBK+8CjpjJu5lMjjEF6V3LoJz1UcYsDpwkX7sL98CeKzJvY9qV+cELZyrfh26BsLKVm7E4E7YK9YQU4G4Pe1LXcp0r4lqgp7jbxerB1jT4E4nA064jz6Y7dArfiCSyXEseR365hvoe/2DWaxWtYdPQjRcQyZpgJwh0DoFXxI4vhcd935/zKL0oug5fg/inoWANPotJAzLrD1MBmfoyH2ApIFpxtkxGonU1di34wOsRFloCQiGa5DSVsgpCpa8WX6s/FEkIE3/vR3gvNmuR/qS0njCkFHnWx94TRrgMmi/80fVOqbqed5TP0Z0gPBrinjrLWkk7JyhBgYF4K5vWoLGZe+5JS+lfujxPSBnUuh9/S+LBj0d275YM3A7naJ4IKecjzrbHIvfyf7ZffxJxIfOQTQ2wth2G6KuEzB1rmO0AEQkyowXlRLiig+yf2VaoOPRG9Q/CFm/EaRERvvWz4BnvFuVm5ROoG8HcWBV3w1JhLWtmz/9tqF7qQdYlX/OJmWG59QWxAaWFQlglO04oQ9Na59DpHc+Ij0bst12EzgKBST6MKQYKbhnge5cT5ZoNFV04d7XPpQNyAjrRYFOO8ATtcOvIOijGNz3COtUbL79OWit/oI10lEjBva/C3Ka+K8KjYSsBb0PmUQD5BThsyhjlZ9xiwF8CiAaCgLjCgOKAg8rkVJ2jsqgQYAzgNf40HLHzxj+S9DFp0z7MNp/DN4zzyjBFQml3qpBVt6t4TRGOBa/C8aWZRP4oNWnTkcPDB74BpKB60W+i0Y0rfsdaM0jOMmJnj9w5TWELo9AD3LrUaaUiRw3L0Ho2k4QQzjJ9IhGJ8tmEYiaxtCXuCDLxovQNy6AecYd7LvmPvzNt4BU1US9XGY+ZacBONf8JvSOkQxW4OJLCF3fjfatf1GWYsFz8oeIuSZGh0OC142rPgR9w3h420n2xRQurzrAopZZ6pKi1KycTjI+krrV1gMkNxNzLyoRZCllN9IC9F/YkG36acwShNIbBQVFBEIvLi8xJqgR+iFLupESW14Qp7Vm3xZHTUr4m+A+8gBkyQDrnH2I9C2AqeMcrLNPoffVD0GWCLeRHsPanltGKYOO5rjK/W0fLPMOIXJ9NSQG0FdjFGUJ2TKoBrxmAOAzkBImtG19Cp6j98G+dBe05skn/+zb8TcjTO5ZgVwKUOQUUR5QwDjNLFsOhKAHMpQhLGG8Bh13f67ejj3Nbt9Ej+M99bTS9Zovi5RdlDiT6Ae3VtbzymeLB0CcwCRiSPbGfey7w0EUAaWTwd7xgyaSoSGsD71w8Vqlc7eOxypzywQlwMorEfa88hcsI8VpDOi463NsPpVeqXPTvvhxBC++wBpfCMBOlBCBC8+PKilX8CnhRNZtSBnLWnaoVnCCmgyN9B2BlI6xIJG6KMcz1QEWiYEy52aJCZtu/12mj3SzLWZrhzbigZBWShu3unlObkVscHGe2HOaZWzMM07DPl/RCQzfWAD/pXXgZNKMI12rHClnLuCqzguUSXIs3gFj69g329yK3tObEXXNQvPtzzPclaBNIDrQBe/JrYCsSOUQIL1x5cvQN7gKDtK/+3FkYpTBKiaREYfGchnpqB1yZnQZUc31EGFmTjJHBqeNAhkrwCXgvO1X0NmH1CxS9RgmIUEEiJwI0djAJDI8x75d9XpTMZETjaBSEWQlY6kQj458j+jvddQNZGyCbd7ECAqn4nrqe6j3ALGL+84/C0E0IuY+x0o2yrNdKcOZOzfAvvBh9QuWGEldgETRUCyjK5pb0bjqI4x2Ib+TkaSaiL7BfeRbZbPBxFiuc8xB3H2unsUqe7d4dG7/4vCo8I39CFx8Yfi+a8xtijh2lsVfISDmAcJQpSmbmNWNlUak1MpuWWQAYbC09jloWPYEIyi9lax3xxcUSSIqkwo6NN32Ufb5K2WqAyySUch/yyDHt2/9bNm04mQ6L9I0D/65mxghXcf+JxkH0VvBPCfvRGxwmcJ4LAbQsHwHk6PJt0jPXIR7FyIVbswGY8W4oyr1RhDWeW+wjFQpk2UOgQurGZ0DJ2QQ97bCfeTBbHCVC/SKA+YThDU7sg2yLAIZ4tSiQIvmEGbJD3AxgNMC0vhvBaWvih4OsiL7wnh9aA8TSKex+fZfQDQQ3cTkGslWBK/uYFIzGdZKTvgwkXR+Jnfjia7OiUxOg35sC+R+OB6tmz4F0UC+rK1Rh5i+cX5tF50Gq6XjQYh6KmcDyWAftFbCOU4/o+B66Oh/M0b1/l1/BykZGj4kBdusVDiBbkICRLuP/HdJXjgCP9sWPAT/+ecKAzCePotrYe7aCPo+UaYt/2z5njR2bkDKf00JDOpW1gNEnUANBGR9O78IqYCiY+x0pUTLj+gclt1B/QBeNKL1zk+zBobRRlQQoqF2PGzqT1V6JIOBnPpxVvUi+zznRbTe8UcMN1jMVAdY+aBIAsCKhkY0r/9ETcGQapyQFnUQMmkkDVZ4lj4EyTEDSMWB8BDERBitJ36uZplpP8Z3dgN4TbyoBEzc2wLPsXuzBKPFBVOru8AYjO2H0LCUaBfUmf/iKoSvKfQM+cZA+ctehbFlJBuWilgxdPAhSGlSvM9xalHHIGVNKNCikh/RVEzki0UffMpkUYBF5ch+iEYf62hsWksaZ5Mb6GSSMfajZZmxngX+TMIilxlQ59KpHcVr2QOD/kff56T/GvvBG85mcAJMnbfDsejRmp6r59XPw7n6Y9A7iL3/rWGBK68jNniWlVNa1n2cwSm8J59imCLiehK0tXgJqq2vKAAi4kiOF5AK9RUsTsz+bXcWCkBXsntB2bzURF6EfeE78qojIwMZ8a2+AVImMQJyH7WOqWszEu5zSEfdlRzt7TuWF2FsXcVwb96TP7zppMha+yzGuUYl4aT/OmuISASuQdCYkY55IZqc0FpnMFJaouq4mZYrp+bOQMGnaGhA0/pPgCfcbRFTHWDRXPeJp1hWxTb3PmhqCIJU6zTP/K1IWFsgiTrwUgaSI1uiDLpYGpMeEhpfN2ReQEbUQ0hG0Xzq+Vsys0WZIo6yMUVMynDoe+0jWdkaCiRyGZvcnxSsqMNijV5eKRO+AWNrTvh1/LsT7pkP//mN2axTvn4gSe/0DEvv0CokHO16893IxHMpVQqoKN2c4/7KdaeoF7oe/3TEKK/gyQwdl5EYmgFdYy8aFu9j2bfJMGolp2xvwt/NJGboe0KskPThAAAgAElEQVRvPclwP1DQDj8Zu1ewpqBlL0n0I0pBFZUGjW1rWNqeWupZgJXFaQl6B9q2/FkFi48/dOjwN1mHoqVrY83WvBkLkZxLfOgMu9fWudvg2vOP7MVB0JmZRpuxbTWi/VTWJ8FdA/SEP1nyOHhxNA3JzTj9yJ6sA5bAy6OFiCm4bl8Dx5J3VXxApeLxvfKZD06AfdGjCF5+uXQ2hZWsineuCTqb8vSrM7urvkf0WaQy3XQQpid9ScqiUTCtwBVKPJc5AVp7F5rXflz1ddZyYDLQAwL5U8MP6XeSkoB13n1lM7wVBVj0Rs7Rh32KLdo4G955W8BpTZANZcjK0vSDLTPlde3gBTSdfxUZrREZrYn9KSTC0IUnF49Tzj2ZlBapkAP6hurZiGODXYq+IMPOUCmRauRplqGh4CwddWR5qypvyeW13bDMOgLLzHNs/XTMiMH9j6D9ruL0B56TmxEbWFIAmFfONQTb/F0wz7gw7JK4pw2eE9uyeoQs7MqWCFVyo3DUnZgA5HJlRCrNDTCuLEHvYkzzihHhKknr7ICxhXiramt9O/8W1M4MKcnIE+kHIJ0IQs6k6VegtptNaDUBgt6CDJUIqOORE2FoWYbG5e9D8PIrCF55PZsKz7ASQee2EezGhLalu50MQ7zFsBejr5mehYTHAP0o8CIErQWyFIeUCIE1N6QT4EnbMU6cbSNGenBtWz9zU56jpe4bXUts4CT8l34JKRmDaLAhHaZnEwfLnG2wzr6zqiaH4NXXEbyyo1BEetQhiMndvvidLNB3H//eBLK91CU3OS9NE/28T8v5t2KnM6+BsXUFHEvefVNpHiqJgyoKsKb6gyJzPAaXPYy0qQEyqaoTwZlak2VwgT7IVP6gtx+ay/HgCBSeScHsOguj+zLExOTjckYfmUST+3c9DvuiQzDPUIKYaqxUlos4p6L9c+C/eBuQoUxWpaBxGZzgZpIv5hlnYZ17HKmImcnQaIyF/qKy3+D+x0oA0+mHewCd275XcHmh60sRuroOUpq6GEluhyvC60XA69FBVwYQegBZACTiwConip0LsnK0D4qWIlFemDrPwL7gcDVuH3dO3H0BnhM/KASLC9TlRNczTTCC1H1FLysUXHECCwSNLcuRCHTDPu9+6BrmYGDf/2Ot8vRCZV/yOAzOBTX31a28IPmKpIQivQcR7dmfvbcyw96xjBU9qngNZJIcGmUUeBF7+XQ0Yukm0C79iET6DsPcsY4d07X3XxgtgrlT+Xc1Frj8MkJXXht3KHWmOZa+BxwnMFkcBiCu1LRW8KROmochq3SJ+vhbxANEQrvhk2W796bL1UzrAMu14p1IN84ENLXEGVE+OQ3EQ+CSEQiJEMz9Z2AauswCsbTWiDjrTPRCGy1OV1DNzYsNdcJ3ZhMcS3ZBaxuC6813QU7p0XbnjxhfE1nUNZPxN5na1ZXnpJQWCX8z0lErUqEG9v90zAxZIqkCDrJEgQtlHMtle0pdEf1g+MGLfjSvex6iMV+zTJnDOhovbgHyBadzy4k3gAwHx7LdMLVeK9iE+Lyig51szWSwASn/wlEBE/0wEb0CBVKEm6JAkX68whAMvdCYgkj4SdA6T+i66GWQbymLQHgsCnKGIBiCyCQtsHSeh23BgWpuZ9E5yfAAhg5+A/RWLhjpfriGiTtrtkktF+I1LDPBa/Qs7U1cQ4SvNLSuAs/xyKQiTCrHNufuqjIYtTzqdFkr7r+B8PWdSEc8SEdcMLTdxnAjcrkfdyYfIkCW0kzrr2Hpe6cdiLeUjxVKhyOszNm0+mPQ2sZy2RWbO3T4W0gwIenSRjgWwuIRSN1/7tnKOwEZzQh9r+vZq+nyHZnUczBppc9MqLkuGR5kmD16aaTn32TatA2woo2z4FtwD2RL7QjvijoynQQX87MHnybqQ5pKkNTVkEnC4O1Gw6U3Juz/oSPbkQq2QkoZoHVcRSpig5ykoEeEYOhB2+Zn2B69r78f+sZeNK7YBQqeCAwu6GLg+OL4A9feR5GJ2yCnCWBOHxRKk+f+nPCxFaA45wevicG+YDeMbSOBnyTx4HkJ6agZrr3vzIpC5+8pA6ILxqbLcCzZA44fm71hAtenN6JhyW54T93FAkOWZeRlRRKH1eMJyxVnIPVMQuk65Pg0mta+iMEDRGxK2azxAkh6I6Z1dOAY95eQDTrbAL4fjctfhaG5pxbOQsx7GZ6j31H4eDiBtZonKdMhy0rZUE6Pr+FVk1OoXIRK/fRwGU/PjeOha1yAptt+TeWib81hBLZ17fs6BFMzBNJnNDYj6b/Kyn+MJoWsGHaEYYfoc690khLY3b7wEYbFIiOBcEPbKoi6wgaR6ejF3tf/eji71HTHH0OnAoPbv+vLyMRJB3WcAIvXoHn9J1mnYOjajsovPZcxpOC1muxX5TvWZ9xUD1Qu5UQvj57TT0NraoZt/gPo2/EFSBSUSyloLK0wtKxg3cwk5ZNJBBkmjP4k/OFEbdoGWP23PYFMw0xgKnWLCNib1zLKxQKQU1E4Du2EKV2YgSnmeCmlQczTMZytifbPhvfUnawrjtP4IaeypSqOuKuU1m2O98E04zBMHRcwsO8x6Bv60bjqFbh2v4cFWbwmAcusEwU4ptzelD0KXNyS7Sac6Echfz5lfahM6Ieh5QKi/fPhWPwmTB3K2yhdJ52VExNoXvNLRjgavLwKcn7Zjg9B1Pehad2LELTjEFlmtx088BCSISf7QaKAkheTEK1u6GwDCF5dBdEQQjpqg8bsgW3eUYjGEAb2PQo5TZkt+oEqx6dCgHc6B+GgSFORAq8YI0p1LNlbE+f5zj2HSM++4R9beuO3zLoLiWAPEkOnJyQxUZMDqlyE2ucJU2SZfRdMHWtVznrrDvNfehnhG3sVfFCWlJGaAKh8OtxtmX/59KM/mvQyR9Uh6BjWjYgWQ1d3spcYCjAmQocwFZ4nhvX+PV9VSCYZficF4quyzNxcskW95+XyZVDK9rZu/lN4T/8YCc8IVrOiayJiX56bAH6rot3qg2+iBzitGaLWAuea32AcWiQQTh2IFBwRrQNh+fKNmo763/iy8j3lBdgWPIwA0YLkvxBRdpl0buk9iCUVhKz2ZQyNKz8CfWP1rPPTMsCK2zrgWXgPZHul2KFJuPPk9cEB4BsJOLoODgcZxXbyX1iNcPdyWGcfQ9zbjlSIsm8S5AwBMii4as3SB9C/j6QmOaEXhpZLiPYvg9baB0PLZQQvb4ScUWRjCA/Fi0E4lu4aw4fV8+qHshmc6roGRxjg81Kl/AAEPUnh8HCuehX+S6vQuOIN8Nn+hsDF1Qj1LAAyNgj6ARBon8YanP2IDXUBEgU7RDhKQtMZcCJhtwJoWvfLkjeIhJ5DV3N0D5QVcAN8Au1bnwYvphDuno/AldVoWf8cA/cbmrthbLsMz7G7kI46VZCTUhaQmhsItK1k00STF02rX4Ggqw34POG7Bu+Zn7DuHEbYyYsQ9Q5wGj1SAcqS0X2vXsdrEj7dJZd0rvkt6BuUTMvb1ZIhF+LeKwheeDZLvqg8fEd41qr1DHUV6pkihnnmZvYAn8hDXM0p4t7LrMSnmwAnF2XyvKd+xNrpc8Za1U1NsM6+m7X+54zwe4MH/g3UaclKoyU7aDl03PvXGNj3daQZb1yVRgEsPWNLdaFVuWx92vT0AOEYG1d+CJ6j34NMHINZ7kNqJiIlAkFngcbUjJj7PGs40VjaIKXCsC98DP4Lz5Wk/Rh9tUr377xh7ctKvTEtA6yBFY8h5ZwDVClKWakTyo53u4B/dYAyWkSGaZt/CObOi3kPEwPDVxHpJiQqY1GmhIjHKFAg/A8HFp0wKZliRnIPLkBqBCcOMnoGRS4mv2Mzxf5Oa3HDsfSNYdLMZKAR7qPbWbaLE2TIMr09U4ZGTbcnBRr9jIwTyO/OjDK5m1SoCcaOM5CTRjSupLdtxdzH7kJ8iEDPDoAPgte6oG/sgWPxQXiJJHVgJgB6k6DMEp27D+DT0Dn6md+KdU8mfM1wH70/L1CKA5wbltmnYZt7lO1LgHrCT0lJLbu8SM8ChK6sgsbiQybmhJQq5d/cyQnLRQFOjvFdCwhhdN7zVNmPgNoBybALg/v+FRzPM8FakoWgdHTfa4oMxfQ3HpZ598E2W+lQfTsaSWFQcBztO4qE51w2Y0PfZbWksbkXqnzvFflvDP9BJW8eWvts2Bc8CI2pifFS1VJKJBkgIfb/Ys+hprW/XXG2jLCF/nO/QPPa32a6daRfNzqQoTZ7uhbiKrLM3MIwMpT1omsJXHixNBaLE9C57Qvoee2vxpdsejt+EOvXXNoDPDUrUROJuqYICpSct/0ao86hJiTqmlVtDEohsSDL0LxU9TQaqDrAIqwBvYlMliWNDiTNTsQaZiFpbYFsV6tHN1knyluXBVhOIEwPxAw4wQNw8WygdQGDBx9E0k/cTkpAMdL9Rv9MWBc3IFEQU66MRXtS0DNetyThkdwwd52G1kqA7QhEfYRRNBD1A8nYhHtINLpcsEFHG4Bt/psIdy9FJmYGhBzDOrWeBwDJAk7wou2uHyAVbITO7mE4MTljA+Q8Zm/eD0PTWdgXv4n+He/P6iMSOD0b5PG9aNv8NOMI6t/zboiGMFo3/mzMjVO0Cql0mnf9nBda2w00r3uRjU8GGjB44GF0blc6E/v3vBOZBGXQTCoZ4CmzREElD51jAJmEEY3Ld0FjLhSnrvZTRd1XlC0QNEZGjkcWvPwqQt17WGcW8qRoqt1jsubRQ4h+IG3z7pusLab9ur6LLyFyYz867/k8el7+TJ5sCH2tjcAjXwH2fQPoP17iWooFV9mhOf3HMTOVORSkEK0HYUbMnethnXtvTfzVv/sfht/Y6e2+ddP/HsPFFfdcZgGRsXV50T39l19BJuJG44r3o6S2IPtFoQxfhvGcOVcRVx/FTUHGEUYErKONcGktG/8E7iPfZl2AgrERorGZ8YtlYt6ic2rilPoibzsP0Per4+6/ZHhrwmHly4KpcQbNJ51MUj5Qa6oDrNybS/P636/4DWi8w6R1ZrhWPKbwWlA7u86sdA1WQsmg9mqrHVcQYOUWoUCLugxjrFQVdS3I43aqdqMK5hH4XIywTkH2wy1zMHeeh33RgazwMv24F8tiEXVCiNEj2BYehpTSIeaaDfvSnfAc3c5KfYSZIuwX6flZZpyH3tmHgX0PQ+cYgsbihu/cBkC2FYpS8z7onWcRd3eB46gsSvtnA3LOB8usgxC0Ufgv3Mm4qbTWS2he/9zwBVP3o/vYPUiHKVAdIWLkxG40rXkJOQHqgf0PwTLz9LBeov/8WoS7V0DX0INUsBlSulxgTnIg9NaThn3RHphnXK7A6ZUNpcwVsVBHuvcgxORzCLsyuUzylZ1wZDSTLZn/AGvFf7vawP6vI52MsY5AQ/MyVvIKXHiBkYYyW/ww8Nj/U/759S8D+/8jz1WlAyvivqLgpRKaDiq9UYBOGaeJGgX3hDshvJNj6ROMSyjfho58GwnvZeidC+Bc9dEx21HGirJ69gUPM7JHykgxfcEy5W7R3MZa6gmr5j39DKJ9h8asTZ87ImmlrBfpefrP/gxR1wlWQnUsegf8F16YFoSYE70H9fnTwAO8CH3jAiQ8FxXCnKrFwTmo1WJWHWDRlyx0bScThCXwq3X2XTXxmGslUTHMnj7lwGJXVTTAKgy0ZDkJSISxmrws3/gOJ3xIEIamCwCfQsxFD1GiNUiD44lrijrYAF4fZiB8Y+c5eI7ej3S0GZDNjBuKyDcNTZTdUSx4ZRnivhY0r3lV+Q8kb5PFLw0duxsJT4dSjuQTEPUDaFj+GuPK8p3diISHUqk5eg2F1Z06IlMsgNIBfA9aNvyC0S0QNUX/ricgZ4jNV+muzG5IvVbQ2q6i+XYlg0XmO78WtrnHGKlq3N2O6MAsBlb3nd2EdKwByNB8yqAVuxcUXFFgzMGx/DWYWmvTQTj63jAiylc+CxK0JR0/eiOflpYlySS27reiLqBanyf815lunmBwIE2s+6BuQQcrQUizNgFEvNm8CHjHVwFbO+C5Crz2ZeDAf2YDJ3qZofJzkUCLsjrs+1M5lQAFGi0b/qCkFiS9jQ8d+ibL9FCARG/YdB/z28+Vz+L/ZRp0OQUOSUoj6joJ/+mnWZaOMCttWz7NgpyY67jSzcsJCN3Yi1SwV9FFJdZ0RokgjYOpKvQ4yZzQjxF9F0oGmKRre9fnGMVJvqYg8bPpGucr56lb3QPTyAMs29+1Eba528Y9VcUBFq1GQZbG2sFq8hMxKgsSkSimUzmw2AWNG2DlJtDDVQ3uaSIeKzeXAOUuWGcfRrhnEQt2CPdEGCWNWfk/JQZDNxYhcI66wxQwOkCt1DpwWi/LWFnnjNSn0wk9xCxPV25376nNIEZ2Kalnl0z4q8blbzBGefq72ODsMaBzAvLLEoFQsxkmzgvbgjdg6TrH1ipkd6ed6Fr6YWi6DvPMk9BalBIeYRndx7eiaZWCCaMMXipih5wRMXTofhg6LiLWPwccZ8oy2RfzWQSgMi9rPhDQuvnHEA2UYaideU7+CLGhcwp7e65Vv3bLq1yJytOE/cvLmuU63IgDi+Ng6lzPslaTIeas8pA3fRhRaBCdhvfcc5Cig+w8nM4CORkF7DOB332VNWswqSNbJ5BTk/BeA177W2A/BVnjGZ+Nu6prcFBEkR8pSfJJbOnBq3TGNDjRCF5nRtvGPx5zIEmSwPM8Bo9+D0k3Bfy5UrzMgMEk6k3UCgofmoFBQvLFgDmNGXJqLBfeeFdOASJhEaN9h8elKDF3bUJ86BzSsRw+UllVY5+FdKi/4nLOTf9Q1Q/wlvcAi4PMLWi+/fdKXmtVAdbwasRhcvvvQmupXi1+cOmDSNnaIZvLEUbexPulKsC6ieejrfkwOM4L88yzsM45WrTCSvQKvCYF4s9Kh20QTAFkIiSsTJk3nvFEORZTKYuoEmQYmopLyfTteD+kFN0vylBRyS0M24KDCF5eDchWyFIxseY4eDEMKU0AfArSe+Fc8yJC15ZANAaLC0YLg7Av2gFT+5WSzo17CRx/HwsWRIubEYeKmiSGDj2ATIK0KktJ8FCS2JUF4afRuuUZCGJGadWtQDCg1MF6Xv3LPGmccXA5k/yxoYfAMNaAF6FzzEUm7mf4HmJvrxswcPhbSHkvQTS1MHmbVKiXZWpY99ttHwIe/jJgcg7L4hR8QCjIevWLwIFvjuvKgvtQhdMZAWzTEjQse0/R2a43/wnpiBIcklEmjgKmfGkzKhUGL72scHdR51XOqHSd4+yqumwyzkWVKY3nyEZJZDwVLMwoa8ytrBOxztJexYemPmVqPMDxaFr7cQagH20TC7Doh1LUwzLrTtamW60FO1ch1L4MspXIH29WiW2c00/7AItaU6+j+fYXGHaKSmf5Fve0InBxHWSZR8v6ZxnPVDpugGv3E4A8igqD62U4VY7PoHHFqwwIPtoG9j+CVJC4QfQA5wW4qMJTFZldgJ8q7dEojO1H0bB0F3pf+yA4IQkpSezQo3UTJXB8Lzru/X7JpWi+gveiM/dD5lLQmEMwNF1D8PLmMfqIhQsRN4pH4VPVxBgJqW0uaTCer/ajPDyvb+cXi4jXTn2gRfgfIrPkZBlax2wYnAtZ903dFA/4LrzExK4blr2P/Yh7T/6PgrmauRF4xz8BWiPQskjBz5Uy9xXg+T8DTimEwcWM0TJQJnEiGDwq5+psaN30J2O0DGPuC/Ce+P5wloiyXnRNhCMjriDXm/+sBIwlmyym/rOZ8xOpBbRt/hTcx59EnGG78mwa4xbr36G6B3IeUBqE7oBt3vYCp0w4wGKrCTqY2lfDsejRqj2eMthB2Sx6U5R1OWHeqper7cRpH2BRcOFnlAlyRglQiTuKBVu6OFIhZ7ZcRj+sLrRufoZRO6QjRLVQuqwpGom5nTiiSHaHHs70f00WIEgcXVRepCCojwH9I71UdlRz7xR6iM7t34X/whqErxNei7oei6SOGED+ACMXHW2BSysRuraJZc0UfEc/dM5epAKNsC04xDBZkMpxqWU5t7JSG5w2hvbNP2HlzmotfGO/IvvBOLcEaGxdSPnVyR9Vu+foeaxUJGqZDAnxwdRtrAeoWy8Z7BtmVg/3HoL/zE8VLNWfnACc8xRsaDmB+0QY2PmPwMt/Nb6biRCTZY4mpklJWTbCZQnake/acHDCApIMy2A1r/04ewGO9h+D/9zPJ7zvZHyGcmLP9PvBxKEv/WoytqmvWffApHuAE/SMRLhh6buH96pNgMV+0TVoWvNb0NmpLFO99a79AGT7DAU7Ml3sFgiwFFflKB7oTwoQCPNB/1yYGeKEHtjmH0Dg0h2Q0+XoHJQAa+T/dF9y/057xmBoOQ5eG0HkxsosS3r5G8ex8t9OVh4cOvzAuIGQYLyI5rXPjSEEJQ3DocMPQU63gBOIcmJEPJtKfUMHHkYySEHk6MzY6PMRcJd++OjPOIwdZ9EwAXZ3z+mfINZ3sIgTpi5LwGlM6LiLgMV1U+MBWZaZ2HB84ATgmAV8/BXAqZJolbh4Tv0M+MEHy2xVm/vPOuwWvxPGVvq+Kdb72udZ9opwUu13fnoY5D509L9Zh+CEMmdqHFjlGAqwiGiUjNFijAk+R3BiVW5Rn1b3wNR5QNDCmcf+XrsAi1igZt/DAizqUNFaOyHq88kr1V2jb84diHSsAujtjMqFtQDEqNu69KhbJsBSe6ESeG030xhMR7JdfWqnFgsbxF7IaWKcJ7yPWixdEoK+W9EXlPM7B0dvQPW7fnRuU3ivRhtROyQDTjhXvwytJdtOnx1EgtK+M5SyLZRPKH2pFJAOAGIMkER03vuDqrzSv+cryETdVc2txSQGip73AMxdb1/KhUr96L/wIsLXs7qjt/8W8NCXFNyVGiOdySu7gP8sLA+omVrtGNsCoivZwqYnAjeU0mbMC0PbGjQue2J42eKl6mp3rfE8XoSlaxOjBykpDF2SO6zGZ6kvV/dAjTxg6twAQ9NiRtFT0wCLHuyU3aA/Fc0qHvYFj8LUsVr10WWOh2fhvUhQi7RGD17KQCLJnHJpetU7VDHwrRZgcR5wQkhpbssQYWjlgXChFxVR5vKZotG+p849yi7l+LIGsh13RLGQlf7h/DC1nYRj6Z6iNy4H3B/9lyPZrXK8WKNnKjQVnDYCx8L9CFxah7bNP6noQ+Pa9y9Ihwi7lhX6rWh2bQZ3bv9SbRZ6G6ziv/hLhLvfBKSkcrWUvZq9WT11DFEX9B0D/uX2Cr1FCg9Z6Z0KKRzoIe5Y/NjwfqHruxC88jqjazC2rmJCtZlEgAVe09Y4Ae1bP8PkTKikXhdrnrZ3qn6wSjzAmkYE8KKutgEWKx1RkJUHpKRShbljLXtLUWMUWGljAUSccxHsXMm6wzKOrqkVfR590LdagMUiCOK2IUJP6gQ0qrk1kzQmv5xJ5UjqSiRrBzgfdI6raFpTGS6DeLV6X/2wskZJo6CQOLEIl5ZfQqRM3FAWy0bnsUAw9FccZI2UO6ikSl2Z4pSxUhvbVpfsNpukm3jLLiul4ujb/XdAmsrDGUDUA5++WBl1DBH9+q4DX6JscCkrUR7kRRYMkXQHgeCLikePXpInAPt7YGxZNvw3mWQYrl1/zz5jnGiCLKcUMeqSGoBTe8s4XguZRHU1RJ8SZpQX1nkPwjxjPfp2/E1VHGFTewX13eoeUOkBpUuMEZnWOIOlg2BoyBL1jRyGOFZM7RRk3V/yhDF7J7zzt0LmeegC/Wg69wp61n9U+eKx7sJxunhUXnfVw96KARbDG1EZqxwGq2qvqZwYAK/xMUB+OtrFtB4FvRtS0gJz10nY5h1Ruc7IsL6d1BFGXYnjfWYokCNpjhCkeCtkKZfFo0ycIokEJAHOA+dtr4wR2R7vUArIPScFVBvcTVknZEsplD1uXv9Jpmk3ESPhauKGMs/coqgslDAKCtzHvouGpU8wJXsCjWsnICg8kTNXMzfuvgD3se+N0BYsfgR459eBhrEt1+Ou7+8FvjSrDNapVJClQevmTyEdHkC4ew/inkvKVsWyWpyQ1URbwrruCKhPlBscJ8J95L+mN1+UYAakGMvaEeUE4ciGDv0HUqG+am5dfU7dA9PSA4SRFPQUB/VVGWAxzpQSpHk5IsNRl86CLMpkzSsMsjKiDt4FdyNlboJkbQUySWiHLsHcdwpxeweiTXMVDTBjnvbdVLv1LRlgkRMpyKIMUrYcN+l+La6zKOiuwzL7IAKXbmeZI6JtsM45xSRxKjFZ5jB0ZBtS/vmQpXK4KwqkhtC84edwH36ASQYp2SzyCQWd9CdpPYZgnXN8XC6u0Wf0nX8Wke59Cn6wwtJPJddLLPGZqEfJjPEijO1robPNYB29EzHK6gSvvIpw925oHfPgXPVhlu7OWSLQjVR4AHrnYog6c1azT4BpxgZEew6g/a7P3hJUEOmYD/4rryGek3BZ+zFgyx8BLYsrz5gTs/u/bQaClQcLBPRuJGCscz5zsZSOI9J7EKFru1hGi1ErMIoGC+se5EU9XG9+FemYX5H7ELQsCxbtPzptMlbjfv4ok0UZ3UwCioxQZCIf1/rcugdukgfGeXnOxkEVZ7DooZrwXVaXyh512RprF5rX/fZwhwvxXwXblylgUk1Wfy6TBkIDjDxA0pN4MkF0tCN/fzNc+ZYNsKbImXw/ET0AfAaQiIi0EPNFpKOmWUeQ8LZBTpihtQ+gYeneqg43sO9RpELU/TVe52AKvLYHhN+yzjkGjc0N73HiceMgZyi4ok8flQ+DEM0+tN5BlAvqjbI4gwe/MQGtKzV75b7cCuZRNDWjafXHwJOO5wSNdOd8JKGSNUFvh3XOvfBfeB4tG/4XXHu+MkJMmfuxTCtM+EQP0Lb5zyZ4gqmZPnTmp0j0HlA2m3cv8N7/Amwd6rj4cuz8qbjii/Ag8J3HgUBwoEQAACAASURBVN7DZQ5f/KFMPDr6hrloXPmhgvkJ/zWEr+8BpzGgYcnj7O/yxZtHBk9RpnRqbk19l7oHprUHdA0LWBxU7gW6sgDr+h7YF70DgQvPlw+wct0fvMhKDHImzdpxcxpZfWveB4kkJ4wEaJ7mVg+wJnaDGBlpGA1LdyPu6UJsgKR0lM5B4u8yzTiE8A0iwCRpn0EkfS2wL94LY0txJvnxDpMK2zB44NExUj2Fc0iouw/WeUdgar8AXszAc2oTYgMrWQBIpUM6FxGztm56pioZnYH9/6ZouEFiGm5McqQG2SxKP1N3AhP4llIQrTPgWPAgdA4ieZ24ZRIh9O/5ahbwrWTgTDO3Ih3qRcJ7KdspmsgGWGOz2MTRZJ1zD8yd6yd+mEleIdJ/DL4zP1ZkcB78ErDpkwCJzasxktFJhKEJDbCXBy6TRvI774Ic6B5/9rjZfxHN636XiTyXsv5df8eY+OtW90DdAzfLAxzsix5F4OKLZeOgygKsazvReudn4Hrjb7NXRlpnAhMFlTPxgqtlOj2WdiRDvdCY2tC48gMFtA1Di+9D0tIEmbAiuezVzfJXuX3rAVY5D6n4e0UnUWdzQe+8jsDlNZDTFoimQTSvfxZ9r38Qgj4CQRdF87qXEOmfDVPb+OScgYtrEOmbw2R9mDEhapmV++Q0kWuWzuZwYg8jTyWRaMei/Ww6CU5n4sTjFodlzh7GeG+dPaLLqOIih4co7NlfYwEKJ2a7aitZoMhYTmOEc9VHlUxbOgZtw1zImQwETTmeL/Ube048xQDXitgvrwRyFBiOFxiMXp4XYSftvBnTO8hS6DSI2iMDfGI30LVOyZarNW83Gs+9AgNlr5guZhp9b3wJcqo6XUuShSFB5lJWQCWh9oz1cXUP1D1Qcw+0bv40ho58iz2HKXlEz0n2vByllKA6wPIc/wGSwRtMcT06cAoJfzfrYiH5BQKJSgkSDC40Snt33P05BsQsVrqIWdvgWbxNScuPZ7USiKvWzfUAq1rPFZkXAwQvOJnY4WUYWq/AMvMshg49QnkAIGNn8jutG38G0ZjrKBy7TDpmxsDed0LOkI4i+3kbNYiA6uOJCiqM2oL+Otq2/Hh4bv8b70Um0QDrvN2wzj41oet2H3sSCc+FGnYPcujcnnu5mdDRSk6WKJtD3WxSin3PA4yRnmp/gqLFp9IIH9Y6TrCgcplJG5aOejGw958hs+BRAP78SkWdg1ywHw0UXBG4Pc9IkiYdGSsvpQwZv4yna5yPptW/oXyaMymEru+Bdc5dw6tHB07Cd/qZ6Q1kn7Q7Vl+47oFp4gFeg857/xpSJsmwqFRRoDjIc+IHjIsu31QHWPSwpSCJcAKjLXR9NwIXXswyh2cfJbwGehInXfrukoDXhKkR7mUPQ7aN006fioNLhCGbVZL+TcY9qAdYk+FVcPwgbIt2gOdl+M5thZweCZYIl2VftBem9stF9/ZT9qp7LWQpv/mBgibq/qsko9MHfctVmNqvQmfvAy9KoC5Ec9cpWGdXBrIffdCE/zqGDn2zUFi3Wk/S96lxHgNDj9fVV+3y+fOGjn4HSf/1PMB05dIu1nkPwDp7ay2OU/M1XPv+FZnoYFb0OAPM2gy8/ztA43g0CyPH4GIBGPpOoeHyroKzJXxX4T31o3FKeOMHWJT177jnL9ma3jM/RZTA97IE24JHmKagaHCUYDuvuYvqC9Y9UPcAvRIReTa9hOU0RDkRtoWPwFIkO8+6xy88X4C9VR1gjedtSo8REy8poed4XHidnUk2lDPPgrsRa1mokPoRFQMR79GbcjrFsA18eBBcJoU0yVbcLJHaeoBV7jZW8feKhmHHvU8icGkVQlc3Mc6pguhf7Id90S6Y2q6MWb/3tQ9kcVaUqSIsEHUiEWEpZVKbwAk+dazynAeQ4+A0UVhnnYFl1tkqrqX4lFTIxcDuLG1M2Cli/J6ADp1t4Ttg6dpYs/OVWijcsx+p8CDSUTcIZE2dvZUYZa7b7/q/kx4IVnKm/LGEvfKf/ekIfmLLHwP3/RWQa6opszAX9cPYdxKOKyPkt9T15z9P2FS6x6VsfNkXhWLj95l2pOfkD5VSbRa3R39HHXf0pkz3pW51D9Q9MNke4FknuGhsQCYZY+XA5tt/ryRGksltHfsuEr4rI6Lrndu/VPnraYnropR24MJzSqAkpaF3LoLztl8r6wXqJIw7ZiCjMSDDBEyVI+lCQxBScUTblgGGwh/fsovWckA9wKqRNykQympMMhHng4znaujw/Uh4FxXHTPE30L71h+BFyk6NGIHiAxfXZYOoNDjtACARbog+eiI4QYKcptJzliV+3Cugz1sfdA0uNK15uUbXCtZG73rznxTAuECSQClAIh+UoDgZd2eOSVHZ5m2r2fnKLZSOB5SOQfo+5t7gSk1izSwCe9tr2/J/CoSIy+0z1X/fv+vvkYnnySotfhh4938A42XSRx1SHLqEhvOvQhv1IRMPwvXmV8oCXsteJ69l2X7nyg9D55iFwMVfghjaC5oj6tIxZd1YH1D3QE09wGtYl3brhk+qWjbSd5iV8hmOtZYBVm53alOP9OyHZc7dEPV2VYfKH0TcWGmtCbqoF+GmeQjM3QyZOLJultUDrAo8T8EDBUOjwcIyONIszFCgLEHQe9B6x09YINS/513IRKn0PEIMyml6IacaGdGn1uaGdfYx6J2KjE3O0jETvKe3gOfTsC95E6I+inTcyP70nd2ASM9aACq7wng/BK0brRt/Ck6gMuPEjd5ohg79J5L+8cH6ZXciKgRBi5b1/wviFPPBDez/d5bNglTYxJJ/ZkqjUwlL0NlhmbWlJlQRZX1S5QDKKCb9PVmOsjTQsQbY8ofAzDuAhtmqKBqoRGjsPTGcwap1Zx91iuob5qNx5QcxsP/r2W7UKi+4Pq3ugboHauKBjnu/wDLIai0Z7J2cACt3ANIVDLUsZEBQTTyo9lxjxg0tvh+J1sU3r9uwHmBVcO8oOFG6qhQsFGUk6c8wTDMOsCwTr0nBMvs4OD6DwYMPIRWZBbDASzEKxCxdxxG8sppEAQHZAE70wzzjOGzzjhWcpVT/QzpqxuCBd0BKUWA+GpNFZRz6olA2LZtRY0FhHBrrVbSsf76C6x1/KJXP+3d+iTV6KPiwKoyR1mXgWPIuRtY7VeY7/xx7UWL3hKROslxXo/d33vbr0DsXTtWxKt6HeL0Egx2+c88jE3Yp1yNoILcuAz7yQ4CY56mEq0ZYXspA8F1H2+EfsXX8F15QdAxrQMFR7MI40VjS7xU7oj6h7oG6B6ryAL3gEjUDEfpWYpOSwcodIG5rg3vRNnCSBD4dh9l1Fkb3FfDpBDhG1De+eeZtRVpnQspoB0iP8GZZPcCqwvPUqp7tLOU4cFwaLXdQZ2B4eK10QoeBPU+AtAPBUVm5GZzggn3RbgZudx/dhoSvFXLGAY73oXnDs9CYAoztPe7ugNY+CM/JzXCueo2B00cbcWK5j25HJmlla49YLhNGn8Fcg4XC7C7ow2jb8kwV11t6St/ur0CKTQA3w2tYQNC64Q8g6CcqzK3+0mKDpyHobBCN1GAis3KnlFQ6O+mBo7F2oHntx9UveJNGDhz6FqOySHguse48TiQajxjw2y8Dc7ZUIOqcBsID6Nj/JMOHkqSN58T3bw329Jvk+/q2dQ+8VTygtXUxDFYlNqkBFmGqBpc/AokeaIRBETggGUPzyWehJZmHUSaBQ6RlAYyea3AvuR8p0gMj/h3ipqkgNVeJA1SNrQdYqtw0dhC19WsArh/6xutw3rajYAhJ23CczAKmoaPbkAq2wjr3ICwzzwyPS4YciA3MhLnzPAQ9ZYGA6EAXvKe2wNDUDSmthWPZLoja4kDsHhJ9lihAyCoFsBXSgNDDMFcJD2kWkjBnG8D1sPKlecYF2BceqvKax04LXHkNocsvK0GkXIglU7UJr0XTmo9BZ5+lavhkDcrEA4i6jiPmuQiDcxEsM6kxYfob44/q3pPlJNMrAVHLEuADTwIdt6m7gHQCfKAP7Yd/ODy+55XPTlrmSt2h6qPqHqh7YMo8wItov/PPwZN0n0qb1AArd4ak0YGE2YnwzPUQQwNwnn8VXBEtw/7V70FGawZH+loGO2S1rMoqL7bqYfUAq0rXZcDxpJWXhn3xPpjaLzHyzmKWDDQiFbbD1HGZaEUQ7l6CTMIAjckHY9u1MfNinhZoLYSbGq9rixrgdHC9+RiQaYAsjeABOT4AQ/NpCMYgYgOzkI41sB9LQ8sVNC4vbL+v8uKHpxEWKxm4gaGD/17VUrYFD8Eyc0tVcydjEl3PZFNFTPTcxFETOP8C0nEvEt6rYwNbx0zg468C1J1cyqjrM+IBtGZoAj1oOfGL4ZFDR/8bCe+VCcgh1aVtJnqP6/PrHphSD3AC7AsehrnrDtXbTkmAlTtN1NEFo6+4lESkaT7887ZAtuSXclRfx+QOrAdYVfmXYalmHamYT8p3Zj0ivSsBToLOcb1kZ1/M3Q6t1VMQZA3sewTO1b+CkJfRSqc0cO34gEL0yJHUDJXZeHBiPxxLdsDYch0De9+BTFKPhuU7oG8Yqup6x5sUHToL7/EnS4ukj57MusWoGcCOpnUfr6pZpOYXcQstGLj0S4SuvTG+v//ihkJyXAp7lYxBO3iBlUebz7w0fPXECeg9/WNgXEqGW8hZ9aPWPVD3gCoPkDpN8+2fUA12n9IAa7wr6Fn/EcBKZZoc6FjV9U7NoHqAVYWfwwAXgH3hPphnXKxovmv340jH2tn8zm3fG56bDNmQDtthaL2OSM8ihK7dhkxSgNbig6nzHIytVxC6vhihGwvRevtLwyVFWiCT0CLqImkZLULXljHgu5xpAHgX2rY8DV5MIXBpJRvTfucIs3tFBy8zmHXkBcto1Y1ao2Hlh2BspvPWTa0HpFQUfTu+UJ5z7JN7gc41pfn1EmGYr+2D/Xphudhz/PuIDU6M5V/ttdTH1T1Q90B5D/BaMyTiz6zhSw91RxM9Q5oaY0hPWcrA3LUJ9gUPlj9QdsS0CLD8M9chMmM15CluQVftpXqApdpVykBq6Xcz4Wbn6ldKlgVLLUrCy8mAE83rXizIRPnOrkekZyE6t38XA/sfQSo4L4utSoATCPyehmAKIxMhfUIXIzEtZZHeeQhcWgMpowcvxNC+VekKm0zLJKNw7flHBWCtxqhdv3EhnCver2b0LTeGSo29r/+VInBsmTgNSypMxK7fBK81IpMIA5kyfv7gU8CyxwBNCc3KeBDWS2/A2lcYTBGhaLh7d5X+rpcGq3RcfVrdAyU9oLF0IJMIDjfhTMRVTEfZ3ALbgoehs3chHfcjNnQOUtwP2/wHKlr6pgdYKZ0FQ0sfguScXdHBp3RwPcCq0N39MLZdgn3R/jEEoRUuVDC8b8f7oHP2omHpbsQGZsN3+m7IBd2BNDwLrEcMuoazaFrzK+TA9MX2jg3OgP/COtjmHoXG5oZoCKnq1q/mOjLJCJNSIX1CVcZrYVv4MMzta1SnpFWtO40GJcODiLvPwzpr4hizdMwH156vqm8k2PJHwH1/XZrBPeKB48JrMA0VyjUFr7yGIDUtVGzjM7lXvFx9Qt0Db3UPEPkuZY/kDHjRCCkVASeIkJkqxogJpmZIMS/D+1Zr1Bmta5gL27z7WYBVC7vpARZdxODSh5BsXjC5PFcEqicuokwGMFgr8109wKrAX5Q18KFxzYsw1BDLRMB3wlwZm/qGz9K38/2QkkTfUbyszGnckFNJ2BdRmXL8oCbhd2Lo0P0wzTgPRw07CEc7LtxzgMm0qLWm2z8BnY06HetWzgNR1wn4Tv9Yvbj2okfAPfY1yM7iGoS8v5cFWKMFncM39sJ/bgTwXu5cI39fz16p91V9ZN0DAK+1onHF+6AxtzJqGPeJp5D0Et2K0jXOay2KRnLTYkRu7K1aTUE0NsG5+mNM77OWNi0CLCIk7b39wxVJVVTiBC7sVlqzCd9laVEoH8Ju1qnICAIJUCyMsIiPWbseYKl2NycMQmvrRtOaV1TPqWZgjFE1bCuSwcpfjXiuwjC0nETjijfKbhO4dBs01iEYm4muYXJMSsUxePDfkUmECkuF9Nks6KzlIVra0brh9yfnIG/BVYk5efDAv7FmBl5nYQ9b4r0CdSUXM+d84Nd/AdDLXRHsJxfoRdOpF6ClTsI8i/Yfg+/cz+v8V2/Bz1D9kqaTBzh0bv/bggMlQ/0YYvquSoDVuf1L7E9qPKEXV8JfVmq81oT2rZ+tdJqq8dMiwKKTRpxz4VvygGrBVVVXR4/a8BDEgAsS4TK0xMWlZTQQcioFiCL4VAKSwQaYGkovWQ+w1LobvKYXjqWvw9A0eUEKHaZ/5xPIJAm3U04KRwbHDwFcHIb2y4gPdqH9zqdVX89kDezf9WUQrxQzXqvoFbJMXI7GgodgakTbxj+ZrCO85daN+67BffTbijg1kxfSjB8E/cZzwMIHSnLscf4etBz7CcRk4UObSprekz+EpBZL95bzdP2C6h6YXA8QDqplA0mDNRZslKDv+LH/ZiXCjm1fBJd9MfKe+SmivQeqONTYIK6KRUpOmZQASwaHUMcKWHuPqzqrJGjgWvU4JPuM8TNJqlYbGUSaYXxoEBkKnkyNimBtMgr6786zv4I24sbgskeQor+nDsZSVg+wVHo+BdF4Fa2bfqJyfHXDpIyIcPdChK6ugpwhJnY1+lBUm49A0A8ypvacZmF1J5jYLJLPiQ2cQtxzkQmja83N8J97Ntv1xgM8BVocmtb8FgNZ1k29B3pe/nP1g3/jeWDePSWhCbyvGy1HnoEwqjOJRLApU8belieA+VB/0PrIugfePh6g4Kph+fthaFo05qITvitwH/0O2u/6HMOlEvFx4OJLLOAa94VnTIWA3mdFtG3+Mwi6EZm2Wnt5UgIsOuTA8ndAE3aj4ereomem4k1Kb8fQsoegDQ+Cz6QRb10MmbJJtbB0HNqBC0gZbJDtnSNvqVSGIUBPyAVjz0lkjA4kLU7IWiM40QCZZHlyJmWATBrw+oGUxEjJEeeAbzqB+DglxVqc/1Zcg/PCsfRlmNomKG6s8toH9j2KVIiIIkdrDRZbgD5xSYjmq7B0nYD/3AZ03PuDgoGJQAMDz9sXHFZ5gtoNi3svwX38KYD0/jgBxtaVMHVthM7aUbtNbtGV3MefZCWBptW/UfYKFHFkF+skZAHQeBqB2z4H3PWnwHiExoFetB15GkIqDveJ/4HOPhOWrjuYtmTw6usldQhJsJnauo3tq6FvmMsyXpOlV1jWKfUBdQ/cIh6g4IoE461z7i174uC1N5Rmk2IvOTxJr6UBkhnjRTgWvwveUyPfQfp+Nq3+TWhtnWX3mciASQuw6FBJg72oJE7uwMHWJQjOWsd+UCzXDyJtbkKM8BCCBlxCEYeWqX1bjQhrvhcyKfD+G2g++RzLjA3za5E8TzLCdBA14SFkdCbGcWPw3WCz/V1rEG5dDI6Uxkg/T0pDjAdZIMiwW1EvIEmAiwO+Naqt3JQBImoyKRO5XdN7LhGLNi5/FXrnCBB9Mk/sP78O4e4NWUHpcjsp+oPEl2WbfxCSJI6R1/Ge2Yho/1w4V07dNeROnYp44Dn2XVhmb0XMcwnxgeNo3fSpmoMuy3lpOv790JFvg7J+zWt+s+zxogOn4TvzDDieh5SMjD9+7ceAx75WFpbA+XvReuRHSLpOInD+ObRuUsq2oRt7EbyyA3IyCPphoCCQwLiG1hXQNy6AlkSkSZgp5kP4xj5E+g4pJcsiKhZlL6w+oO6Bt7oHeJF9b5yrPlL2SklgPXDlFcjUuJYzTmAyNvQdM7atRqT/MPQN8+C87dfYCCkdx9Ch/wRloB2LHoWxdUXZfSY6YFIDLDWHS5qc8M7dhJaTzzL5nGD7cqQNNhi81+GfdTsyDbNKEwEW24CyU8E+dO7/HlIGOwaXPghZEMHJYBk1o/syxLAH0daFaLjy5pgVKLAiuR4hEWaCrmSUBXMv2o6MqFWCPUkLfN8EdGfxP2uiwIYQ8P81Aum3b2aL4/vQvP7n0Jiz2CI1H4AJjOl5+aMAqLSba38fbzG6lzHw+l60lxBzVnQLm8Fr+tB+1/9M4GQTm5oM9IA32CFqy+HLJrbPrTI7GXaBJ9K/Mh0+scEz8Jx6GjwvsHbuUsbxGqXT8E9OAs2LysMSklEIgT60HR1LQEuBE8kgGVqWgdeYWMmCiAlJGFZrm8Haxr2nn2Zv0Sy4qlvdA29TD1CFiLK4OYD6GDcIOlWceMlQHwuU8r9P9N1rueMPEbq+mwVO9H2LDp6Gbc49Y7ahZhjtFFUGbnqANd5nbWjx/Ui0LipNBFhkMr1tOk+/AF2282do0XYkrK1MR0yTAxVX8QFPa00IdqxAtH05oDcD3V7g31qA7QFgjQRo00B/BvjPcbBcVex7S03hetF+91Pgheq5SNRer//iGkS610KWKmur5YQeNN3+C2jNSoY0Z7GhTnhP3gs50wZOHIKx/QQcCw+qPU593DTwAPGMDR3+JjIxP2RqGiiWKaLSAQXkrUuBjz4DNBanaBi+nEQY2qFLTD+Vp47EEuY+/n0FU5eH1+JI5D5NzQvKi1rd6h54O3uAsrzN6z+BSO8hRPsOQ2IQnBE+K6JhoG5ex9InYGxeWtJVY3CWTCPwIZi7NrKyPGGzpotN6wAr0LkKobmbANEALjQA2dqqYKkoeCKKBXp4CZqRN1Byrr8Xtu6DMA9eREbUI9C1umimqtobEKAyYvsyyLIWGEoCzQrFA5eKQaYusB/pgIvjdCRWu/G0nyeB1/QwsWRD83XoG5WS3GSYnBHQ+/oHAbkKfBI/AMvMw7DNO1FwNPfRbYi76UttALhepklobFFKx3Wbeg8QkNXctRn6xnHEmEsca/DwN5H0FpKD0lBOYwQv6MG1LkV64+8DSx8BtKbSF0cBVcQNMepH09lfQcgvR1DpLxFC6OpORnwYvr67jrGa+o9Jfceb7AHKHImmJvbSogjAk94rHYpnf9L3jdcQHlGCdd52iHoFY81eSAbPZuE/1OktKiShvIjGEgB3mte/+x+QiXnHXDV1FHpO/A9EUwvs88rjt6bKbdM6wIo2zoZv7mb2BmjpPoLQjFWQzU1gvFa8wDBSMt1col/ImSyB2qubTr8IbdQ3KX6M2zrgXngPQID8REgBzYt6hcg0JQB/TyywaspWk3K8m7hohpXhODEAfWM3GlfsnJSz+M5sQKRvFSDnNSSU3YnoDwaYgDSvycAy+xgsXWeQClsRuracYa8ABTNDUj+c4Ebjilegd7rKrlwfUBsPSOkEApd+lWVulliZjZXeWNZJnWWSYfTv+ruxwFdOQPvWv2DPkvDM9QjOXAeYm0rjO4P9gJSBLtAPx+U9EIuU9yKuY/Cd/BEjOWTZq1J8W+qOXh9V98Ct5QGOR/vdnwdPmacKLRV1M8ypzj4LGmsHY07XmFoYaWgpo2YXokgZDWo3tK6C3rkQvjM/YeB4Asnn6BsqPFbNh0/rAEviBVAWy9pzAkL24dW35r2wX34TMi/CP2+z0iGYb1E/TH0nWWo+o7eg6cJrNXcaLZgRdRhY9S5IBMIPDShlTMqoEU4rmAH++W1cKiQuJ66/QKi5ljdBlnj0v/FeJtYsS2pZ+SnAotIlPQwoLe2FY8ku+M5uysbCGoa/UiwGjndDMITRuvHntTx6fa1RHqCUvmvPP8Cx5N2Iuc8h0p3FRdKb7MoPw+BcWJHPSI/MtfsfC9ncSXJo3nZYZtLLGkDlfvrujnl25HaizFVoENbuQ7C6zhbdP+65BM/x7zE8SevW/4uBPV+BTB2gdat74G3gASrntdzxR2VxkbVyRejaLoSu7RhDJMq6Adf+jhJczb4LhuYltdqyJutM6wBrvCv0zb4Dka61gC4vxZ+KQuc6B/uVvRhc/gj4VBxtx9XLklTqUZkTEJixCrGGmSzgUkqFSciCHviGHfCWjsYr3etWG8/xPWjd8mMI2skD9g4d2Y5UpANSvBKhYMLDUFbKCk7wQM5QtnE0zQMFYy5wmiSa1vwSWsvkZEJvtXs6Ged17fs60hHiJvs0fOd+gfjACVYmMLasQMOy91S9JYlqS0QinEnC2LYSDUseH1mL4+Ba+S6kG6mBpvjbN5ftQtbElIaNpLEBWuoizlrCdxVDR78DfcMcNK78CHv4By/9ahRZLA2uy+NUfRPrE6elB6aK4oAunr5nJC8W915h3bqjTTA0onndxyHo1L5oT61Lb9kAq2fDrxWQgxJ5qOjthsF9CaHOVeClDMz9p2Ep8QZaKzcnDQ4MLn4A0GiGn6V8JAKJMwNffftmsTihF87VL0FnH6qVq8esQ5msXur8Gy7tqdmKzkNfRio7USBF5GbFTAFf8pr+m9pRqOaKbuUxQ4e+CUPrSsQGjiPh72ZlNno7bt38Z+yyKNVPYPFqUv70YCbeqnzhVvMTq5A8PwCP24HA3C2AsUSTRNQH+4XXGJbTveAeJE0NaM/rIqTAbXD/v0LnmAvH4kcR6T8K3ylSCKAAvh5U3cqfyfrZS3uAgOqUbTa2Lp90NwUuvYzQjTeB8bpvs/AB28JHYOlcP+lnqnSDWzLACrUuVh6OWXkbksPRua+yjFW0aa7ChC3ooPX3oPn0C5X6pOLxA0sfQooe1ATy0xjAR/2QtFbgZ1rgVI2IUys+1c2dQJqE9kU7YWq/jExCj4S/aVJA43073g8pRWVi9TgdtZ5RdBVvoGnNy2qn1MdV4YG+Xf/AiFXD13YOs9jnEIwyZNgWPATLjDuqWHlkiuA0wf4Hd0FoNCH01CGEDrgwsOrxkmVCwnESN5+QTsI3/04Y+8+i4fqIFMfQ4f9Cwqsw8Zva1yA+dA6ZxNTQk0zIEfXJdQ9U6QGiWbDNuw/mGcQ9OLlWEktZbFvi0Zx5J2zz75vcQ1Wx+i0ZYPWu/cAw4M8A1wAAIABJREFUOzsX7Iel5xisPccxsPxRpCxNDARH2SsiEZ0q61v9HrYvlQ2ps1GmkqEkA198u2axQtBYr0JKmiAldRB0afC6IJyrXgGvUYQ6a2GDBx5GMjAfgL4Wy41Zg+P90Fivo3ndi5Oyfn1RIDZ4Cv7zLzAiQHmUvp9oaETr5k9NyE269bNg++AaaDpakOobhOcLLyEzGGYkxGni2SPcZL5lUuCCLnCZJCw9JxCYvR6d+79bMKTnlc8Odw3SWz2ZPEpSZ0KHrk+ue2AaeYC6BYkGwVqEV2oyjum/8ALCN/aqkqJi9A+3/15BpnoyzlTNmrdUgJXWmeGduxkpeydksxOc7wbs1/bBNKS0ZEu8yB6a9qt7Ycyys1fjlGrmeGZtQJzOpaM2fx5gnDkicJUHnqoEI1TN7tNxDpVKCPRLP165Mlwc4DywzTsKy6xTVR06OtAJg7MPnKCIIgcurkbo2kYVos9VbMcNATIB42V0bi/8ga1itfqUEh5IJ6Nw7fwbgBOz/h4Z2Ln9SxPym9huQ8P/2Q7drE7WKp640gP3n/8CciKNUOsSBOYVKRMmwkDMD9u1gzB6r7P7L6RH+HqSwT4MHS4kOpzQIeuT6x6Yzh4gTGTrSjQsfWLKTtm36+8gxf2q9hONTcPqCqomTOGgWybACtPDsGs1ZBJtpuxQsB/NJ58vAJ4qQZbA8FdTbQRy71/zPvDxACRBD2vfaRi8VzGw6t2AhweeNQC9b89y4eh7wQlDEPRels0SjSHVtyp4ZTmCV1aB00TRfuczrCIbdc2C9+RDWVyV6qUqGNiHpnUvTiqWrILDvCWHBq/uRPDyr8BpzCNAVl7DZGda1n9iQtesW9EO229vhm6mQsEhJZOIn++G5y+eQ1prLCwTsueGDC40yJBU7Qd/AL6IzhnJdPjPkzh3EeOpG7U0IemELqY+ue6BqfZABfI1tTpaKuzC4IFvqM8I8xpYujbCNv+BWh2hZutM6wCLym1pvYUxMg+seAdgamYYDS7kQtvhH43LrFwzD1WwUMzWAd/MdZB0RnCJCMRkDCk6PzG/p3lghxbYWxnzeAXb32JDk6BAyzTjDOzz1Ykre05uQmxoJgR9EG0bn2PX2/My6UxNZhk2Cl7XB8ei/dA33ahYFvMWuyk35bgEGE9HfRjc97UC1nOG+Zj/IMyd66o+l2HLXNg+tgkaZwPkTAbJfhcG//fPIDaZoVvbhauDS5DUtrEyIe/thgwJYiLCOpF1EXfRfX0XX0KE8GLFjLJwFJ6NEZmuA9+rvon1iTfHA7yGiSE3r/34lO4fdZ2A7+xPVUlL0TNC0JphnnUnzB1rp/Scajab1gEWA4+bncp1kOyFlIEgpZm6/XS2wSUPIOnoAhf3Z7FYEgPdYw+A13JcS9P5CqbubBzvAyf60bjqVehsxX/Q8k8T6Z8N0RiEzuaB58RWxIeWQJYmMzOYLXXyQZhnnoBt7tF6kDUJHw/fuWcR6T0wFnMhaOFc+RHoG+dVtavxwcWwfWA9BIsF8QvdSPf4wDuMEFus4LQiup/qx1BiPqDRQ993Ck4VvHmJQA/cVCLMlMAS0nedAqwi2S92EYTTHBOAVXV59Ul1D0yaB4gCoW2C+MdqDhe4/DJCV9TxV7Is9x1/WM02UzJn2gZYioZgC2w3jiHSMh+O8zuQNtph8lydEsdMZJNgyyIEZ61jL7Jafy+S9nZA5oBv8cCAEcBkBgQTOfnNmpsGJwxA19gDjs9A0MbAi0mIZj+MLYSBGWvBq/8/e98BHkd1tf3O7Gwv6l2yZMtyk3vBNriBbXoLIaEmhPR8SeAPKZCQhJIEEiCQAiEFUmghgVBDEjDghsENN7l3yaq72tVqe5//OXfUVtrVFq2klbyHR4+Ndefec8+d3TlzyvvOhL1+HkR/EnQ5SWyT440QtEboJ+2BXGMfMULrJFQdE5cE3Do4G6cg6FdAUD8DV+v/GBSD3940QH9V/nTkzyNi7ySEA/LuvxSKaZUImi3gZDJ4D7dAMTGffT7bH3ofTfmrIPJyVBUfge+9OsAzOJdmx5G34Gz4IAllztZL+kfvMtG8dL8TeIWOMR9QNx9xe1Ika6TE+PHT8FmOx7WcoC1E8bnfChvrdxhhOfgqCubdwmh6RlPSzsHqqDwHIZkc7vxJKN77KgQqOAVgrL0EgtuK3JMfjaa94lrbr9QzpGgSbfMByLx22CoXAw/QF0s3HUtcU51lg9xdKSIqYCd+Khvy578DZU5bjx1aNn8CoaACCGkhBiUOrBERvg0ISXop85qRPXU75NqBwHcjossYX8Tv1MO47UqIQT2AgwC/ijWGyLUFCLC0nMhIW6UGAzri5Ck56PKsx66ByqCG6PPDVdcI1ewK+I+2QaZTwXL//1jnL0cRJYGHZvUUuN4+3GNh56SJ0NQ3gAtKdZ3muhfhbt3bpZdMamjpV3NFOF4ia3I520meux2pjIM1lj6ydP8SeK4ypwrNmx6EGPCifM1PR2wLpo+fhjdOBytalK1580OMYiu79pNQZk3o4kkcsS30LJRWDlbr7KtYlIrSgblHNkBjHbtku15tHgJKDeuMUtqNMJ9YDv9h4rsjdPfUYzaN/K0z/CtyQhPyZr0HVX4zW8xlrIBl7yoAlDbuj74+3PqEAN7OHDvILOCIbkcEylY/P9wLj6v5gz4V7PXT4KifA6ADEIlgm7JmShhqLoJMoWfEr5a6F3uLXDmB8f3lz7kxKVvw502E+palgEKAb8txKFw+KKcWImT3oHPdEXAT8xF6tctp6lrBW1yEjvPORVBvIHcP+eveQ3DHm7Aeei2choeR2/LhKT/2/1KX69kp0Ryrs9MaY3HXVNtEjpa2eC7UJXNYwwlLeRPwLy8b1i0RH6n91PrYa3AyBnqqLZ0Xcax57wvQVS6DaceTGGo3cmxlIo9ICweLfRXJ5HDmV0MW8EBpawPvd49UbCJZ20W9LuSXo+PoImiLTjMeaJnaBmfDLLjaKgFRA5EiMNBlHK0YluflTcipXQ91QSMb6TEXw7xvLcTAyKQFo6vnA3gTZOpOFC36L3h5pmssng9R5/G5sJ+eydJ0YoDuf6KeoU//ywB3H3JrLwfh3xAqs9/RBmfjVoj+Ln4/XmARrsJzvp7UF7z8F1dDVlOBUIuJFbuHGiyQTSoEgiLEYAD+774Cd1ExBIcLlhXLEMjJgZhT0IuRZWoGd3gnxHf/DHS0AQTb4PcCpTXA0iuAx74YjwnG55gwh5LvitwNIXpH7cH0xZmRUbUAx8uhzJsCZe4kFrX1dZ6BPKsCRed8rUcvy/6X4LO3oHjpbSnT1dWyBx2HX49e5M7JGGxE1pRLWIF7OsuoOlhBuQatc69GCbVDp7OVktCt8d2bWd0Vp/CgbOVLsBxYAlfbJCCYC4BSS5lUYSyzMgdrxgaoC3sjmU3rb+xysIb3LSqqbpwZ4NwAR51iAnJrN0JTLDnS9FzISHQLBH1ytH54LUSGvN99fuRg2aAp3QtDzTrw9J+C6hSpQ/QHA9Js+qqV8bdj65XgcjQQVXJwhXrIb1gEWXkxgkYT+Ows8GqJKzRoscJ2wAJTvRycXC45VooItRsBf9ch93n4019NjcAjtwD7N59dx5/ySF2/yFemGWB07ydGQ8NBri+Bv7OhRxeirio7/172/y2bfg4iWC9f+0DKdPXZmmDa+ceoTST6SWuQVb06ZesN50Sj5mA1z70GIYUGhjO7YWg5MJx7HJW5TR+vhddSjJxZm6AtrkfzpmsR8tIXeveXSDZVaI2KbmNlUeZgTd8IVWFDj/PScWgpnI3UjjvStiOgSUvX8RHUBj2AXeDkbRCDcuirDrAOw4xEt4B53wq4jVMAkZo8+nJAOqCbsA3ZU3eAMLHUhbUgLBxL3d8HpNoUuVNQuODWqIuIoQDcbfvhMu1D7uMPQTV3FhCgLl5K5QGy0iJwwsAUfcdhM0yHOCCHyL8TFLcDePVXwN9+lOCFY3n4cBSqZ2q1Er0jtDo9ggE/NFodbLZOBPwpjqYTrhulu/t1vTL09MVfh3Hb4+ylI3/u51jNViqEYFua198XNc1O0C36qhWpWGrY5xhxBysEHs2Lb4am7Qi07SegdMRuzR92KwzDAs7mieg4sAy8yoXS5f9CwK2B9cgihPwq+G25EEOUJqRo1kjXEg3DZodpSnKwOLkdIb+SUdVQUbnXmo/23RdDDIxcV4u0vY6us5KiK71CX2hBCJp6FJ/36jBZYnxMG3BrYa+fCVfzZIhBSvN2x63tMFRvhmHSPtjqP4Tt6H/ACfKIKQJFziQULvxSVIOYdv8VXvNJQPRDfdHFqHjjjbiM17LdCrtFA6iScNwpsnViN3BbImSzEWq34tI0M+hst4BWp0NpRQWUSiVcTifajUbY7XZMnFSN0ydPQCaTwZ9qR6u/0XkF9BPOg71+E3O+DDWXwlC1PGVH07Thfoh+anrqFV6uQSjoR96s66EunJGytTz6QghuG4TBSKWTXG3EHSzajMJuHHcpwUj2b9+9Gh5LKUMsV+W1IBSQoeWjy6AvOwFH03QpoiXmddHJjLckaZJ3ZNhlbvDqBmYnRXYbChe8x37bvOGGLoLnUUoThulIOSInOFkHyi7IFLzHOnWWOqcmD5GigN0vF53ImroemqIdMO78I2sL7+kgjPDFzkGEqqgWOVOv6mnDDng60frBw2Fv2so5c1G5vZegeTDdGjZ1wuMzDOQljLUh+r3PDWx6GXg4SSiJeNY4a8eQI0o1WWdz00Dv4ctkAiZUVeHUiegwBnMXLsKJo8dht9FL4fAIpQmJosZvk+pjs6ddlVIS6Latj4dDtnA88mbfCF6pZ12BqRIRHNqnrAQfCiHv+KZUTdszT0odLPPkFQgq1Mg+tQN8wA2hnweacu3HwIQtH3wCgsqBgoXrmLYU2fLas+BqqAXkLsBvoNuzq7twDGxohFXkhBZkTSYU9QYIKqngufPkbNhPrByFNGHkzXOyM8iq2QFdxdERts7YWq599yp42unLsTt6Sy8VQYBrR+7M96Eprgd1EBHJqxjjbZKTq1G26sc9Bug49Doriu8L4imfVI2Jhw7FZaTWXXbYjMrEI1jBAHCyDvjG/LjWiXIHdZUOZJyI6PbJFL1322ZSTQ1OHjsW9X6bMHEiFAoFjh85MoR7MsalnJw1m4hBDyiylDPjGpbaT5VYD78Jx5kPe6YjXK6iJbdBpiRol7EjSTlYXl0BbCW1UFmboTdJDxVCLw/JFMg5vhmmmZcg+/QO6EzRb4KxY6KhaxoMCJAJveCF1GXYtu0KBN3dNwuRQWcqpKNZmuMbUbzsZciUHjbEtPNieDumddVBDf18hj6DF4qcg8ifsx68PAq699AXGfMzNK2/DmKQorbEZuABJ+sE4Ie+8gAM1XsljCnjwZhcftTdVHzetyFT9QL2tmz+BYLd5LCCEpxSQNXevZBXxPe2azvjRds+H0Qtpe0TFEsLcENX0woVBlPHw6BI7eRY9nemhqOmKcF9ZIYPYoH0gZ7ILyxCbn4ejh48GFXfG2/9Al585q8IdeG3pfxoiRKKIoshP4NYyV/w+ZRGlhxntsJ65N/S54gXWDoyHbkGY9k1KQeLSFLNNaugaTsKfXt8iKuxFDnbft/60ZXgBQ/8tiKIIfpyzjhY0e8BP2SqepQsfxmtH16NgFsNhPp2oo303UN1V1QfwAF8CJzcBFWWCXlzovDTjbR6abqe9dhcOOpnAiIPVeEZ6MoPs9R5tzibdsF28l2EAh6Iga76C55AZXudVvoyJ9qc7KlXQqai6C/A6q7a+7ytK5WYePQY5MX04hKf+J1BnH7XCjEr/mt6Zt7wd+ChzwDdDzPqfmN8hF1OVMq77eLbU+RRPHtgSeCoXVEhQQUkXH8y0g7haKcK++636++jBCehNxhgtw0Ocrzm0kux+f318HrC65iGcuf0vZZecrQVS+Co3wxOrkHB/FuhMKSuLtZjOQHz3ucY4LAyuxIFC76QKtVHdJ6kHCzSkIrV+QFvYSOq+5hdTAxx8HYWoH0nsX/TFwdxlxGAZTsQJOLiTD3WgMPlCdGfgCl1EkwCc0pHQ/zglQ3QTzgIMSjA58iCp70Sgs6M/NkbIaido6HUmFnTYy4Jc6oiKe44sw3Ww68PgoTOQVU0GwptARwtuxFym8Om4dRqVO78GIrJifEXHn2tHTAQoXyCtX0fvAI8fAvgkVgnokt35CpSBKubo1BiCxge6X6JGzg/Oa5ikDplI0kkZ2qkHSzSazTWjLHuCDvPKpUalZMm4cjBwTvvNVotqBje1NbLgpGye4r4QWffBJkqB6aP/4SQzw518VzkzbouZUsQ9EPLBw+z9GPpiu+nbN6RnihpB2ukFR1P6xFhse3UbImfECKCLkp1qMCrLAj59EAoiVbx8WSgqHuhB8MoR/r4RpQsfwkyhRdeawFMuy5lkYrSFf/IpAdTcA/aTm2A/fTGsBosXq4GwS+IjKoIUBVMRcBpRsDdIUW3KF3RTatDryfZ2aj4YAuUNTVxaRRyuRBoM8JywgubxSCl+PJKAaEvlMQgU/k8wM2VQKcxrvVGZxB9bugnWp1X90sd/T6edNhoOTvd1uvvpCajT1+HM5nrR/4kFUolfN5ojnC4PitWr8Gm995NuZKE8F6w8Cugz2Xb1t9In1VOllI6HUJhp8983pwbGbPDWJWMgzUKJ0cRrNYPr0HQY2DkxmKw+8uPwvaElUVUMBkZOQtQ1Im45rq/cCP/STVDWVM+gq5cqjts3vRphLzFkKmaWfoyI0OzgHH77+G3NwM8DzHgg9xQBk3JPAjqXAiqbMjU2eApnQWgaf19fZywcMiD7DvuQP7dPwSvi47yLIoiAxgVXQ4433sfnU8+Ae+ePYA2G5ixFLj9D4A+DyDnyRCjLuupO4FXHgMY/2CqZYgP/kTAOmOO5bt8r3Qsxk9Et0RtGiXi2HPUXfdfpG7HFHY/ygQBM2bOQt2e+PD2Zs+fjxNHj8LpiBVZTeyeZTWQy7/HUvnGj37NHCFOUCG39tohF7rTXC1bHoO2dC6yqtcmplgajs44WKN4KJYD58FtrIEYKAK4TnAyG8QA8Rd6utrYCXNplCM2o2ifkViak7VAW7EPvOBntUFuUxl4uReCxg4OHESReOU4BL1qqAqaWd1QtzSuu4VRHnGCmaULCxe/BYV++FqjR8Ieo7WGy3gQnUfehLZ0AZS51VDmTGSqEGly0O9kDla3OFt2w3ZyPYIuU6+6BIjYTbosl6P4hRdguPKqQbfjq6+H8Y474Pr3mwPHXfplYMZ5wPb/gPvCLyAWV0aey+8DrtQARE49bJKoQ9CtSPeLG/1/OjpFqTaYBCYbnWYnhh17IqHRU6mJaRwnbVBPmjG6foJcjpLSMpypP52QColEvOKfmGPI7URnZdz2RA83J31uCxYMnTLK1bofmuKZ8auTxiMzDtYoH47jzFR0Hl/EgDM5oRW83MqQwUM+eqDQlzbVgxBmUKYuK9VHRc5V7qz3oS44A+rsJE5B26la2E7MY86WTGtB0eK3wMsG1qz47Dkw7bgMYoiQjgVwghOa4pMIeqll+UPIFFLHY0biswA5UpxsYErOXr8ZncfeBsfxELQFUBXWwlG/CSJxAUYUajzgUPT7p2D4DKUXBv/c+E6fxpll5yFo6uOs9Z83rxyYtRyYvgSYMAMomwwY8gG5EvjTncDrv42O2xXf9uMcNdqF3nGqOZrDwpyk4aplS9UGB4+MkXNEkVadTo+Kqkrs27Ur4YVzCwrg83jg9/nh9abmO4mXa1G66ofw2Zth2vGHXkobjkfp+feAlxEMS3Ji3vs86xYUNIQPOfYl42ClwRn6bLkwbrtccqR4M/LnrYPl8PkIzVZ11buOAbR3RQhY4gP+WABY48mZ04edvmBo7Mg7j93OlaDphKNhBjzmMgYXoKuQIlRuYzmsRxci6NGjfM2zA+4Se/00dJ5Y3NWUQI4wheEp1ZgP8G0oXPIGFFp7GtxdY1OFoNfOMG/Yl/jOP8XExQrbJScDp1SCUyuhufBiFP7qMQi5kdN8YiAA37FjaFh8DsSItS19ogrkACrVACG3E/5VURXQenKYo1dDOb9kI19DWTN9ruV5GWQyHn4/QeSMtrMVoQtxEFNRgbqGitRbW1FWMQFNZ3q5AJOx8IxZs2AyGuFyOOF0Di1lKNcVo2jp7fB1NrIid3BSSp8TFMw50pUnwmjQuxuPtR6+zgYYKlOHCJ+MrVJ5TcbBSqU1hzAX1WWZdl0IX2cReJkXslU2+JeUSm/JY0JEgNI0DTagTgE0KYFmDRCIlOL0gxOaIVO5EHAYQKjAYmDk6s5YWrD8ALzmMgQ8OogBevhqWARRU3wYOdO39Vjc79JDrul1lIJ+Ae27LoTfkQuEqOOzb8cZpWHIWWyGrmoPsmv2jYmTSzclnU07YTu9ESGvHYI6hxWzR+9wi6E9L4Ph1ltR/LvfRR0YMHeg41e/RMdDD0n3cHeqkV0RK61EKeSRTL+d3U5TvPcqpdQIbHNa7Uwc2l8Ht0sCKR4rQhyDTkfqX9Cqp0yFy+lAS1NT0qZQ5tWgYP7n4bWehunjv7B5SlfcBdvpzXC37kHJ8u8lPfd4uzDjYKXRiXZUnQNXdhXQJEAZaIBnyiQga7TgCJI0DKVuvG7A4wNkQcDBAY0CcEoONKmBTidQ4Ua+4R2oclvZIs0br0PIV9EVzUpy3Xgv41sgUzoR8hoghqh7k8LZfoBzguOJ8saL0pUvRZ3NZ8uGefdaBH10bSSnkCJzZsjUDpQsy3ATxnss3eNsDR/Bfvx/vWmHRCfoP14uR42lA5wictoiaHPCs3M7mi65KPZKDD+KoiHdqR1K2ckGTQ9S8S+lPwcHHo29dMIjRhg+IGH9hvECncEAlUrFOPpUajW+fNvtePyRh4cPdDPFeyHnMCc3Nwxiged5hLq6aIe63Kx581C3O3KhPK09KGE0JyCr5iLoK5fBaznJMOgUWRWD8oMOVd+xfH3GwUqj03PnlMNScz5ETS5AqNQEXKjPB7o6p9JI1fhVoYcL/fi87Ed22AxUCyjZ2+t8SPVMlwKcCDFAJMAJ4hDFqw1PoJahrshTd1qS0nqdLJqmzG1E9tSd4Pug7tPUPlsOFAapeJ1Iu1u3fBIQpRo5nsioWX0zRT6oa41SEVYosk2Q6zrComHxqnk2j3O3H0PHwZcg+j09xbPJ2oMio3n33Yuc22+TUKfph+fB0Z9d4jt+Eg1LliJkH7w5geFEEao0c7D6CDlY5MyERb36adzjmCW7k2SvS1WxdrLrj8511G1HkB59HZLLPnENGhsacOzwEbicqY8MpXKnhGGl0WhQM306Vq65EK/8/QXk5uVh59aPEAj0u/+SWHjKtOmoP32KRWd5jh4zQZSWV0ChVDAKnsHW6E4P0rIe8zG07/4bSwuSw5WRgRbIOFhpdle0zL0GwbyJgMMEThQhZpPDMfaFs7VCbTwBTdsh8KEAfLp8CB47VHYJCE8M8WBdla3zWLou5cK1sOegOFkNLPEC7xuAMwSJQQ4RpXj84PgOCYahD6ego7GaURpl1exhKlERvLutGnK9mTlQgsYGV8tEuM2VQEAGTvBBDFBaV4bsqVugm9DbdZjyPY3jCZ3NuySqDDqhblT3RPcrE1D2xpvg9XrpR6MBhK76QL8fohgC1WC1fvaz8O7uV0BMCPKErTWi6b9EN5gZH8kCg0VhFixejAP76uBxp3/KUCbIQT8+jwu8TMCFl12KrZs3w9oxtE5liobNnDOXZb/N7e1oapDquwqLi2FslbIKEaVfEbvbdBiWuhegzJ2M/LnJEZ2HQgHwYxjnKtYnMONgxbLQCP/ek1UK89TVEKn7SVsAyOIpGB9hJRNZjsI7tlYYGndB33IYHZPOhYvoSAQVyreHF4/bT9ei8xiROEsUKKmTVnACD5HLA75rBHTZgN0KPKkBrN18dk5oS3ez2il320QYJtVJDlX9dBgqD8HbkY+gTw1N0ZkBalH9XNtHV0CEDNqSE7CdmAtOFkTe7PVQ5Tenbhtn4UwSP+GBgZGjmLYYBH2cvtA5qhnkwWdlIdTePnA2jhysVPNKJls/lex1gzwrBXXyjmtM24/sgNy8fFav5PP5IFcoUFZegVMnolO4FRaXwNjaS9E0stomv5qgUOPTN96AF/765+QniXJlUXExbDZb1Fo1SnUTobOmaFbPDPS57Dj4CntRKVz0Vch1iQFkB7x2WPY+h8Jzvpby/aTLhBkHK11OoksPV14VOqZcAFFPhLjjQOytDEeKC3oh8jJwCi1EpQGcxwal6Rjkzl6ak4DTAHddJXCoQEq5pQQDrBXgNIBoAC4xAYuVgNYAOK3g3nNC3NwbIeRkjZBprCA9smt2sdgW4WNpS0+gcd1nUbjkdSj0RFAcLmKQh7N5Mot8+Z16BFwGdBxaisJz3oKgGh4usHFwZ8S9heYNP0XIP94oiIgTUBY1tUho2Qy6gj4vfsLFG0JqqA/SPaU6Ce4iq+YSeM1H4Grbj6DbEvdZsIH9+CETuzj1o2vnzMWBvVKEOTsnB16vd9Ci9uopU9Da3DIsReSp3p1SpWIpbYJr8Ho8qJhQiTMN9aleBgRKerCuLnL9FS9AlVczIErlaquD5eArQCgERVYZChd+OSG9Oo68hZyplyV0zVgbnHGw0uzEjNMvhi+rCDBQh9o4Eopk9ed4owcH8Z8RNQkJ/RHwglvvhPiBCuBC4Hh60Gi7EO4TgXOgwiiiLiE8FQWgCADfNgG5XXalurAWM/DrvuS+AfCq0xADQleaT4Rh0h747LnwduaDF4IoOW/wwnXaSp8Sn3F0gKO3FY/lpET8GneqcJCIT0y08n77jFY/lWxdFScwjB9N2ULYjv5HIl6m3HUfHkDCGTJMWg3dhKWwHn4TjsZtQy+S52TgVbnImXoJ1AXTezYhKwO8AAAgAElEQVTZefwd2E+tj/9wqcuS0qZUj5YGQvVW02fOxH5C4Y9TyCE7fuQwc1jSXSZPnYbmxjNwOZ2onjoNHpcTTWcGRtGHug+q8bKYwzk9u+ckp7zsgnsHLOFq2QPLgZdYitBna0LJsu/0MC0Mpk/btidQtPjrQ1V5TFyfcbDS7JjaZl8Jf94kQC5RgoxrCfohmKnYUmROlsgLCMrkyDqzG/LDFrTvpM4uDqqS4/C1VyLknxBnVItAKKlOgaKAXU7ZpUbgHJUUveoWcxvwdC5gomiZB+DbAZH+Lv0/1VfpKg7BenQ+EJKDU7hRuOAdyHUDo1jj+pzSYHON7949gvVQfRy0/rANzEFLjpCZk2ugr1wOw8RVzKJEC+JuOwDLodeAYNfDnhdQfO4dDJ6CpHXLowh4OiXOxSSFCHN1E85jP7wQDvtCiPi2E+8MPnO3U9qP8zFJdVJ6mVqjRXFJyaApwf4Lzp43H/v619ylVKuhTabR6lBSXoYTR44MbaI4ry6fMIE5V+TE9RdKDRYs+BIUhoHd7BT9DPld0JbOR8jvBq/QhTWQ9J8r6PegZcN9yJlxLbRlC+LUbmwPyzhYaXZ+zQuuQyinQnqzHefCWRtRtOcVCD4XbKWz4JgwHyFBBbmtFYX7Xmd+l8+aA0VWJzzmUljqVkMMxojsKTsAvQ/QaQBdANCHgOwgMDMIFPa71usANjvAvReEXGMBJ/fAaymVSLg5NSBqAN7KgCSjpQfH+RGlxfa8HSdh2vlUysEi6eFB3IZBnxsIdSPDx1PvROk9gmxI0OnhBBQt+TqoE4sk4DKD3uYJpb47BcrxSoikC4sUBYfsVHKCmjl0+qoVYWdp3PEH+KyUahoEgDOMwoUuH4wsenRuFYpgCYKQUDRq9tx52Bcnn99I74qXyTCtthYH9w0/ht60mTPh8/ogE2Q4dujQwK1yMnbfZE2+MKIZLPtfgrfjVEzcK2frXnTUvYji8+8FL4rgz4bgQZfFMg7WSH+CYqzXuPizUnpwvOeZXFbA0Q6VvRVKtxX2CQsQ6k6L+lxQth5CweF1aP3waoR8SuTM/ACdRxch4KwCECG6lxUAbjYDBkpfUNRKokyBWilhFdGHun+K0ucG125C7vubIVM50Xl8AbyWIuZYER6WGBShzG2Ftuwo1IUN4PiRBJRMsxtzFNUh4NGOw68nVugeDw4Ur0Dx0tvgd7SCiulVeVPhMR+R1ol5fTyOWD+j8QLKV/9kgCUb132/99+oRkqdB92Ec2E9/Fpie+43MzmQWdUXslRjXzHt+gu85hNdVFyRDrb/3vrgfrHho4eKLpMRLAaHrOxsENq5ITsbBxJID5L21GVYM20aGk6dYlAOfp8vJfAHiX5EdHo9fF4v04e6BPPy81hHXyqgGAbThah3tHod2loGL/TvC8kQab7u2kiKXJWuvDviku17nmFwDsVLvwWB4IfOMsk4WGl04EG5Cq3zroWYXZ5GWg2TKk4L4Hcj/+DbME9fC5Gidt1ev8OErOOboTMeRdu2y+F3VACcCwhSei8CAXauHfiyE8gl0uw4yLF9LnAuCwSPDblH18O1fzLsDbVAMA8yVRvkeqPkVBU0DtPmM9MmYgHbqQ2wHX87kUvCx7JoMDegoJwX1MiddR1U+VPZeFfbIVj2vzhIZKq/4xG/k8XxcuTUXgtN8ewB+7AcfBWe9iMsfZc97UqocqvZmKDPCeP23yHotSXlaAnaQhSf+62w9WynNsHRsJmldqJCUAxWp0a/Yz7W6NVgFRQWwWSU4F2GKiVl5SgoLIDVamUOFxWVj0RtliDIQfQ1lKqsqKqC3mAYkagV2YsaAdxu9+D75GQoXfWjASnlbnvT/dO86cHe+5IXUHb+PfA7jQg4zewz1b7veYg+B4qWfHOoxzRmr884WGl0dD5tHkwzL4WYNT6wrwY1LVWDdzajsO5NmGZdHu5UdjYh6/QOKO0mWDcsha9zcr+oVTdQoAhOb4f4BQBlsW3GuW0QfXaoLWdgaNwDudvKVHQ2VcN6eCXAh5A1mXCwRqb2IY1uvVFRxd22n4F3yhR68Eqd9KecsMnChRV6n/kwCR3JGRChKZ0PVf4U2E68B+I4FAO9GEjK/GkomHcLm9vb2QBXyz64mndERpKPGdXqqyJFUIWegvBIzk7f0QG3FYKawGsHivXIW3A270yMj5Gm4eUMZbtg3ud6iLTtpzeh88S7gwOjxmoEYHagKNboRLJioo0ncad0XzJ1Ri1OHD2KAPFNDrMYsrJh65S+g0ZaBnMkGSTD9E9EfBno1tPTfpRFffs2nlBzBtUVgkB5fTYUL7sz6j090vsdrfUyDtZoWT7Cuu6cCeioWYnQOAEXHdS0oSC4zibkH1qH9tqLe51K+neHUUrreZ0Q/mCD30oRBkoLUoquFarl9RCz5AhlqSDmKRDUqSQHjb74o4nfDUXbEeQffpcBnfaX1i3XQNCbkT97YxrdEeNTlVDQB/Puv7HUHGHoMCHQT/p7iNDx1eAVWlCESdDks1qhgDtyh1O3hRjSOp1rv8hKdu2noCud32PIxnd/GD6GF6CfcB5DoyZxtdaxgt62rb9Jkq4nUlRLhsLF/xexUDjeEx5KHVr52gfDlmGF8y7TIEt3pwQHGRIxkjUyyPHkHKhUanRahwa4GW1302fNwqE6CQdvOIXwuFwOBxzDwDkYS+/KSZNQf/JkhGE8dJXnIntKdPgEoshxmw7C0bAl8jKcHEVLb4NcO3L8srH2O1q/zzhYo2X5COvai6ejc8oqQNUNfplGyqValYAX8vaTMJzZhY6aVQOdSuLd6mwG/7CIkJ/Sh/Qg9gCzO8BdwUFU6aSaKooSsJ/B6XWooL5g/3+gcCWI+ZPqfZ/l8/mcJhi3PREGSzBUk9AbNyFJe631cDbtQMjvgUypY6kJrqtZhAijfZ1nWArDfmpDmJNFlDq5tZ+GunBGjyrNm36OkLdftyhzKih6k0B0gxegK1+M7KmXD3Wb7PqWLY8i2Nc5YjpRF27k+kBlTjUKFn4xbO2gz4G2rb9FyOeMnOpLKFIXaVvxp057ro4YNYvssOXk5UGr16Px9OmU2LT/JGXUVWdqh3uY0N4FQYGikmI0nZEQ1EdKiPy6tKICZ06fhpw4Bzk1gn63FBntgh0xVK9hECHRxEUF64degxgS+zSGdI1mZyiCV+rZC4WgTDVg9EhZKnXrZBys1NlyyDPZSmbCRg6Wkjjtxrn4XFA37oXS1gJrzUpAS3hVfYRSEA1G4Pe5kMkaEfTLIct2IXSFAuLUIiBCKimqxQJeBgdRvPe1cW7U9N+er7MRpl1PJ57uirY1ToCuaiWyJ6/pGeGzt0GhD0eVbv3wMQiqbOTPvxVhReU9zwY5iggeQSWl6Xy2ZnQeXwevOQbVUQxnRKbKidllleipUSrTvOc5hHxdqfIe+ATqfiUHsLc+Smqz/yIUhvAUOoGYOhq3wn56c+88URVJwmGKuanuOROZW4qsVVRW4Uz98DhX3WrXzp2LowcOsExoiKKrIYqwiiCaGZVaw4ijPZ7EQIQp8kZzENDpSETI+h/BpClTcObUKeQVFKK1uQkU2aTPo+XAy1BkT0DO9KtZR2s0oQhz64e/koBp+0WKCRhXXTwHWZMvgkxBuIUZIQtkHKw0ug/OqgiW1wHDsY0ICUo4qhYDKn3vSdC3mrUd+KcMfEMnClb/D7aJc+HOqQCn1ENUJxjhC/ggmE+geO/raXTaZ68qjeuo4yhVHZk8sqZcMijZLEVsWjY+CMPktQyywGdrgXHH7wYUjvOqbKhyJkGZW82wfbrFvP9luFv39D5UyKEhIXR1QUN4C4MeZvGKuyEM8tJE+lHaxWM+yuqmsiaugixGFLtl088R7B9h69GC6r8IJV5KhdPDr+yC+wboKNnl511nQdRBRFhO0blEnJ5oW48jzZjkR+CSq67Gf18fnZclcrAISqFy4kQolCocP3yIdQG6XZHvAZVazSh8JlZPhlqtYoTTQ+USjNdsCqWSdSmWlJWxzkSXwwmn0wFquCiZfyP4nGnSbRwK9ER6Y83dvPGnCPnckGny2EuSGPJDDPjAK7UoXfGDWJefdb/POFhpdOTO/GoWzRk3NDkxbMtbTiNEYWUq6ifuxW6hFE9HA+TvGoFlKngNxRCpxVeRBAm03w24KNUTBO/3onTXP9PoxM9OVegtOOAcehcY1V2R00Q1VIOJi0hp9/0dOdOvhLZUAjikDr32j59mtV1isB+eFS+gcOFXoMjq7eYlzB9XSz9C6FjHx4rcOegnrkJW9QU9o6kDi9DpyaHyth+VOvp4WU9Ujx6AyrwaULpGoY+M+xa7jqpveo2HPLsCRYu+Gqaxu/0Iq4XrKVbvBlHtFwUbuM3hc56imZRIjzUaNS68/Ar864XnY1l+RH8/ZfoMcDyHIwcOQKvPQijgh0KlxITKKrhcLpw4OvJNM4TMvvqSy1hd4ztv/Rs2a28xvSp/GvK7GjsSNVTbtifhtzVCps5G3uybwfEyEDG7ofoC8DJFotON+/EZByuNjpgiNBHrkdJIx5SqEok+p3sBosxxWSBSZ1Ui6UC6nt7cCWcr6IPS1gZ90x5wVDztc0NOdScZGVULNL1/T5IF5H3U5gUULf5GXASzVCBu3v9PZE+5Apqi2rC9EwQEUcWEOVm8nCFSZ025DLryc9j4zuNvS7VbfYXVrVA6LkY3HaPHyWdv+9S8EfRYWMSA1b4MIgQSSrQ62VOvgN/RAp+1Ab7OBgRc7WBF/cwxJG4mqn0hPfqn3bqcLHKYOA66iqXInnJpz4p+RxuM25+E2Iemp7sWRxoUIZLF9tyNZB8PSGm0DXY7gLHBSym1tuz8C3Bw3160NDWN6r0ba/FptTNhbjfB1Db0F4hYa5VVVESkzcnNz0cwGERnRwc0OgPr1HV3obRTNLNg4ZcHpIxjrdX9e7+9DfaGLXAb66DMrkraUYt3vbE+LuNgpdEJegzFME9bC/Fs6CIcLrsHA4CjjQonILitKN7/7+FaKTNvEhYgSo3mTQ/0S88lFhGRG8rj5jKjWirTx3+GGHAypyQSp1rQ0wnTx0+BCuHDakt4BUOdJuoa++mN/Tj7yDHo4xzwCokmhNXrSI4UOVHaskXsLV8ED2fjhxAD3Yjx8RuPHC3Sa0CkLf4pJHdJUDNUbl3FEvb/lBoiZzcqHlaC80cf3uWoJUgSTSm40vJy6HRa7N+7N2XajIeJbrj187j8mmvx4I9+EMbDmJOTi85OKwNQHSC8nEVwc6ZflbQJnM270XH4DYnaiZOhfM1Pk57rbLgw42Cl0Sl7Nbkw116MUA5x7mUkGQtwdiNUxmPQN+2FwmNLZorMNcNoAerkM338dHjUJIH1yEnKm30jw7XqFsaDFiXKScXcTevvlZwImRIF8z8PZXbkz5ftxLsgnCjmIPFyRqNDheSqgulQF81G55F/91Da9CzO0oAAJ1eiaPE3e+Am2rY8AmXeVIR8DpaGJL0ZHU4EiJAEth95aCzcqq6rSAeKUBUu+grk2gL2r43v35t8R2civIws7UgrRq+90xkMKCktQ2P9aeizsphztWfnziGbZ7xN8JNHH0NB+VRsrbNgUrYJ93znDlY8r9FoWH2Yw96NExi+86yaS6GvWj4kc/TlBKX7qWDRV6KmsYe00Di5OONgpdlBts75BAL5E4FMPjv+kwl2tc3Tw87WgvJtz8R/bWbkiFrA2bIb1oOvSk4Mk8QKqqk+qWz1/exKicvvSWjLz0F2TWS+NBrXU6/EC6wQN5ozRmMJB4u6qghVvWT590BkyJ72wwzywXLodbgat4bZi+MVbP1Q0IucaVexaJXLeAAd+19K2olM7kBiRwEFfRlyaz8Z9kB0Gw/Csv8fSUfHOEEDkaIZUWAi4t0L8Qlm5eTAbBoMnyve2cbvuGdffxOH6j145s3j+M1dS3Hn17/KKG8+95WvoaOzA8/+8anwKCwnQJlXjfy5twxKxByvxcJI1zkZgx/pjojGO8fZNC7jYKXZabtyK2GZuhrQF6aZZmmqTsAH2NsAmdTZpTbXI+9Yv1qZNFX9bFSr8/g7/VJtiVlBUzIPuTM/zS5ytdXBUvcii2ipC8Nrq/rO2nH4TTjPfAiCLCA6j1hCFCCEEaXMncQiXn27rBrf+9GAKFR/KAbLwdfgNu6DSA0WIyUR02+9he6DUfW0fvRrBJztUldkMtKFodRbCxZlElbbRo6gyCIuUseiJMQt6Pf74eqqFUpGjfF6zQ2fuxX5hYW4+Mqr8IeXDmHXQSMuW1GFuVUhNJw+jWWrVmHfUTOeePEAAh472j58JMxhVmRXorBfg0OyturvYBkmXwTDEKNiyeoyFq7LOFhpeErNC69HiJDJu0AS01DF9FCJ6gz8bggd9QgYisE7LMy5UtLDIiODWsBy6E1oimsZLMFIist0RAIq9CZOEcLJNcif8xkoc4jwO37xO01o3/03FCz4PAR1bMJZR+M2WA+9BqLRyZv56bCIl9t0CJY6ivh011JJlDjaiqXImXIJU8ptPADbyfdZTVdfKpH4NU5y5IBi9+55pChhf0T37t+6TYdhPfKmhG80FIlIoRNfhFKlUsHjGbzofyiqjdVribrn4Sf/gL3HOvCnl/ZL/QUAHvveUqiUAnYdsuBPLx8I217T+vvCGyg4GQqXfBMKXTg2XKI2EUNBtH7wcA88yHBgvCWqU7qPzzhYaXhCjsIpsFYvA6iDTsi0vkY9IopeuczgAj7WbSjYWlG091WWdMrI4BZoWv8T6CoWs6LnkRbTrj/Daz7WtWx8D2AaTEXaZef/OKXqEtAipQCpjsvvNrOaKXLICIW6+LxvD1ir88T7jCYkYG/u0z0oFbxryhYhd8bVaNv+e/jtTdILUoxOwZRuZpB0K6/MRumKO6Mu1/rBIwPpiIaM6D7Y7gamNKlJgEW2MhJmgXsffgQe5SQ892Yv3MPMmlzsPzbQIW7b9gSoO7RvdJAm41U5KF3+vSFZ1rjzj/B1nGJzUP1V4Tlfi6uLd0iLjvGLMw5Wmh6gefJyeHImQMwqjUkDk6ZbGBm1bC0AEbMKCuQc3wRteyR+rZFRZSyv4mjcAXfbPhQsIObs4ZVkcbC0FeciZ9oVKVMuFPCieT0BcPZ9qHMQdEUoXnp71HU6jr3NUo4EA9Lt+FGHn7p4LvJmXsv+zdG4nXUeDjkqlKrd8gIK5n8havSvdcsvGfzDQEkBv2CYo9b39SfcmZLLFcgvKkRLY2Oqdj0u5tFotXj5nXfx5Xs34PxzyrHmnHwoFHIcb3Lj/a1ncKy+l9KpZcsvWWqaNVT0aX5gDtHir/c0N8RrmICnE4IqC66WPeg4/HpPZExVNBP5s2+Kd5qzdlzGwUrToxc5Hk0LbwByiIcvI1Et4GgH77ZClMlRtvPvGUMlaYFQKABfx2mo8iYnOUP8l4WnMGIUZ/MCOHBQ5k5G3tybo1J5sMgHQRlQsTX7exd5NP3JQNc9LEoVCrjAcQLbJ3UYUoG3x3ysp2ZFejP/KuS64qgb8nacRvuev3U9bGSQ6wqRN+dmCASG20daP/otAg6KdKWHUA0aYRcR8r1cG17jad77AtzG/YNgekm1UzExv4irMWxcV4SSYCtkCmZzqdar+9+pu1Cal8BEswpKEXBZYevsxwOZHiYcNS0+eeNN+NRnbkFnhwW/+fmD0On1WHPJpVh2wQX42k/WI9CnfI5elrQlc9FEHaJ9ujZ1E85LiBOT4E18jjbGTWg/uY5Fd7tFP/H8UYl+j9oBJLlwxsFK0nAjcVnbrMvhL5gMCKqRWG5sruFzAx4rDMc/gKH9xNjcw1mmNRWdBz1Wll6Q60rQcfDlCGjqEtintnwxQ2rvSx0TcHfCZ2tAwNHGCJ4DLpPEGee1MUBN9vDmyC2T/iQeOXqAEy4VFVkT8GIJdRMKSmZ5n60JthPvMUeLugAjYWX1P6L2vc+z1CIVxWRPvQy6CecOOEV7/WZ0Hv0PQAXo5HR0FXVzMpXURdmPz40mYE5IvwLwxG6P2ClX5mjlTGJI9YQB5re3Iuh3IOi190Tloq85mENMgKYMYCsOlaXaNUy9CLjyMQYmLHgsCDnMEHc9C3H7n+OY4+waUl0zBSeOHWWbvuPuH2Hl2rV4d1srXn03/HuPIrOdFGVt2hZ2FvE2edD89Llq3/WXLgOLYZ9P1jAx4xpoSuaeXQeQxG4zDlYSRhupS/zqLBhnXQ4xOxPFimpzQtJ2W1mtS/m2Z0fqaDLrpNACfaECyMEQNAWMM1BdNDNsFXpwWA+/IUWcGAdaEkXRVJBeujAi2CI5G6GAJ666EnKCXK174GzcBmVONbImr41oEcvBVxBwmsAJSlDki5wsSsPS320n35MegJTK4TgWNSPkeFfbAXjNI0+vktCRDrU+6+KfSdyHe18EOpskcOBu+WEjFr5/A3Z+uDkhlc6GwRVVVXj6Hy9h14EWPP738OL2vvu3HnkLzqYdYVAhkTDkotmMwESdZz6K+OuhosGfDefUvceMg5Xmp22uWQV32ezkePjSfG8pUY8ocYjLLehH7tGN0NjSJyWTkv2dJZNQOsLvMiN78oXQlMwZsGt6YDjoC58iVAmDdYZHdQg0NG/2DSmzLKW9rMf+x9KOypyJDKC0W3zkXIGDXJsPe8OH0PeJdNF1VNci1xaBk6sY7Q4hbTN09Vj0O1G170+Xk7Jt9puoTySLIdgnWJx+5zHgFzWRlSuYBtkt/4ReJUO+6wSaNj0I987ID/vh2l06ziuTyfCfLR/iS/e839NNOJieBOjrtRzvHcLJkFVzEfSV4WCjhP1GYLj0uaJOQYIloZqrkL83JRi2Dsej9Px7MtyDcdwkGQcrDiON5pCQTIHmBdcBGfqcyG9T1kbIHGYEdPko356JYI3mvZrs2kQWS9ANFN3h5RqEgj6o8qdCU0yOFgfLvueldFLCjhVpNDBtxauyGSioumBasiqHXddx8DU4m3dIqUkxBF5pQMnyO+MCdnS3H4V5919YNEfQFqJw4RfRvJ6AVBN0WFKyk/gmoRQRPYSHpOONfweOvwdsfyryokRyff6dwOxrwa8yQXb9hfC3n90gpD/+xUMIaqfgb68fiuugGtd9P3wcOUarftyTGqdfkhPmtzdLhOOxpKtonuBSylb9KNbozO/pG6F87YPp+0nOHBGzgLVyERxlcwFNDsDTm2NGeizgNMNw8kMYWqKHyzPWSm8LtBC2TgQMJqoZSSoN2He7nABQOiskdfwxl0upZ4juqRKKRBGqPDkdlLoMeG3QMudwcCGICGp9J8dSri9DwaIvs6iAed+LcLelM/de7DqvWHvH7TuBN78NnNwoDZ12GWRTVyNoOg60HQZ32QNQZuvhefNLgFIGxUO/h29FdDDZmOuN8QF5hYV46PEncc+fpBqsWOLtbIBpJ6G6hyTaJ7ka+XNuhsJQyi6lFLVp5x8iTMNLz5j+LzPkXMkUUOdPRdbkiyAQhFBGYlog42DFNFF6DLBOWARnMfGvcRC1+QClFM5mCQXB2VqhsLci/9C6DPbVGL0X3OZjMO95LswBSulW+tcKcTKUrvwhI3FOByEwUkGd06MK1XY1vTtU5y8FDtBwGWf13cCExUBWBfCreb2rXPwAsODTQMgGhHjgwLPAv3/Z+/vv3Y+SSdVo+erZCw2w7PwL8NVv34W7fv1xzNMhzk/zvr8zGht18RwGtdAtlAZs3vgzBoIrvcR4pZcQ9iJCDpmMfR45QcuivII2n9VEZiRxC2QcrMRtNqpXeHX5cJTUwlM0HaLm7HyL4KjuymtD3pH1UBEOVkbGpAUkqpt/ROymS9mGqJC6DyWLTJ2HkmXfSdn0qZ6IUQmd3pw8bU2qFUrlfJT2+9pGYPcLwKZH2We4R6qWAVc9Cvz6nMgrfvvH4CfWIPSNz6RSozE31/d/8jMoC6bjqX8N3gQRCgbgbquDtrSPEwuA0vGdx/6LUEiEvmIxPKZD8DuN0meQk0FTuhDu1j0s/Zs9/WpoS8KvH3MGG2WFMw7WKB9Asssbay+Br3BqeCSLCk1Zm/o4lYAXnMMEbeshZDfEfosbp1ZIq235PTbIVYaEdaK3a4/56NBTgAmvDBDFh6pwJjiEWK0XQRYQPEMi4rWegcJQwqAfUimN7/4YEHs5+lI5d+rmSjJCNu1y4PKHgGeuBYwHw9U5/04ollwH34PzI6v5jTuRveICWD99Ueq2MUZneuntdfjdS8fCAEb7b6V9z3PwO1pQsuy7Pb/ytB9B++5nJRQTnkigJ8Nvb0HQa4MqfzqCbjMjNbef2Qa5JheqvChNCGPUbqOhdsbBGg2rp2jNpvnXQ1QaAG8Q4EUgKAJKOaA19JAfp2ipUZ+GHCvBYUTe4fch+Jyjrk9GAckCTRsfQPaUS+J+06V6JUKbZkjTcRetJ/lAj3ZIfTjziH6H6rwEXSHUBTOgK18chrnVfwqqs7LsfwmUgiEsL0XORAatQJ2JhNs1FCGw12Yikx6vcvcZ4FfzAWfkYnXus/+CmJ8PPHp+GEAmSiuAH/0CUxYsRMuaRbDbzm4Q0tLycjzxzHP45oOJdVZ6rQ1o//gpyPUl8HU2QKYugKZsIaN9ypt9PYMo6dsBO15vw5HcV8bBGklrp3gtp6kKHdxKwKEFHAJAEfepXmCVF1DJAL0B6AJTjLp0d3v1EB8OKd5a+HReB9RN+5B3fNOwLpOZPDkLhAI+8HFyZhIJsu3EuvgW6kP1Ed8FQx/FK/QoXvadiC3oBMRJXG8hb/gDXuqq80OVPw25/cihE9HIuPMp+K0nu/j4KDLWB547kYnCxqbYOU1Wj0Wfl7oCH5oafQaZErhtG7D1e8BH7/SO+/K3IPvCN5Dz3S+jfdN7yWowbq771M2fQeWkiZi9aDl+8JudCe2LolXEO0n3K1E75dZem3D0NqEFz/LBGQdrjN8AzRuuR8hfDlMl7hkAACAASURBVIDACpslJOVQFlATAs53AbkcYMiSukkoz+4PAJ6AFPGifxNEcEE5xNz8tLUEZ21E4b43IPf0qdlIW20zig1mAfPe57soWdLUTrwAdcF05M2+cYCCHvNxmPc9P3hak5czPCxytggTS64tCJuHOgdtpzeyMRQtIwn6HAi4LTBtf7LfmpS2DPajlYkHJT1NbFtzIXDu1wEqZSAYgFdvA+o/iK7czf8EFs0Bbp8eHsGaNR/8755HaDn9e0b++b93IFcooVapcP/vd6ChxR63Uai+r/P42+y7v2z1/SlPccetyFkyMONgjfGDtjdMQ+fRFYCYC07WhLx5/4O7bRL7CfkqgSI3sNgOEFuHiQfsMsAudP3IAacAzDEDl4WAnPCHQVqYxu+FwnQMhfv/nRbqZJQYmgXiI3oe5aiLjEA//dCWLYJuwtIe3j636TAs+1+Uuq5iCKFdd1P2kKOlKZ7LyJ/JkaKUJEOs1xWxGhgCImXUOQNEovoZQD1DKU6SuChpaOAo2HPezcC5/ychtR96CzDHQWN12S8AtQF4+WsDTXHfo1CsXIvQXf+HwNYMwvtXbv8WLrn6anzjgQ9j3Yphvw+4rTDt/jNUOdUR2QwSmiwzOKYFMg5WTBOl/4DGdZ8FUAJOaEXOjA3QFNWjffdqeNqJakQd3wYWmIGLRCAnRZGs/gX3RGkTJCyiri97orchxGsqXIcI0VASWc9QAHxHI0o/fjG+fWRGpbUFiIBWDA7moHRxCfYhqR3NDVEbu6DKhqF6LYtegXC1+mBqxa1b0unOWM5RrN9LGhJNyuB2j3snXRMSSfMg0bTbdgD//QFwLM50cPki4LqngV/Ojq7IqguBe34JrdsB56VLMa22FscOH0YwSFG+s0fu/ukDWLFmDRqbLbjnyd0Jb9zRsgedR95C2aq7E742c0FiFsg4WInZKy1HdxxeDOeZBQy12lCzAYaq/XAbK2A5cAHEQBTHJdJOFpuBC0Sgb7qQFSITMWscXVZ+D+B3g/M5wYVCCKn0gFIHyOTMkYLLAi7oh9xpBu9zQZSpEJLLoWs5hI7JywBNLhDwS2P1vdE0ztqEwro3IHef3cWtaXnzJaAU1Wq1bnkEIV+0lEZ6OVcJbK3P0PgcnrjmJqeMEN0Hc2QG4wQkkumuyJiqaA4EhQautn0I+aJQoMSlFID5NwFTLgaadgEnNwBNfR7yxB857wZg7g3AzyfFNyN1Yn7/FPCzODlXl68Gt/0DaOQKOB12TJ85E4f2749vrXEw6g8vvIiKykr4fD78+vkDg3YTRtquKIZYnR8fz3f6OLDXaG4h42CNpvVTtDYFi4xbr4LfMRGcrB3y7GbkzvwArRuvA0DIvQl0N53bDqwEYNABdjvgDQAyDigoHlRbzm2D0ngESlsLlLZW8H4PXPmT4CyahpBcBVGhlfgUHUaUb39+wFxebR46Jy6BquMMZF4H+3soZ4I0ztUBw8ktMDSfPV+iKbo10mqaRuqQ69s5SEXNLKopDoEKJ622mNp0XEKEypGcUx6cTA79xPNhmEgfaqDzxDrYT20cGvbYhfcB0y8HiPczdyKg0AGudkCulQ6j/iPgvZ8AllPxHc43twLvPQAcfCP2eEM2YLOGjVOrNaieOgX79xB+U/JS/rNfoX3hefBrdcg7fQLGmy9PfrJhvlKj1eKVd9/H8/85ivVbG4d5tcz0yVog42Ala7k0vM64/VL4bBPAyWxQ5jZBYbDAduJcQOxFio5L7UlW4CI3sE4HHNcDK9uB8wVAGxnYlIA/laZjyD8SucPHr9LDnVsFR9FUyAJeFNW9GVMNT1YJ2mdcAugLgYAPguU0ive8EvO6zIDRsUDA54BAD1oqTw54GCI0Tw51VxF365bHIAb68J2xlFlIQo+m5otxIwlGsPpGqSj9KA6lc7Av72IXGTPZV1ChvA93XOO7Pxy6zW/6B9BaB7z3U4BengqmA0R3ZDmZ2Ele+ydApwP+Gif59nW3Av/4y4A1BLkCarUaObk5aDh9OjEdFp4L+UO/g7+5EXj2j4CpDcrLrkGwchIMd34VFrM5sflGYLQgCPjHf9/Gr144jFONmeafETB5UktkHKykzJa+Fxl3XAxf5wRoig4jd9YmtO9ZA6+5BiJ1Fg5FvtUKFOUPwNfiba3QtB5G9umtcc0eksnBB2MDKbpzKmCZekFvbVZnE0o+/idz0DKSPhagtF/z+ntQvPz7EFQGeKwNsOz7O0pX3MmUtB75Nxxntg3RcUif/cbWJEEHq3tChjg/RALliMpJTlfOjE9CWyqBeDoaPoL12H/DEO5j7yvCiETrrLqnKJ4llQFMvgBY9kXgkYXxL0+RdLKTzw/YB5YMUDRr6sxaHDt0CHn5BcgrKEBuXh4O7NuH1uYm3P2zB3HqxHHs370b+/ftRej5t4CiUuCHtwNb1ofpoXjmDah+dDsmFxdi17Zt8es4zCO1Oh2+9M3bsXDpMtz12/ijdrbTm+G3NTHMq4yMjAUyDtbI2HlEViHnKujRIOgpBSezI3fWe1AXNMJctxIe43SIoSFQ61Q4gZucQF5h714oHWhtRsHhOAtZE7CCrWQmbNXLAY3kGHJ2I7KPb4bWdCyBWTJDh9sCFK0K+ZwQNHlhS7nbj8K8e2CkYbj1GXT+pAvNE9E6CQeL9BLUrCamP8ZWIisPvncepeff04PvZT7wMtyt+4HQEF9Y7joB/HYx4GyPT9XLHgJmXSOlhf0m4Jfnxndd/1FFJVLZwv7dgEoNeNw9I1RqDUKhIIKBACuA19dMg/2vr+OP9btxsK4OldWT0VlVjXvVhZA9/VsE//xEZB0KigC7DXqlEldccw1e+Mufk9M1xVf96cV/wi1m4YkX98Hpii/iGaKaWJ89jJMwxWplpotggYyDNY5uC0dTNWzHFkIMKSAGqWaqDWVrnmGd3tajC+FqnomQf/BaqkHN8ek2YI5eqqXye8BbGyHzu1G0/62UWzHEy9C86EYgq0ya2++BwngEhQf+m/K1MhOm3gKN676f+kmHOmNCNU3JLpaEg8WW4lC+9gE0b/iphHI/DCI3lKNo8dd7Zva0H4X1yJsIeDojR7NYkTzVyA0iBdOAG54FfrMotsbL7wDmXQ38ZkXssfGOEARg0XlAYz1gNgGuKLZ7fTPm+ZzYffcdgFIJ6LOBx/8GzO+q8+y/XuUkIDsXOLAXnMjjli99Hs/86Y8IjXLH4tQZtfjpY7/Btx7ZHq+FMuNG0QIZB2sUjT9cS3vMxTDvXQMxmA+54TiKFksYUraTc+BonIeQtyixwvduRfkQ8P02wFAg1c7YWqGyNCD/2IZh2Yq1chGcFQskUmtRhMx8EiW7XkLT+vsZbhDROhSe83UI6iFE5oZF87N70s5jb8NeT4TF6VZblazzk8h5JrkGJ4O+agX0VSvRvOH+BDCu4teNsLcMky+CfkJ41MjVth/Ww68jFPSDow6zkB/yrAkMo6svUfaAlSacA1z/HPDvbwMHY9RV0vfFNb8HaquB+1fHr3QiI5euAPRZwHv/BagYvqMrqqbRAg8+ASxcIn1vEWSM3w+0tQDf/hLQ1NC7ysy5wPEjgEwG+HyAX3Iwi0pK0dbSnIg2KR+7aOm5uOv+n+DDfR34x//ii+QH/R44mz+GofK8lOuTmTC2BTIOVmwbjckR5r2r4DbOBidzQj9pOwxVdRCDMjS9f1NXZ2GS2ypyAJ+xS7VY8gDUrUeRR11DwySNS24BCCMr4IO8/QSK9r0Ob+cZhPxu9mXpsRxHTs3Fw7R6ZtpELUAt4E3vJoCv04cXMNG1Eh6frinCno1IUSxvx2m07/lrXICmydig+LzvMKJt4lDsK86mj1k3J6fQwXrgn5DJtYwwOKKUzAE+8Tjwwo2A9Ux8amjzgW9uB343f0AnYHwTxDmqdg6QWyA5qW43sGINsHApMKEK+M5XgG2DAJUqlIBvYNq0cuIk1J9KsIA/TnXjHXbD527Fmk98Bvc8Hn89GL3sBFxm5M0ZyEwQ77qZcclbIONgJW+7tL7S15kH065LIAbKwckaUbTkNXCCH8ZtVyLoqR667pVuoNiCcsOzQ59rkBkCghKtC65jnUraxl3IORX+5eJs2gll3hRWYJ2R0beA9chbcDRuTYDIefR1Tq0GSUawSAmKYk1chazqNbCf3sSQ30NEMZNiYaCjIT8Kz/k/KAxdKfiuNbydDTDtfJqVFRSdeweM259gNXYS32KgNyq54jtA9Urg9duAnEogp0r6KZsH6IsBpR742ycA05Fw7S+6H1hwIfDAkhTvKsp0ghy46yfAwvOAD94D5p0DPHwP0NoEtPaLSFHNlaltwEQyQYmbPv85PPPHP4yMzlFWufyaT+L6L92Oux7dwkaEAl7wsbhmR1XjzOIZB2sc3wMtH1yDoHsiSwfyygaUrvgngl4VWjZ/ChATxMcaYCcH9BO3IGty4kjCiZpc5HgYay9F7onNPWCjLuNBhrBNrPCdx/6HsgvuTXTazPgUWyAUpI5CSm/1TQ3G43DEMyYVyo7AOkOt8+J4lK/5Gdts+97n4Gk/knpntYtqp3udbsuSc2Xe/Tfm1BGNT/HS/8d+JQb98Nmb4bc3s+iaz9aIUO0VENfeK3UDBryQiYDc74LcZYXC0Q4u4EV79bnAIzMGHtzdZ4CnzgXa4ox8DfXob/oi8JU7gAvnA7//BzBhIqBSAZQ6fOsV4O5vSivI5VLqsJ8olEpUTpzIUONHS3Jy8/DcG2/i9p9vhsvpQtvWx1n6tmDRVyCoc0dLrcy6MSyQcbDG8S1CAKRN7xKNTjE43gZNcR1yarcgFBDQvOEGQKRaLCFJC4ycgxVJweZND8IwaQ105Yvgaq1Dx8GXUbTsuz1YTEluKnPZECzQceg1Vu8RBiY6Gjx4g+2hB3eKBg0DcfKQHSwZDAQMWi3VKRHyPaV4Ui8clHk1UGZVQKbOBScoYT34Sm/EjJdDmVOFgvmfT3rplmlrENz1DLDlt1KzSvFMoHg2MP0yQCcDHlme9NwJXfj0v4DGBuCeb4Vf9tEx4NNrAUu7lBaM4FzJBDnmLVyIDosFJ472i8YlpETyg2fOnYsHf/M47nx0G2xOH8z7/g532z7GZ1l2wX3JT5y5ctgtkHGwht3Eo7uAGOLQtP4mICRxFebNXgdVXitTqnnD9Qj5KZJFxLSJyug6WP219bk7wctkGQcr0WNM0figz4mWzT9PYbRlOKNNPDi5GuJwdOsN1cECIFPno2TZt3tOpmXTLxD0hqOXp+jY2DTEt0hUWKIvQgceJ0P+/Fuhyk2urKBx5iVSupDqofgAoPAA9duB524HCJB2pOTjeuCCueAcTpaKFd/eCtz/XaCpHrjuc8Av7wM8A/Wh6BXP85DJZJhUMwV1u3fF1FihUDAam6EK4V1d+alP4RPX34w7uroG+37O1EWzkTc7ToDWoSqTuT4pC2QcrKTMNvYual5/A0KBQqgL9yJvTm/XX8sH17KuQjGkT3BTw+tgORp3sLdpMeBmBe1Ub6CrPBfKrMht1RTF6jz6FkpW3JXgPjLDU2EBc92LcLfuDZ8q7gL2KM5UCpyVQfdGjgV1lFGUrQeOgAMrQKLwL2E1JSop0JlX6FC6srdRwHLgX3A170xUk9jjIxX9swgfywv2XE8OmLpwFnJrCb8qMfGps2H87LlA8x7g1w8AF10BbHwXOBA/QGZiK0YZ/b8dwIM/hPpIG7yWEwi9vwPwegG5ANz7HeD92PAvHMcxDr/BRKfXM3DT5ResxkvPPgMvrRFDaF7qENz+oVRbVTWpGjd/8UtYumIFDh5vZ3yD3WI59DpcjVsZeXfuzE9DXRghBRtrwczvR8wCGQdrxEw9uguJIR6W/cuRN3vjAEXatl0Kv6MaCHVxicWl6vA4WEGPDcadv0eQETt3c9RJdRH0pSJo8pE99TKExCDUuZMjauo4sxW6ihEqoo3LVuN7UMBtRdtHj0FkvIJJSEynJJXRrC4Kmb5qdtP2DHCoujk8E3C0Yu4ltn14hQG5M6+FKq+GDXa37Qc5WWJwGCI+A+h5yMEkGqN+AJa8AF5Qo2TF90EOQaLS+qVVCEwoAAIB4JpVgFGKoo+YPPMG8OEGcH/8LRS51fDOrQYqJgGXXg185vIwoNJoOmXn5iI3Px8njx5lQ1auWQtjWytOHT/OAE39faJWMkHAV//ft/DkY4/GxM76f9+/G8tXr8WOj7agvKICJWXl2HPMjr+8enCAKlI5xCvsXihf++CImS+zUHIWGFMOVnv1SqisDdCZ4yQRTc4mZ91VrOPw40shBsM7igY3hAOGyRthmFiXMns5m3ezWipKJxAooipvCjQlcxndis96uucBTm/U1NGUO/tmaAqmhq1PtCxyQymrLcnIyFiAFWMbe9+yh2XVFDguDAOJhNJVCUsiTl7XOgmv0feCEPQ1lyGrahmL4DZv/Nno44rJFChc8EUokvhsmT67DN763cAPb+vd5IIlwKNPAWsXRIRGGJL5ui+mzsC/vgacOS2R19/5dch1JcibexOM255AaP584KP4cPz0BgPsNon3b/a8+Tiwby84XoZAF1ZWf33VGi2KSophNplgyMoGRbeOHOz9nBQWF2Ni9WT8+BcP4a7HtuLylVVot3rw3831g2695YOHWf1V8dLbU2KizCTDZ4Ex5WC5s0qhtLWC7/qC9GlyWYhfQUjEGRmSBRrX3QKgJIE5RIBrRvma+GEaAm4tfLZ8cHwAHB8EJwtCpnBD0DjYuvb6LZBr86HKn4q2rb+BKm8qsmouYr/z2ZpARdQBl6kHH4gT1JAp9ciquRhqIpsFEHBZwKuy0Xn0P8iZdnkC+8kMTcYCjtY6WOteSObSIVyTiLOT6DIRIlxhU8T6fep04xR6lK38AVu95YOHEHR3JLqZlI3nBQ30k86HvnJZ0nM2374WoX/8CXi2C+7g4T9AXrUAfp8RuOnSpOcd9ML39iD3lT2wXHsOtJvqoH79HSizKxneV9Omn9MXS8LrUm0Uo54JheD1UAoweoST6rFq58zFPQ89jFBQxMvPP4MFS5Zg2oxaBIJBOBxuvLGxGVv2jHBEL+FdZy5IxgJjysHqv0Hj1NUIqrNQsueVZPaeuaaPBVq3fAIBF0E6xF/wzvEd0E7Yieyaj2PakortmzdeD46lJLq+kshHk/lQtPgNyFS9XGKDTebtOIWOQ68j4LWTN8WG8nINS18wR6toJgI+BzoPvZEB14t5KkMf0LjuhwBSgdgey3Hpq2siTgzNm2g9VSLz97NhKiJtPVNKwKMktpPrYTv1fgqbCBI4e15g6cr8udSRPDRp/sZqhD58G7jqOsDSCbXJC7exDrjza0ObONLVd/0Uylnno+Cvm9hvQzxAZBTdYtn/Elwt/5+964COq7ja33tvu1bSqnd3G2PjbmyMARtMJ5AQmgkhQBKSkMBPTQIJxJRQEkgIgUDooZNAqAFsY2wwNu694m6r9+29/OfOqqykXe3bJq2kmXM4gDRz5843T7v33fLd6EnrkRSjMCD1O4w0RHU2a7CdUXESFOosiCLw/H0L0GK04cHnNsNoiTOknnykuMQUITCgDSzCxKkvhDOrCLrWSqgcqau0SRH+aSO2ZffJsFfPABBLHhYlRlWj9PQ3IUq9f8kav50FW9X0bg2nPZC0R1Byyn9jxsFlPAbTgSVwtx7pLLcXREaIGI4Ti8IsolIb8z58Qe8IEE8TlY0HfNGTeXuXFK9RE2VdXAaPDGOvQ273/eM9R090KAxUdNLNUJCnnjqLrn0KHkt1nz+S9AITgIiy+TEw9PeiZfPCU5D5xXaoGs2oue08+J99BPjg7eSea+os4Il/ofyPH/Yq1+toQd3qv8QZNg4nOnj/dHcFM66HKru8Y5IhU4V7fj4dCpUaNz/UMxc2uQBwaemAwIA3sAjEhuPPgTuzAIZDa6BvOpgOuA44HWw1o9C6Zx7gJ24s+UMQjdAW7ULuCZHbT7AWPSt+AAS65XgJLcge+zUyh++Rv2HbTJYMv+EZ+L1OSPR2qMxgrNSCpIS2aBIaNz7PknEVeuIAk+CxNSBr+Dzoh82JeS++IDICwdY45MWKIRE8qYBSUrYYB7lpkpTobsD1SBqPfx96IciZeFlH+JskVX1OIcMkY90lN62rgUgVjTkTLoGWmjqnYFTfehYCP78EqOw97yimreefDdz9J5Q+vgyiO7KHKVRm7dd/hs8ZKQQrt9hBbHsWvSyHNLSxNhlXd113PFxOB3Lz8vD7JzfBZOUerJjudQBOHhQGlnHYTFhLjkfW0c3Iqktxsu0AvGQ5Kvv9QPOOM+BuLkPAlwdAI2dZcI5YhcJZn0CVGf4DqnXvbNirp3XzXtG6apSc+g4k4sZJ8mjY+DzcxrYP7baSc6pCJGPLMP670BHhIR9JQaB+7ZOM5Tt9BlENJCNs2f8noubMWSPndyhCntumzS8l7jEMpWjopUcjea8Mx38PuqJJKQGj5tcXwP+3RcCn7ydH/oN/hzB7Psr+9ElM8lgDeW+4NAW5IeZOI4xyQwtm/KRLG6I7rp2CnWsW49+vvoK3PvkUv7g/GLbkY3AjMCgMLGql4s7Ih9raMLhvqw9ORxWFrXvnwGvLQcCXD0AtY1c/INQio3wf9BV74LEa4HNkwmMzwGPJhc+tg99F+V3tg94q61hye/HcD2TI7znFfOZkqA/UQnW0EULIC33zzv/A1XoMfmdLkM8I5N1oe4sVJAiiglUgsnytwhPQuvcDViih1BfBcBxPio/nMsyHv4L54Of9X+UWj/Jh1yQvzJewSqKSsakTq3r7MB1cBsvhL+PHW6Q8SH/UsBi9kKhzRyN/6tUJHyOSgKZr5sO550vgwbsS26O0Anj9f9AcNSL/zW9ilmX89lNYj4XxwsfQIJzwouR56vNI/FR5J1zRocfffjMbHpcTWdnZOFrdiodejL/62tG8Dy3b34YqqxRkgPOK6Zivu88WDAoDq8/QGkIbuUz5MO49KSZDi8KFEG3MrvF7iLiUPAnUiofeAqlS0AsIZiDggqB5DHkTT4EmNz6juO6m8+EtzwNEAaojDSj8x2J2O5Zja+A2HYXX2givy8SSggM+L3Rl06HKKoekyYKkzmZhRUmVgfp1z8BjrYe+fBYMx6WokmmQPzfOlkNo2fEW/O5gNeiAH3HlbaXu1Kwkf+7t7JltH41bX4OrsSdPUnh7kV4yIiX6hzcmRaWeccm1t+xJ1emsc46DcVI2cFmwNVBc46rrgV/+Gvmvr4bmQHzVePa6bTDu/Rj+7uz+sqk9gqHqYFNsN+Psy2JVl8F2QKOHZUOrllBdb0OrObF8xYb1/2SfccEhovysYO9KPtIPAW5gpd+dpJVGLmMBjN+SoWWIwaMVegTyHtEXwSMAiDCU/lkPpT6AogR5XFyluYBChF+jgnZf+BCVx9EKV9O3EYlHfdSolnekT+iZMx34HBaqcEtkJGrUCEog0LNRbyIq9fta8jT5g95XKaMIJScHmy/TCDbWvi/oheo4ezhjKVyOWoSTtfVp1BZMQOaIeV0StFOFhV+jQM29VwAzwndoiLrvc/+BVDYGJX9bEnVqbxMcjXvQuuvdzl6MbS2EAjG182nDvw1H8pbnTbkamrzwhMjxKly78hH46OWRhiCi7PR7We4pH+mHADew0u9O0lIjZmiRR8thQMAbKXRINdD0IdOd6fkAgMsBbGEudPrSUOeOYXkKfAx8BOrW/B1ea22CB0k0LJfo+jb1YwgJJXjgmJYLSh3yp1zdJVRorVwD47eftIX6QhPfQ//+ZCTECyIrEskcOQ/6sll9/mVdtej7wI++AxzaLx+TyTOAF9+FftU+GD6Nn2qhfUNny0E0bXm1o2USeQ0zhs2F9ejqtp/Jfb7a53VWExbNuQUKbY78s/Uyk1r1VC+jas7gvSoyipA/7ZqkyU+KklxIBwLcwOIPQ0wIuFoLmUfLY88GfHqISisCvrYeXUKAcb34vVQt2PYhLxiBQAsAcoufCAhOljtSMu9u2Gu3sHwoyoEKBLwQJA2yRs6LSR8+uf8RqPo8wfyZhI8Qg5em172SJSfhA3V4J0JZ53Ul01j/udBRt/ZJeBMpMBBEFJz4i37N46m56Sz4n7wP+PxjecD9313AJVej+G9LoLAmp0DGbapCw/p/sP1ZeG/0mYxUtaNqU7aHtf0FM7RbQCefmbwDhp/lc1lQv+4p9oJKfVpJz8wRpyFr1BmJiOVrU4gAN7BSCO5gFu1sKWJhQ0ljg0JrhaSxQlR44bFmo37tRUCg3ctFno0fACCOsq0AlbEzptEwVV5t3q2sMWcja+Tpgxm+QXO2pq2vwtm0v2fvug5PZrtXU4Ynpd9RkeulCFW0nTMrnrWxHZjyeyBKKDt9UcfC1t3vw1a9PjZBIbNLz7gPoiSfXDjujXpZaD79BJiHS/LY3C+6DOKNi1D6qExjLAaFna1HQF5BZUYhskcHc8I620DFcL/URLxbaFFUZ6H0tMRfREJpOsh7VRwSNo7hqHxqHyHADaw+AnqobUNGlsdSCGAVgIvlH58+7H1uUJJtaZKIDeVvHn6mrW47MjitQw9wHA270bLzP71QBoR8KXUh5qSfx9sPsH0teZvavAXhjPVEL72/13eEKkMoJ0QVRIUa+vLZyBw5n1GOUGcDMgICnmBXg6iD5QcBKsMIFM78adTpfTWhatHFwA/OA45F6TP7/DvIcBqQ89HGPlHN2bQPTVteTnwvQWJesVDKjXiE1q15Al5rMJE/Y9ipyOGFOfHA2GdruIHVZ1APvY0aNk2Au+Umxvbe1WMVhimbPFvsO1NkTZ2JS6bs9D+kBWjO1kOw125F7oTvp4U+6aKEq/UQmra+htgSgePXXlRlIODzdDT9DitJqwUc8touda6PwTvRY9NE1saARbvBxQxVQJlZjKKTbmICqpffG5UXi8JJ1LdTEQEH3wAAIABJREFUP+xkUKhRJC9LGo3mq+fBcXQ9cE9nIn9Y9d5egqz9TmStlFlBmYQzBr1GNCJ4YelOOqgvaJqvLde0a9EFUV4UzEjMqKXQIL3UMK8xAsib+iPGt0V3y0f6IcANrPS7k0Glkc9tg71mI2vkHCzjpw+p6K1IlJmlHV8ggwqQQXYY67FvYDqwNOoXfNKOzQyMnpQD4vDh0P35UUjHj4dvz15Yr/oB0EufOPJ+KU48kf0TEAS4nnkW8A2kKkQRutJpyJ14KVp2vwd79Yaepp9Cw15YdKUzkFF2IpQZBUm7hlQIqnrsGmBKae+i//cNcpcfgW5HcpjfqUbTO6oQmkOR6WJadv2XfYaFHV2Y+0VWIBDwk4ElMk98MBc1aJgRaWvp/HsShq5h88twtxyAQpsHr725bQs/Ck68AWpDnNWYCWvFBYRDgBtY/LnoMwTcpko4mw/AUb8DHnsTkWVF3FtbOIk3a+6zm4l/I6/DiLpVf2oT0EfenDDqGvbuhVBaCoE8WE4n/C0tcD3/PItEBlqNCBiN8Dc0QrngdCjmnARx9Cg2T8jPZ1+GxophCFjM8QPR1yvbPFl5065mOVTtnkTGwxTwMRJd4rFS54QS/IZX0u/3QiQPTD+P2v87G743ngLe7iUkt2ovCp//EqqaSG1tYjtEy+Unw37iGJT/+tWIC12tR1jrLXqYqJqTvIF+F/H5yekWEPI3ISpQetrvEu6JyopKBIkx7FuPrYLf42T6ZI87nyXm85E+CHADK33uYkhpQj3s6qm831Yf9txZo85MCsmh12mC21zF+rl5bQ1Q6ouHFM6pPqy9fidatr/Z1oOtPa8qJJTSo1efFMydauN3SoZ+4qhRyFqyFNLITrZzkuu32SAEAghQHyirHXB7IeQbAJUKgqprYrfjoUdgv/cPAM2VPaJ7YmWLimMiUQkEfD5kjTsPzoadzLPHQoAx5gtajq6Cad8nUOeMQsHM6+PQJDlLHGNL0XzJFGDB1MgCN1ei9J63ZfcYjKZZ3W0XwluYhfI734g4lfXbXPEA4HNCkVEIw7jz0bztDcbYHuyDKe+ZEdXZyJv8g4S8TK6WQ/BRmHD7W9CPOBWGseeiZc9HcDR9C0mVyf60ck+4AgqtgfVi5aN/EeAGVv/iP+R3r139GKhxc6g3i744DOMvQkbpjLjxIWZm67HVcJtrWD4E5XPVrHwEGcVTYDjugrjl8oU9Eaj75nGQJwv+9ua1oZ6stl5uosToOKgKjv07aQ2LRSgvvhj6J56AWBq/8RxwONBSUMC8WrJHP3NmBVnDvZB0BSiecxNrA9XbYC8bpmPMi6zU5SNzRJBlnBmjXjf8XhcUmv7N5an67QXAPTcCa8L06tPqgK93o/yut2RfUbSJ1fdROxsBZYvejjiV0hzqvv4Tw1pUZaF03p1wmY7BtPd/cBNFBjOwuudnhZCOtvdCTUJeKTH464pOgKQ2QGUYBlv1BnhMlbDXb4d++DxYD69gHrLS+dSAnY/+RoAbWP19A3x/NKx/OmgIdTRlVrHkTU3u6JjQ8VjrQH3xHPXbIQhS8A2TkfEVsxY5HnMV82ZoCsYhb9KVYWXTl0/A54K2cGKX3/s9joRd+zEdZoBNdhsr0bDxWXaHQc9Ku7EV4SBdclcSO6z2nj9Ae/ttEPT6uAWRJ8h2661wPf103DJiX5gkigdRxQowdCVTOlSgPCAypoJh+X3Bvy/yGopSsChBUqH8jPtiVznFK0znTIUlxw785JKeO5WWA+8uR/mi/yZNi+aFp0C9rwb6zYciyvTaW1C/9gn2TOtKpiP3hMs65rqMlTAeWAJP68HedRIVyDn++8gonRa37s3b3oSmcAL7bBIlJRwNu1jCu6TNQ/aYs2GpWg+vqRJ+rx2Fs37Zpdl03JvyhQkhwA2shODji5OBgL1+B2teGswHDb4JGiZeAn0MHiyX8RiatvwLAW+3CjLWSyyk4TMJFxXQFU9hH0AKXT4UujwotLlsX2r74jZXQ5lZAlvlGogqHSRNLvv/HO756vW6bTVb2Ju0q+WAjBBg93yt9nBG7HxZmUs/h3LuyRDUchqThz+C7/ARWC75Pnzbt8f+SMdrLLZRksS+YfuKzhAl5QVRDg4ZVFTd6XO0QlCoI1d4CiLKz0zPHnZV910CXHI6UFvdFZoJk4Hn3kH5fe/FD1kcK8k4pZdA8lQVzPwpC6WGDsK8cdOLCJAXixVK0DPc9fnOmXhpQh552q/qyz8yQtiCadew7Vt2vQd77WZo8sbD2fItFLoClgaRP+06KHS5nN09jrtO9hJuYCUbUS4vZgQ8tkbUr32ya9K7pEbRrF9CqScurc7httZDpS/qsUf1ivvCfpmQN4VCJ1Te3GMIEvO2kNeFyv+VWaWs8bMoKuEnQ41+rzYg4GxG7pQfQtfNqxXzQYfIglAyxOCRwyS/i6q2++5mULGwG/1MXl4LSTccPAixogICVW7FMfzNrXA88wyclIMlYwRDc4lUHLbhQcShCcmRoWyEKVSlWzj7xrTM02m67nQ4ty8DHgkJc2XnAI+/CF2jArnLdsV/8DhWUjPzpi2vMDLd0nl3h/VkU6sdok6wVq0FfMFmzoJCA7VhBPPGJ5oPVbPyIfhdVpSdcV9HKyO3uRaiUoO6VY8yo07SlwJ+F/xuB/KmXgVNN0MwjqPzJQkiwA2sBAHky5ODAHmg6B/zwcVtOTrBL+a8KT+EtnACiNTStP+zYGudQAAZFXM62uoQ+7Jp/+KwYSlBqQ9SCMT7RSZIkDTZKJp9Iw8Ryrxq4gxr2fkugLYqKzKayJPY4w7CJImT0UEeAJlJ8OKoMchavBjSqK4J7jJVZSFjf2UljKNlhKNFBTPWA176Ao3d0yZXp3jnyQrNslYwKhTM/FnahpD8KgVqHlgITK/ohGLhdZB+dDP8F50EVVYFCmb8OF6Y4lpXveJ+ULJ7/pQf9tq8uearB0HpBIKkQN7k3ufKVYR6ffocLSyvqnuenengF7Ac+gKiNgeqjALkTb4K1cv/gOK5dzDPPB/9iwA3sPoXf757GATqVv8lyO+CAOOOkXT58Nmbgv23FDrWt5Bc8eo8yqW6ArUrH+7do9DWgichsAUJuZMWsgRTPqIjwL5oGO9ZskdXb5j6koXIeOwxCBXxJbj7jh6D7YZfwLN0aRRFBRZaDhpY3YlMuzb4je/EiVFciKpMhncHDxMpEYFGgCgc8qZcFZ+afbSq6cJJcLbuAxbdBlBj5z8+AfFoDQK3XM2M9bxJC6HJH9cn2hCbe/OOt4IeclGFopNuDMspRnlvtav/Cl3h8TAc952k6Naw8Xn47M0oOe3OsPKo+TNVgUqaHOiKJqB117vsZVSdPx75kxcmRQcuJH4EuIEVP3Z8ZQoRqPqcCPmoAbSaeaCI2Z3Yqwum/wTkjm8mlz2FkSR10NvR/cuEjCrKjfHFUBUm4zza0hnIm3ipjJlDe0rL7g/ayC/lh/rkIdbVENHeswja22+NK8E94HTC/eliWC+Xc5/RDKBov+/ldOTdIy9fvF7WHqJJnhD8mwhDk1F6+h/6vf+gnLuu//kCeI7uAGbOQc4n2+H/4DXmqW5nSi9f8IAcMQnPMe7/DNajqzs+Y8iDVjj7l2Hl+txWSKr4iy1ChXosdbAc+Qq5k6jSMfJo58XqZJD3snsvPX3RgLjnhC8ojQVwAyuNL2coq0ahQMqL8rlMLP/B57Yjb/JCxmdFv6v+gvJlooRpOtpXJONLPvgFSgYfcdn01dvzQH4GiPySEq67tNJJhjcxBJTMJUuhPGVuXAnuPgoNTpwI2CP18Ys/8T4t74364Y2cz3riDZRhPGcqDEu2MnWdzfvRTH0XqUJVVLD8poIZP+mTo1C/R1dbhTG97LHPgLwxfbJ3b5uw0CUl1ivUgMfWOVVUIHPYXGSPPbffdRzKCnADayjf/gA6u+Xo16zdR3sPNVZBU9OzPUjPI4WS7SUpb0ZQInfS5TxcKOP5sVath3HvRzJZr7sJlGGMGQ4cgDhsmKwEd6Ji8B04CLGNzsH+8MNw/fMZGafoiykCS4ruGX5M3t6CUouy+fIS+ZO3a3Il0YsVFRiIygxkH3chdMWTWDugvhgUemve9hrbStIYUHzKbxJOXo+kN71E1q/7Bwxjz4v4MmfcvwSu5n3IOf5illLRuuf9YL5pW1WrtngqS6Hgo/8Q4AZW/2HPd04AgSAHzLsIxBQC7OaRkE0U2TP8Q2+xZOwZxn8XyswiKDSGYA8yIh0UpT770E8Awj5bSiSk9d/8NbbKO7obqj6kfLvuo41QUzTkIfOjDyEWFQFKiXE7iSX5Ec/lO3oUprlzoTzjDAiGXLiefqrPMJCzEat4VWiCbViSPMjzmnvC5axgZCAP6rvoqNuGzBGnIWvUgj4/StP2t+Fs2MFCcJq8ccgcPrcHbUMylGrY8CzcxiMsNYK85ZRz1n0QMaxInqu2YT60HJYjK5mRJSr1KJz1C57onozLSEAGN7ASAI8v7T8EvI4W1K8Jkv+lfLAv+3BJw5T4HPwdyxUjKggh6InIGf/dmFuWpPwc/bxBw/p/wm2pDqkQjD1viSgSJF0uCk/8JUSFCn4pAGTqAJUE18IT4T9pLMSc7B4n9R0+DNvtt8Pz0Ud9iELs55PTCD2eAygzy1hy9kAfZFSQVzQrhIU+mWdyESt67TYoM4gbLw+iJrsLLYytZjOMez5EgIx8r4NxjVHxizb/uKSpYa/bHvRGUVI9DSquEETkT/8x1Ibhve7TtO0NeCy1KDnljqTpwwXFjwA3sOLHjq/sZwSqlt0dX+gpHr0ZZxHRDsjL5yJDQFRnMtZnyhXhI4iAcd9nsNZs6pov0h2cbrQOjH7A74XKMAL68tm9Gq72x74PjBsGQUlcVX7A5UKgxQjnKy/D8YdEw2PRDCahLbmcQtFxhKNDQ10y+9vJea7I+C+c/auwlW9y1g+lOUSxUPPl/UEOPPKIKnXIOf670OSNZTC4LbVo3PBsMBTXNhi+VFmoi+w9jYYhUUB4rA0wHljKPFdkvHUZopJ5H8N5sqLJ5r/vPwS4gdV/2POdE0SgYeOLcLceSFBKLMtDv2B7S4DunEe5ItSAN2vUGbFsNKjnUnWU6dAyOBv3dJyTwq2SNpe9oSsyCpgx4PM44WreD1VWKXTFUzsIFnsDJ6CSYP/bZUFDRwhA3N8Ix2svw/H2S12+FMPKiKFxb1jy1PBCOyv5mCfUH6E5MFX+kV1GIWZF7zxgJKd9Tnv1LNM9jGEniMgedwEyh508qJ+pZB6OKgFrv/5Txx2QoUUY6stnsW1Y1V7ooOKB0WeyAoJww8843USIvRDhUj6V9chXbYZ5W/9O8owTLQgATf5xyI+RWqNh08uMqoF6E/LRPwhwA6t/cOe7JgGBmpUPJ5iv0ptHIgwJJrXcCfFgySJ2bCvBL5pNrPTxcTUlAaq0FEG5WdQ3TakrkGU8yT2EP0eHQJYG0tGWjiWUs9e692P4XaYoYqJ5qeRqEWleuOcqNpkdz100g1BUsKpbqnjjIzYEPPYmNKx9qsMop7B/5oh5zIhq3Pg8q44NHfS3XTTn5rCbUJcJFt7LDiFODZnJaGeoOtJL6Q70/IU0jxYk5E/9EWvVJanlN+L2uq2wHv6KN7aP7dqTPpsbWEmHlAvsKwR6vEnGvHGYL9NoX1pd9gjhGwq3d0juFrUmKTrpppg15AuSh0Drno9gq1rTu0B2Z4EIXqbk6RJWUjTPVSzbCxJ0JVORyznbYkGNzSWPkygq4DZVoWnLyx1ttihcqCudieyx56B62e+7yhUklM6/p0vSebSNXS2HYG/YCWfDbkZH0zk6P5d4eDcaiun9e25gpff9cO0iIGD89hPWWDixiqtI3oRYvRhtoR+ma/jcG5bLMfFS5lHgo38QaNz6BlyNO2VuHuszIFNsb9MSqGoNFUvPWkb5bGSPOTsJSg09ET6fF7Ur7kX5mX+Es/kAo2boKKYhr2DxVGSNOA1UtBHwBjnUKOeS/r51xZNlAUbs66aDnwM9inS6PnfkrSRWeKKoSWQ4TZWQiKw5I/48sUT2H6pruYE1VG9+AJ+7fvOr8LTul92vrturZjcjKNIXqdxQTpvHI/ju2yuqoiqDNYvlo38Q6NOiiGhHFJRAoFvDaJbkTrlUYagposlr+z2V9TMKgwj5QDLFDPlpVE3YHtKjysFW4nJrT2wXFJDUemQMnwdHzUZ4Hc2s4k9TOJH1Kow0TAc+h9t8DLkTLkXzjreDyewyhip3NApn/FTGTMqNb4VCm9Mxt73rRcawuTCMPUeWDD4peQhwAyt5WHJJKUaASrSJtNJeuznJO7UZWbI8CGKQmoG1NWmjaZDZmJh6KlKye0bJtCTrz8VFQ8BlOobGjS+23Rt5GfvBQ8WUpOR7MqLaGmGHKt5GEBntLMHfh+Nm0yB79FmsqIKPxBEgL7kqexgjM23Z9V/Y67Z2famjyuJAgFUK2+u2sVBi4Yk/D7sxVQg2rP9HmyeMngEpxJCO9jInQlRqUHzqXRAlBZyth9G6420o9EVQZweLQugfKhohLqzCE38BVXY506NuzRPwOs0swb50XrewZuIQcQlREOAGFn9EBgQC1A6i7pvH4XO2xq9vpBwXSRN8O2X92+TRMMSsBEs4nsCqjahCjo++R4CSjTvb9pDnMdTIIYOlPcG4i9UTH+VCxONF+zKVi0v3UJIahuMuREbZDLkC+DwZCNSuehRZI09HRtlMVH1xTxivOeVhiiieexvrQUjNtsONpm1vBglKO4xj+g95VB7KrHIodPnIHnceREkdpJEI+Zyi8GSAZPn90BSMR/7Uq9kuRP1Aifoeay20JdOQd8LlMk7MpyQTAW5gJRNNLqsHAkSa57HWI3vMWQmhY6veCOO3H0chFk3Wl1dCqoZdLOnyoC2cDEEUoMkdEyQxVOs543vyoQ4r0es0suovn6OzsrCPtg7ZJtrzGZ9XjRKhcyZeAl3RpL4/0hDa0VG/k3myenaPECFqspiBG/A4whq5jDx017uxdTMgbAUJhvEXdVBE1JPBZKtnnSPIsCKDjvK0FLo8RnNCuWGhw9l6BE0bn2eEqGWnB3ngjN/+jzG9Z40KTysxhK405UflBlbKIR7aG7D8hT0fBD8kymbGDUZ764jeBfQSfulYGN+XWNyKs89IJQKBQBdjSpldASI1VGWVsS/GdiLDRPbha8MjQNVgDRufawsPxopSMp+XZMoKnoNyrvKn/YiT2cZ6rXHOb1j/DNymYz1WK7MqkDv5h7AcWhqxcrOKKg9j9JCLmlwUzvwpy6tymarRtOk5SOosFM+9nengsTXAXrMFqtxR0LaRoYYq17jpZaavtngScid8n/2qdvVfWYNo4vUK+N3sv+mzKHPkGYzBnjxfFG7UFk6MEyW+rB0BbmDxZyGlCPhcZhi//ZQ1R463KSuxeFOTV1kudZYXQVO7JRCn9JQxCmehSgpFBsOR7UzlmoIJjLNIoFAlH0lDIKbnJ2m7hhEUlQIkRgNMVKJw1g1QZZakUmsum4ySVY8id8rVUKj1qPv6zz09UYLEQoTEhRWJ2LNl539gr90iG0/6XCiac0tH0nr9+n/CYzoKiErGi+Wx1LAcMJrHmPp1eT1kW6o2wO+xQZVRBG1hsIKZDKhq6oLRPUQpqVB+xn3sZbB62T0oP+uPbD51XtCX8tCz7IsLmcgNrHhQ42v6FAHmBdv9fu/VVaEJ6uyLjFRMUT5VvKcXxKAx5aU2G+HzL7LGnM1yPnxOMyRNVrw78XXdEHAZj6Fpy78Q6N6CpD1ZnBLMGf9VmOTzZKCp0PZsf9JdblQDLGSBpEXO8Rcho2RqMrTjMmQgYK/fxRovW458BcvhL3s8K4yMdOTpsNVuDZKDag1dpJIntXHziyF5gJE3FVV6FM6+EQpNsK+m196M+rVPhnQjEFlPzpzjLmQ60TAf/hLmA0sAZSaEgAdlpy+Co3EPTPs+7fB4Nax/GuqCEyApNaxLgqPp207PrqBgL8LqvLGoXXEfM+TYyx6xyXvsoBfAjPIToc0fLwMtwFq1gYXkiTdsqA5uYA3Vmx9A53Zb6oKEfy5reKMp3BeTqAL87czI7YeVl1SaUmiiVCpmjpjPcq0pZ4Oqkig0QCSlxBRNia7aAnkfbik9wwAVbj74BSxHv47eMicl5wtJqpdVrRrZm0Vf5Nljz+vIy0mJulxorwhE6iJBTbU91NAcQNmZD8JjroXPa+8I31ELHp/TGB1dQWI8XO2jdc+HsFWt7bJOkVGI4pNv7fiZ21rPogR+l4VVOoc2hiYvrqv1KAI+6nEoMW+Wz+NA44Z/shAh/d7vtrDPGfLCGfd9CmvlesDf2XORNmJN7f1eaAomInPYbKhzRkU8i7PlENymSmSNnNcxx1K1Hl5rAzNOqcfjYB/cwBrsNzyIzle94v4QD0S0hOGBeXB6c6V8iHCeFPod5V9wRvj477Yjl49RbYS0JOkiMh2erQi9LkUF68uYO/GS+EHgK+NGoHnHf5inU18xG02b/xXWWCcjhIxgtWEYqALQ2bSP5VHRcLUeRuPmlxD8O3dCgJ/9TftcFma4dPzdK/QoOfXXkBQqto7WkMcpdJA3nKqSM4ef2uXnFAJs3fMxFLoc9rt6omqw1TOPFOlePPcO5hmzVq2Daf8SVj0doEb2PhczoEiunzy9UehniNCW1umKp0BXOk1WHiCFH21V62Cr2cQMTaKUoAT9wTq4gTVYb3aQnStoXJFHqj2EE2O+yiDDI3/6T6DJGzPITtU3xwkSjlJTZWWbl7Mv9g15XhNoiUNezPYE577Qmu/REwHq86dQ6dG8/S046reHhUiVOwZ5kxZCUmVEhLB55zvMQ509+kxWaW3a/xmcFLKTVIzhvfjU37JqQRr22q1o3f1eW+6XECycIRZ4QUTp6Ysg0pqQQR4oqrzWl8+GMquMteKhJutEROpuPYSS+XdDUuraDLeDrJm0s/nbmJPw27ekYgtKySg++XbZPRPZy46pCnmTr4S2cMKgfNS4gTUor3VwHap+zd9BzVdBb1npllfVT1DTB1pG6XTWRoOP2BBwth5F06YXexZCMIPLC7DwctfQSGw7JHl2SE5h+VkPJ1k4F5cIAg0bn2dhsCDxcOfQDz8NhnHnxSTaY61Dy673kEkhtYC/B+1GaO9VShtgSe4QoS2ejLxJV8jey+c0UW48FNps+Nw2lqdF5Me2mo2wVa2Hx1IbzBVtZ66XLZmVtaLktN+yhP9og7xYROZKeZEUTo23CCraPv35e25g9Sf6fG9ZCFAFYYA+wNpzV9gXoZwqwXavwSD1domKIGlpIMA4cHInLYQYgehQFtBDaJKz5TCaNr/czciKEJZLB1wEEbkTL4euZEo6aMN1CEGgccu/4Go52CWkln3cd5A5bG5ScWra+iqjTyCvVclpd6F52xvw2hvh93pRfOodzKuWjEGhSiclwNfvYMYXhRx79kyMvJOkzkbJaXeGnUAeNMuRlbBVr2fGGL3QEMVE4YyfJEP1tJPBDay0uxKuUHcEalc+0q3bPMcoHALK7GEomnUDB0cGAn6fGzUr/0TlWTJm9/8UVoo/61dQ6gv7XxmuQQ8ETPsXw1q1nnljKI+J9YMcdUZSkaL8raatr0FUaFBy6m+Y7MYtr8Dv86CoLccrng2rvliEwlk/Z1V/KsNw6LtVpjZseA5u42H5oiUV80ZpC09gXnZ1zkiwogC3FaJCy2gj2KAcslFnImtEMIeMWqHVrf4Lik+5o0fIU/7m6TWTG1jpdR9cmzAIhO0DFhWpQeq16u3cgoTS+XezD2A+oiPQuPlfwcRhxjvW1p+QtUsiuoZICfDR5aZkBmPtVqFsPm8WnhJ8kyDUUrmW5WR57S3Byjyvg5F1ZpTPShqRsKN5P5q3vo7yBfclQeOuIoz7PoMys7hHr9Qgb1Z8fQzpmc2feg089maW4+VqPcTa/VCCPKU3kPEVOpp2vANn3WZQKLw91y3pB+1DgdzA6kOw+VbxI0BEf/LbnAxB46qNsDR73PkssZWP6AgQn5HpwOeRua9k0SlE3ycpMwQRRXPvgFKbkxRxXEhqECAOLCNx9lF3wPY0BlEJhTobfq8dAhU4iIpgvpEoQVRnIXvMuTDv+wT6YXOY16e/RvXye1nyu0g6dhsNG1+Au/VgzKp1J0slAW5Lba/kuKaDy9hnPVVfUn5ZzviLYt43XRZwAytdboLr0SsCQXbh38lDKRbCRnkSB8ws/fBTYRh3/oDRtz8V7Une2F2bCIZ6fzxfgsSa/SY7r6c/8R+se7NKPVMlo2RwG4+wCsFgtwZP2Co9QW2AKIrIHLUA+tLpSYHFdGAp2zNrZPh+g0TeTGHN0nnRP1PtDXvQsu313guM2ngHBaWW9WNsH5ImGyWnhs/H6u2g5AGkSkl6sS455dcgbzOFXIn6YiANbmANpNsa4rrKZ0Ieuh6svCk/TFo4Yig8br0SP/bwYHV/rvr2OSNvR+lpdw2Faxl0Z3RbahglASXDU29AaiEW7Org7Dwrebo02dAWT2HUDbbaLYxKwXJkFfNuEZWCQPxtbflKjsbdLORGjeP9Xjf0FXPQuvsd5E+5GtUrH4Y6uxz6YadA28b0Hgqqcf9SFr5UZ5f1ijXr47nh2TYvL/V6JWZ3NeBry10keoiAAFGhZB5Wj6mScWsRLQQRlwaHgIITfyaLJ6u7Mi2734OWmpj7vWje+ir0I8+AYcxZA+b54AbWgLkqrighYDnyNWtTQe52Pnp6XMoWPNDxIczxiY6A+dAXMB9aEWeLnBgMLFb52k4z0r4uNkLTYGPnawfcW3z0Wxh6M8hDQ14ut7mSVey5zTXBFloKNTOyqJKPeK78bluHcZNRNgsBUYK9ah37mSAqIaozWQsbdc5oVlltrVrLksnJO0t5hMzr2Y2INBa03eZaGPd9zCqUffbsgjX2AAAgAElEQVRmljPVJem97SVEUGWiLMQb5mj8Fi07/91BDE2J//phJyN7zNmxbA/rsTXQFE4IYhLwgyopCSfCr+ikG2OS1R+TuYHVH6jzPRNCoGXXu7DXbYvKNMx6zkTo+ZeQAmm6mD5o86denabapadaFL5poHYhoZ6EZKtKX0I0uvc5ZLkuQpBypKO1U++ba4smM2JGPgYfAsTmTl4tUaGGx9YI4sWi55LIZUWNAdYjK1krG0mb08UrRdV3tKZ59/twEP0BBOhKZ7AegHL4qGJFkrxl9euehM/RynoVSpoc1ghbpS/oIoraUlkOhbwMCxLTn4hPydhS6Yti3ZpRPIjqbLTu/Dfypl0b1jsXs9AULuAGVgrB5aJTgwCR49V+/Uh0A6uDL2vwG1r0Iddeup0a1Aev1JqvHgoJZ/TXOdvCL6x6sfdRuuCPENtCRdHm8t8PDgQoB7V25UPBNlqCgPIFD3Q5WMOmF+Ax16DopP9j7PGUv9QXg/qlkmeVNYUOM1gFeO3mHrlnGRUnI2f8hTGr2LT9TcYFljXqLEiarLRvds4NrJivmC9IBwR6a1MRv34D0xCjMEHpadGTVePHZXCvJDZp67FV/XfIjlwvec9fKkgs++/wfOdYEKDQm89tgb5sZscyCgcSB1eszPHJcPBLFQYE7G74myOnbFCbH2v1ehYSFehZl1SsMlBXFH/FpNfrRt2Ke5Ez6QpkFKcv+S43sGJ5uvnctEEgegVYV1UFsa2KZ5CFDIlPpnT+PWlzLwNREcqBIW6hgJ96XcYywhhEcfUZbJNDzNYsjEicXKGja84WJS4bjrsgFkX5XI4AQ0DM0iDzqhlwrjsKqTgL2jkjYF+2D84Nx5ihFOso/OflcKw5DMsrG2QtJYoGStRXZsRHmNseDm3fzHT4K2RTa6E0HdzAStOL4WpFRyBIFPlt9ImDdAYjnjwj+YSDgxSuiMeq+fIBUKgjGYOSeSn52O+xBvOr2glMZRv23RPfexpx+mFzY+5B6XNZWXhJ2S1PJhln5jIGDgLqeWOgv2QKhABgfmENsn86B6KGqhm98FYaYV95gBlbgkKEeloZnN8ciXi4jIsmIfN70+Cz2NB483/7BASvy4q6rx9B+Zl/7JP9Et2EG1iJIsjX9xsCbnM1Gje9kOQE5TTuR9fFqSGi/MwH+w37wbIxVSmZDixmFVsDZegrToYhxvwVakHi9zpROi8+Ru6Bgg3XMwoCagUyf3QitDMqAI+f9TVUFOZC0mjgd7ngbTUj4PXAb3EC/gCa7vo4vEBJRMFj34V61DC4j1Sj9ckv4TnQ1Cfw04uCqNT2yV6JbpIyA8vrNEOhyUpUP76eI9ArAvVrn4LHUp0ClNrDNmJYcsAUbChbZJAd+VYotAbZa/jE8AhUUQsQGYnl4VfLy5lKNvYZFXNiYrd21O8EJRuTN61w9q+CDcL5GJIIaE8ZhayrT4KyuCBiYjoB4/d44NxzFM13/y8sTmKODvn3nQ/1iHL4bDZYPtkKy+vywoRDCfiUGViUhKyhPkzFk4cSnvysfYyAs+Ugmre9nmQvVrhD9M+XaVhNJBWKT74NxJLMR/wIWKvWwbj34zg5sOLZN9wzFPozec9YRvlJyDn+u7IVqF5xX/DvQ5CQNWoBskadLnstnzgwEdCeOgoBfwC+WjM8h5qDhxAEFD5zGdSlpVEP5aqshuWTnXB+sR8Bl7fHfEGrRMFj34O6ogwBnw+uo9VovOW9qHKH2oSUGVgEpLP1MDTdmjkONYD5eVOPQN3qv8Jrb0z9RumygyCi9PRFg6bjfH/B2rztDTgadvbX9nHmaAEZ5bORc/z3ZOlNvRap52I7Bxen85AF24CeZLjxNGhmjIQgCfA2WWD7bBfsn+9F1nUnQX/eVBYOjDSIDsJ9rBrWT3Yi4/yJMD7+JTyH2wy0bosowb3dWHMdqYbtiz2wfboH8FChBh/Mpi0/6+HuJSscGY7AgEKA2k6QkRXwuWToLc9LEF5QImtlqCZ7ioDysx6SPZtPDI9Ar21yUgVaR5VhNG9WZAV0ZScid8L3o2pIFVeUwB9KcEpJ+IUn3QilLj/qej5h4CGgO3s8Mi+ZDlVJZ5Wec+9RBEQ/AnYPVGPLoMjIiHgwT1MLbMv3wPLGBkiFmfDVt7e76bmk8B+XQVVWAkEUQYaZp76J5W/ZPtoB2+I9/Q5ezVcPomDWDVBqc/tNF25g9Rv0fONkIkAJvM1bXwMlvssztOLZPbbWJvHsIGcNrx6Ug1Lvc6jtRvWyu9OL6b9H78MwZ6Aw3+izkNVLabqr9QicLfvhqNsRxrMrImvsucgacWriIHIJaYWAmvKrLpkCUaeFsii/0/Cpq4OioAA+oxlSlh6iStWr3t7mVvisNpj+tQ6uTZVh5woaBfIfvgjqURU9crlcVdVouPm9fvdk1a7+CyAoUHLyzf12T7IMLL/HCeOBpcgeNR+Smieu99tt8Y2jIuBo3IOWHW+zvlXUILTHEChpnX4anTE76mb9NEHSGFBy6m/7affBsS2RHjZuejFBYzwGjybjuPKyPKgeLXPaIe2YE76wgrxPKsMwFEz/cdhLaNn1DojUsUcT4fbZkgaSSoui2TcNmCqswfG0pfgUkgj99yZBytNBPaUCqrJiZlwlMgJ+PzzVDfDWG2F8/huWy0VDLNDD32hFzm/OhG7mGIhhwo2uYzUwPvUl3HsbElEh4bXElUht1XImXgqlLi9heX6fmzWyJpoUpU6eVyyqgWU+tBzmg8tYOWf+1B9BE6Yzd8KacwEcgSQj0Lr3Y9hrNg6o8nu5ECgyClF88q1yp/N5YRCwVq6D8dsEE9xZj8GAvCrEjrZNvVwHM/7DG/6CQo3M4fMiJqjbajahdc8HUdtHZR93ITKHncyfiUGCgGp8IbJ/eSrzIilys+F3+6DIyUrYwGqHh6gbPHVNcG6uhKJID8c3h+G3uWH48VyoKorDoui1WGB+Yw1sn+7ud5QpdNm693/IPT72tjyhypuPrIR5/2fsBYkaX8tloY9qYDka9rA3LlGth9owot8B4wpwBOQi4LE1gBKZfU5jCgyt/uPLUmVVoHD2L+XCwOeFQaB5x7/hqNvalmhOdxmvR1OGF0uOcdWhY/jcrIKZP4M6J/Lnb8P6p1krkt6GIGmQe8Kl0BZO5M/EIEGg4PGLIWbpEXA6WUVfqoa3xQif0w7zqxuQdfWJUJWWRKR58DudcGw9hJaHlqZKnT6VS50eAn4fe3mhzhnq3FGy949qYMmWxCdyBNIUAcvR1TDt+yS98m0SwCrWMv0Ethq0S13mGjRtfDaM4U0GTruRE65lTSzGWII5e6ICkioTxXNvg0DJ8REGhcOJSNTnaIl6X+VnPRx1Dp8wMBDQnT+BMalTvpWv1QyJPFcRmi4n40Qskb2uEVJGBqSsyInyFF50V9Wg4cZ3k7Ftv8po2f0+i4SIKj1KT7srZl24gRUzZHzBQETA0bgXzVtfYS5eQRAR8HsSP0YvIZ3EhYeXwKrATvwFlJnh3fOp2ncwym3Y+DzcrYcSP1poXlXEfoKxbSMq9VDlDEf+lB/KWkj5ZK6WA73OVeWMQuHM62XJ45PSH4GiZ6+AqqQkLRV1HatG84NLOnK30lJJGUq5rXVwNuxmofus0WfKWNF1CjewYoaMLxiICFC3eePej1i4m4yU1FUaphYdRUYRik++JbWbDBHpbnMNGsN6saIBECUsKCiYJyERI94w/nvQV8yOpkjH7y1HV8G0f3HEBHpKfDeMvwgZpTNky+QT0xeBzB/OhP7ME6DITc9uDl6jBZ7aJphe+Aae/QObo9BauxW2o1+j6KSbYn4guIEVM2R8wUBEgKoLW3e9G2zqS14sSSmP/b2Dt4giRxLrBM/i8YG+J9OjJsKGCRcjo2TaQLyCtNS5Yf0zcJuOxaibjLwrkihKAD0rMkcwv2MM8iZfKXNF57SoVZGChNL5d0NURCaZjHlTvqDPEBCzNFCOLYBqYgnUE4shqNXQjEpdzlUyDkbtdjy1jfAcaoTx2dUI2FLb79Pv80CUlMlQvYsMyuWV1AaIit7pLcJtzA2spF8HF5iOCLhNVWjc9DzLuREUGgSIwiEcjYNs5YW2kvswVBCyZcQ4UZAGTBf5GE/Wb9NDnwv5Ssg1sBQynrGQPC1JjYJpP4I6R34SbbvOHlsjGjc+B7/bGvYYyszSmN/Aqcy9ccsrKJl7m3xo+MykIaCaVgbtrBFQjSuAoFKwPDwpNxOCSgVRmXxDImmKdxPkdzjgrm1E8wOL4W+2p2obEHEwdTnIGjk/ZXvEKpgbWLEixucPSAR8ThPqviG291jfoiJ8mcbiBUsSYrE2+U3StoNeTMO6p+E2916B1xUE+QaWKKnh99giYxiaxydIMIy7APphc2LGnJLcvfam8OuY3POhl0HPYKlcB03eWNk8PzEryhfIQiDju5OgP2sipPwsRgwqKCIXOcgS2M+TyMiyr92H1sdXpFQT6rup0BWgaPYvQYS71CYqf9o1Kd2zN+HcwOo36PnGfYkAVcDUff0n+Fymtm3lfEn2UgUWGjrsg4NQ3hjlACiSQJjXB+oOqC1cxmNo2vxSDHl5cp6dIARUfURdBuR6S7VFU5A3eWFM+FF+IVXJRnp5oNBy0dzboZDRHJwqEpu3vgrDxEuhUOlj0oNPTg4ChpvmQTN9BJR5OckRmCZSXDU1aLjhHSCQ2u589eufhsfWhLL594DyLIkcXaHJ7BcUuIHVL7DzTfsaAQqhNKz7R88vUVEBsWIM/I1VgL0tvKLNCBI+Oh2R1YyJ2yjx06rzxkZk8E5cOpdQv/YpeCzV0YFghjXlVcn/khBEFQJiAPCGVq6GN9JiJZGlUHftN3+D3xG+IS8dSNLmouSUX0c/G5/RbwhQD0Hq/ac6rhCqYYVQ5GT3my6p2thd1wDTC6vh3FIFeCmPNVU7AaZDy2E5uKzfe7ZyAyt1d8wlpxEC9vodaN39XmdiOwvNBIDvXgk8+jSwaQ1w448AqxlY+BNg0jTgk/eAtSsBRy8hnj44o6jOROlpv+uDnYbuFi5jJZq2vCSv8CFGmAquvgblv7sTDa+8AndlNey7d0E9YiRa3v9vT0mCiPIzH4xph16bVlPvwlELIjLAx7QRn5wyBKj1jGpEHqT8HEhh2s+kbOM+FExJ7+6jtRC0CpheWgvXhliLS2JTljzTVMmryR0d28IkzuYGVhLB5KLSFwHTwc9hObS8q4LEXzRlBrB4XefPX3oa+NHPgLacB+GlZxD4XR+xpgsSlPpiVqFIoRqqViS+K7lcSOmLfvpr5vc4ULPyIdmhPLknyr30Coz44wNQD6/oWELhand1NTaPHdtDTDyh4Nbd78NWvT6sSow3bdYNUOqL5KrM5/UDAoVPXgpleQlEidovDd5BJKR+mw2mf6+D7aOdKT8o/a2lknw12gG4gRUNIf77QYFAWFJJSQHsqAdye2/cKVbVAT++GIHdW3vxcCTO2p01Yj6yRi8YFHgPxENUL18UvQiit2bN3Q5tWHA+Rv3zSajLS3vA4Tx8BLvPPw+uI0e6/I4qXHMnxtbOxtGwCy073wmbQ8YYqOf9fiBex5DRWSrUI++ec6EeXj4kzuxzOGD9fAfML3wz6M/LDaxBf8X8gIRAzVd/hN8dEupTaSD8+wsETpoDyGkv4bAD7/8b+PXPgq1UfElggidJCi1UWaXIm3wVRKWWX1Y/IlC/5gl4rHVRNJCX4J4xbQbGvfYGNKOHh5XnPHIUh2/+PxiXduvXRgnps38Vk8eJed++ejAsN5u+4mQYxifW6LYfr2RIbK0+aTgM150CVUnBkDgvHdLbaoZj8yEYn/hyUJ+ZG1iD+nr54QgBv8+NmhX3BRPX28dfXgCu+knsADmdwM+uAL75MpivFe8Qg7w2eZOuhCZ/XLxS+LokIkBeIHvt5ogS8xYuRNbcuTh8UwijsyRB1Grht3byT2nHHY/x778HzajIzZm9FguqHngAtU8+yfYjQ5vCwbknXCGr2q+7krWrH4PP3jXRnWQWzLweqsz0bKeSxKsb0KKkkizk3XU21COGhger/bK8LSbY1x+Ar8HMeL4sb24a0PcYTnluYA26K+UH6o6Ay3QMTZu6leH/7Bbg/sfjB4tyte69A3D3UmkYSbqkYmzsOcd/L/79+cqkI2A5+jVM+z6NKLfgmmtQ8fvfY/O4ToO44sFHkH/pxfAZTbDt2AHzqq9R/tvfQjMisnFFG5CBZfx8GfZffQ1ESYXcSVcw/ql4h9/rAnngKHePyEZV2RXIHnse1IZh8Yrk6/oAASFXC+WkUmSeczw044YxzquhNLwtRnitNhj//iU8+wZ2Sx1uYA2lJ5eftQMBW/UGGL/9X9f8mjnzgfcTIL37wQXA8jBfxvmFgNsFmNv5tsJchKhCwYwfQ20IHz7iV9c/CFBD8NZd/wGF3MKN/CuuQMX992PfwoWwbdmC4pv+D6U33wJ1WQkCXi/8bjcCPh8Umb1z7hDponXbdth3bMfhW3+L3Anfha54SlIObavdBm3BeIgKdVLkcSGpR6DwyUsAJbXvUkBVVJj6DdNsB0+zEabXVsOxfH+aaZa4OtyDlTiGXEKaIxC2ymrEGGBtnH/QFjMwPhfwdeszp9IA194AbFkHbIicwEmVXfnTr+MGVpo9N9Qapn7tkxEJR8nAGvHoo2j+8ENmYJXeehu0Y2IvAXcePoxvL78c9j17kDFlOtTecdAVnZBmaHB1+gqBzGtmQTt7BGvcLGg0EEUqmBk6w2e3w/7VbhifWTXoDs0NrEF3pfxA3RGoX/N3eKy1nT+WVMC5FwIvvhsfWE/9GXjoLsAfktOlUAJnnAu8+hEwfRhQE7n1CjOwyIOVzcM38V1A6lZVfU58Y+EZEPMXLsSIxx+Hz2hmUzQjY78/Khv31DWi5X8fInv+fEBUoPXRL+CrCd9DMHUn5ZLTBQGpKBN5vz9nyOVgteNPnl/nriNoXhQ5PJ8udxWrHtzAihUxPn/AIVD9xR8Y4VzHqBgJbDgU/zlsNuC1ZwGzETCbgZYmoHwE8Ls/AsflAqbWXmWTgVUw4ycsT4aP9EKgde9HoJByuNY2+VdeiZGPPw5FduIs21SqLiiV8DQ0oOEX/0kvELg2fY5A3h/OhWbSSIjqoRfaJW4sd2UNGm6K84W3z29L/obcwJKPFZ85ABHwOc2o++YvnflXBUXAjmil+HEctKUZmFTUM2wYRpQgUQ7W9VBlD62qoThQ7Zcl1DZHO20MRj75d+z7wQ/g2LULitxclP3mNyi49loo4zCwfG43pG4JzH6XC5YlW2F+YU2/nJNvmj4IaE4chuzrT4GqeOjlYNEtuI5VofE3HyJgTw79TbrcLDew0uUmuB4pQcDRtA8tO95GwNuWuHzL74E7/5jcvfbsAM6ZCbjdsuSK6myUnHIHo2ngI/0Q8LmtUM7OQtFt18DT2ATHvn3QTTgegkIJVVlpTMzQ1o0bsXPBAuRdvhBjn3+247ABjwfOg1Vo+s2H6QcA16hfECj8x2VQlZVAGGI5WAS282AlWh5ZAl/94AqVcwOrX/6U+KZ9hYCtZjNM+z9jpevQZwFvfgLMOiV52y9fDPx8IWDppWowZDfyXhXNuRUKrSF5OnBJSUdAM2sYsn9yKiN/9DmdcfWHq3/1dRz99e3wmc0sHDjbaGRfniwkUlWDhhsHX0gk6RcxhARmXjkDmRdOg6TXD6FTEz3h4P174AbWkHqUh95hbdUb0brngyDLtUoNHHMmD4Q3XwTu/AhwfwKgW0Vh6C7kqfJ7IUga5Ez8PnRFk5KnA5eUMgQKnvg+1MPKIMTZH25DRQW8TU1MPynbgAmffQr9tGlwVdWg8bb3EHB6U6Y7FzzwEJAK9KBcrKHSMqf9hihU7th+CC0PLBl4lxZFY25gDbor5QcKRcBatR7GPe8HfzTrVOCjlckBiCgaznoW2H0eAAoNXgUgPBOxpMlh3ErE2J43+crk7M+lpBwB3ZnHIeuqk6DMy4lrL/v+/dh11tnQT5+O0ttuRfYpp8B1pArNDy+FrzaBLgBxacMXDQQEcu85B9rJo4ZUsrvPaoX5nfWwvr99IFxRTDpyAysmuPjkgYaAtXItjHs/BNRa4P6/Atf8IjlHOGoC5toALzXyJe/VUQAfAbi1q3xRyYgfXS0HUTr/nuTszaX0GQKF/7wcqpKSmPKuQpXzezwQlUr2I3dVHVqfXAH3nvo+059vNLAQUM+ogOHnp6Y82Z3oQgQ5PVj7AD53ZR2Mz62Ea1tNH+zWt1twA6tv8ea79TEC1mPfwPjtx0ED676/BIlAkzEurwVW5gIILaumVg/rAIQ011XoAK8d5Wc9nIxduYw+RkB/+TToz58CZW5iOXP0JWJ+dxMcK+Ikt+3jc/Pt+g+Bwqcuhaq8NGnJ7pTjREUV1G3AZ7Gz//bb3ZCydYzctL/b87iq2/IRfSG8gv0Hf1J35gZWUuHkwtINAcvRVTDtoxwpAJdeDTz1anJUHFsLWKikWuomj8qMDwCYAEFUAoKIvCk/hCZvTHL25VL6FAFqxJt/93lQVcTfMNnT3ArLR1tgG4QhkD69jCGymeHW06Gbc1xchRXtEFGvS7/JhoDfBwiAr94C96FmeA41wVvZCm+lEZrZw5Fx7gRIeRlQFORA1On63KvldzphX78frY99MShvlxtYg/Ja+aHaEbAcWcmqCNkYfRywem/i4HgCwPA6wB/pS5dChlsA6WyUn/GbxPfjEvoNgewbTkHGvAmQdLq4dPC0muBYdwCmp7+Oaz1fNPQQSCQsTaE/97EaWD7aAX+9GZ5KI/yt9l5BlIozoVtwHDQzhkEzpmt3Ak+LEQGXG6qS5PNzkUeNwuZN930Gf7NtUF40N7AG5bXyQ7UjYD78JcwH2qpTFAqgKglEdvudwFkmwFnUC9CV0I+4AYaxSaSE4Nfa5wgYbj8dGSeNjyvpmOgdHJsOoPVPy/pcb77hwERAOTofObeeAfUwyu2MbVDLGeJta3loKfNQxTp0Zx+PzEunQ1VcwJYyY62mFvD6k17Z6DVa4G1sQQsVfDQNTuOKMOQGVqxPIZ8/oBAwH/4K5gOLgzprM4DP1gLjE2ysu8QC3OhoCxGGg4OoIJag/Kw9AworrmxPBDSzhiP7p3NlJR1TQjvlt/jMNvbW7z7UBOPjKzisHAHZCGScPwFZV82BIjMz7BoKqYGS0wNd+2X6HW64j9aj+Q9t6RCyd+w6Mf+Ri6AeW8EKM9x1jTC98g0yvzsF6uOGJzV86Dx4DE13foSAa3BTlXADK84HkS8bGAh06UOYWwgs+hNwxbWJKW+zAsebAXc+AFVPWWI9cieugK74SGL78NX9j4AAFD59OZSFBR3VgOzt3ucLJgu73fAZrYAYgN/khOdgE1y76+A53MypGPr/9gacBobbzoB2+ghGNtqd0Z0MHtfuGogZymA/cjKy2uwsz5FmWN7enPB52z1oypICuPYdg3NbNTLOPB5SjgFSWzVswptQa5yjVWi6Nz1Cgx5bA5QZyQ+Bcg9WMp4ULiNtEaCmvcZv/9fZh1CpCvYhNMTHa9RxUL8fOFwL6VwnfBYtBCmAgF8LBHQQFM3Qle1FzrgNaYsLVyw2BKRCPXJuOR1ipgaCKCEQ8CHg88N7rBWunTXMmPIcbgE8vZDNxrYlnz1EERB0KmRdOQPq6eUQBAmKvGwIajXcVbWwfrQD9qVJyCGNgq3hl6dCdUIJjE9/DcMNpwCSCGV+XtKqDX12O2zLdsCUJj04q5f/Abqyk5Bz3PlJf+q4ByvpkHKB6YJAzVcPwe+2dKqz4HzgjcRc6B3CiEemuhp5Ty2BsAvwmPPgMhVAX74P6hzOc5Quz0Ay9VCUGyAVZcJzqDlq4nAy9+WyhiYC6iml0M4bCylbC+Nzq1klYF8MIUsD9dQyKIfnQnvSCPhdXqiHlSTNwHJVVaPxDmrsLK93a6rP7Gzah+Ztr0PS5qD45G48hgluzg2sBAHky9MTAUfjHrTs+DcCPldQQV0G8O8lwIlzk6ew1wvhWBXKFr2dPJlcEkeAI8ARCEVAoHBg30NiuO10KMcWsDwpUSFBUIqMdDeR4bXZYHr9G9g/2ZWImKSvbdn5H9hrt0BXNhu5E76XNPncwEoalFxQOiFQv+bv8FhrO1WqGAlsOJR0FYWqahQ+/hGUDfKaPSddAS6QI8AR4AikAAH9JVPga7Uj4PXDe7AJuXeeBUVJISRVmLxTmft7zWaY/rUa9mXfylzRd9OqVtwLUVKj9LS7krYpN7CSBiUXlC4IuE1VaNz0Qqf3iljcH38R+H7y+wAK9U3I+mA1MlfxisF0uX+uB0eAI5B8BFSTS2G4/hSoh8dOIdGujddoZG1xHKuS/7Kb6Indllo0rH0SglIHfcVsZI8+K1GRnKYhYQS5gLRDoGnbm3A27OjUS6cH/vo88L2Fyde1phql97wF0T24y42TDxyXyBHgCAw0BPL+cC40k0bGxQtHlbdELGp6ZS1cGyvT8ugNm16Gu+UAIIooPvk2KLSJFURxD1ZaXjNXKhEEGjY+D3drtzek2xcBv743EbE917YaoV++GYYP1idXLpfGEeAIcATSEAHFsBzk3nEm1CPKwmrntVpZ14N2iglGflrbBAh+wB+Aa38TzM+tTlv+q9qVj8DnCqZ7SBoDRKUOfo8dgqhAwcyfQVKH5yeLdFXcwErDh5irlBgC5oNfwHyoG3v2GecBb36amGBaTb29nE4IJjOk2lYUPf4RtfrigyPAEeAIDAkE1LNHIPu6WazXqiInq8Ob5a6sRcDvZT9XVRTD22KEu7IR5tc3ME44v5kImNN7VH0eIf9K0qD8jEUxK88NrJgh4wvSHQFHw25QVUhHBSEpfMFlwIv/iU11kxmCzYZAlh6QJAhGE+D1QrvzGDLW7YP6IKdjiA1QPpsjwBEYFAiIAkuS63QAAA+uSURBVDSzhkE3fxwUFQYE3IDtsx1w766FoFPDcNNpcG2ugvnltQPmuC7jMTRvew1+t7WHzrqS6cg94bKYz8INrJgh4wvSHQGvw4i6bx4H/G08K9Ra4pAV0MbWsFeorEbGql0QfH749Vroth7iRlW6Xz7XjyPAEehTBIQMFVTjC+HaVNWxr2beGIgZKtg/3d2nusS7md/nRs2K+6lFQxcRoopCggEUzr4RCk12zOK5gRUzZHxBuiNArQ8a1j+DgNcJSCrg0WeAK68L9vCKYYjHqmF4ZxV0Ww/HsIpP5QhwBDgCQwsB7WmjoajIgeWNjV0NFIMWynEFcK0/ltaABPw+NG1+CW5zdUfkQ1BokTPxEugKJ8atOzew4oaOL0xXBKxV62Da92mwRY5KCzz3b+DcC2NXt7kZOa8vR8bGg7Gv5Ss4AhwBjsAQQUAzZwQCbh9cm3pWB+YsOhfunTWw/Xd72qNh3L8Ytsq1zMhSZpWjaPavEtKZG1gJwccXpyMCTVtehbOpjZdKpQG+3AGMGhNdVZcL8HoASlsnZ5fTCcNbX0G/dl/0tXwGR4AjwBEYwggIejWyrj4Rro3H4NwQ9FhR6FBz2hjWt9O+OP24As1HVsJy+CsUzPwpVJklaN7xNhx12yBIKhTO+hWU+sSaQHMDawj/QQzWo1ctvxdob5FDh6zyAApF78cN+IGaGuiJMFQUERAF1q0++9PNEHkT38H6qPBzcQQ4AklEoPDvl0BQqxDweeFrtELKC9IamF5cDdeW6iTulLgoR+PetnZqTigzy+C1NyHg9wABP7RFk5E3OXFiam5gJX5PXEIaIeD3utC89TW4LTWsZBhaDbCvlVUBRh11NSj77WsQ/P3Q+CuqcnwCR4AjwBFIbwQyfzADmd+ZBjEjAz6qwPb4IIiA6eXVsC9Pr0hA3eq/MKOqfZCRpSudDuuxb1A852YIkjJhsLmBlTCEXEA6IeBsPoDm7W+h5LTfovarhxAoKwPW7JNlYImHjwJuD5QtVuQ/u5RVD/LBEeAIcAQ4AvIQUAzPQe7tC6AeUd6xwGuxwPrJVlje3CRPSB/McjTtReuO/8DvdbDdBEmNwlk3QKkvgs9thaTSJ0ULbmAlBUYuJF0QaN39PmzV66HKGQ236RgwdSbw8UpAihIipAPYLIDJCrjdKPjXck7JkC6XyvXgCHAEBgwCBY99D+pR5RAUCnhaiWDUjMbffYyAxZU2Z6hd9Rh8juYOfbRFk5A3+QdJ148bWEmHlAvsTwRqvnyQVYBoS6fDXr0BKCkDNhySZ2C5XRBq65H3r+XQHKjrz2PwvTkCHAGOwIBEIOPiyci8aBqkDC2c31ai9c/L4E8T4yrg86Bx88vwOlrgb2uJA0FC6fy7ISo0ScebG1hJh5QL7C8EAgE/zIdWwNm0F4IgwW06Cqg1wCGLLAOLQoS5r67gxlV/XSDflyPAERjwCIg5OuQuOg+SXgP3oQa0PvR5WpzJcnQVTPs/Y0nsXYagQPmZD6REx4QMLK+jFfVr/oayM+5LiXJcKEcgHgQo0b1mRVtjZ1ECDpgBXRQWd7sNuiUbkPvewGntEA82fA1HgCPAEUg1AtQ+RzkyD46V6cEhyKh7Wg4AVCUYOgQJgiihYMb1UGV35o0lC5+EDCxSwm2qSoliyToglzO0ECAmXkGhQ8v2N+Cx1AFZmcDEqcD7K3oHwmxC9ltfIpNoGvjgCHAEOAIcgUGBQNPWV+Bs2t+jDY6kyYG+YjZ0JdMgqbNSctaEDayUaMWFcgTiRKB55zuMJNRRs5lKQwCVEpgzD3h7ca8Shdpa5L68DNo96cXVEicMfBlHgCPAERjyCDgadqFl57sI+JzdHFca5Ez8PnRFk1KKETewUgovF94fCDga96B5+5sA8WDROHkB8J/FEclGhZo66NZ/i5z/rukPdfmeHAGOAEeAI5BkBCgnt3rZ78NLpcT2eb+HqNQmedeu4riBlVJ4ufC+RIAadrbs+i8gKeGoXt+5dWY2sN/YUxW/H0J1DbI/2Qj96r19qSrfiyPAEeAIcARSiEDTtjfhbNgRdgdJY0DJqb9N4e5B0dzASjnEfIO+QqDqi3uCXisKDQZ8ndtOmgF83rXLO3v4j1Uh/5+fQV3ZyYfSV7ryfTgCHAGOAEcgdQjUrXkCXmsYuh1B0ea9Sj4tQ/fT9GpglRdl46TJFagoMmDXwXqs3X4MZlv6kIWl7mq45IGGQN3aJ+G11LSpTZ2aQ9rd3Phb4O5Heh4pEGD9Bwuf/ARXTSxDeWE2m0PP+ZrtwWaloX8Da7Yfxe6DDfxvYKA9HFxfjgBHYMgh4HWaYK/bDre5Cl5bI3xOI0SljjV2VmgMfYJHRAPrJxfPxL03nNlFico6E35633/ZlwwfHIF0QsBlPAJX8wFYjq1GwBuS0KjTA/9dDkw7May612qBRWofRqg7exU+/toq/PW1Vez5p7+D0MH/BtLp1rkuHAGOAEcgMgJucw0a1v8DhvHfhb58FiiNhGgZ+mqENbDOOXksXrj3Erz11lu4//774XA4UFFRgeeffx4ZhhKce8NLYd/if37lTJx/xnj4BQEUoPELCP4b7f8f+u9A57wuvw/5OckJkBxa1+3nTD79PsLP2+d3rI8gJ6r8kHN0nCvkfD3kd5vf5fdteITKYb/v+XNp2zG4TxgGUJ428aKF+zeBG+2feNcPpnXXAniw55/UfBWwIgfYvn07Fi1ahA8++ACNjY147bO9zGNLfwP0zD/66KNwuVwYMWIE+39tVlHEv4G++sPl+3AEOAIcAY5A7wh4PXbYKtcia8RpEEQZ7dKSDGhYA4u+WEYXCpg1axbWrVuHsWPH4uGHH8ayZcvwxRdf4PI73uwIoYTqQwbWBQuO7zSuEjE+OoyuMEZJm80RNOIiGG+JGHXMbunFqCPjLUH5nevDn0/RbmCFM6AGk/GTzPO1y+qOzzW9G1hXXnklrr32WlxwwQWoq6tjBtacKcOg9jXjO9/5DjZs2IDS0lL2svHVV1/1+jeQ5L9PLo4jwBHgCHAEBigCYQ2sXe/fCvhcqKysxMSJE9nRtm7digsvvJD9rD2E0v3M3IPVzXPXxQMXwRPGPVhBCzOVRmMUD1b7c6xQKDoMrFuvPgVGo5F5tOgFgwa9bFxxxRU4cuQIbnvsE7yzNHyFygD9LOBqcwQ4AhwBjkASEQhrYN129SmYMLoI2Xo1+3dWhhqPPfYYNm7ciLfffpt7sLgHqzNs2VuIMpVGUyz79uLB+iA7gGPNVkwqyESogUV/Y/TsU7icRnNzM2655RYUFhbiL3/5C8654SWei5jEDyIuiiPAEeAIDDYEeq0ivOzsSfjrHRdgxYoVuO6667By5UqI6mzMufqZsDhwDxb3YKXUExVvODGCB2uEzQr7zkO402QGeaxCDSxKcqdRufRO3H333ewFY+bMmXjvvfeYkTXx4sd5NeFg+zTk5+EIcAQ4AklEIKKB1W5cvf/++7jjjjvw4YcfYtjIsbjsjjcivrnzHCyZiftdEv95DlaPRP14PV+x5GB5vRCPVKL0vn+DPLahBtaHKw8z7xUNysWiEQgE8Nxzz+Hxxx/H7t278cQb37BKQz44AhwBjgBHgCMQDoGwBtaE0YVY8syPsXjxYtx8881YsmQJq6BavHofM65CeYJChXIPFvdgDRgPVl0NLn3jK8w5oYIZUfRPuwfrUJ0Ds06owMGDB2GxWDB16lT2mPv9fqhUKlRVVeGtzw9wA4t/pnIEOAIcAY5ARAQiVhHOOaEIEyZMwNKlS9m/Q0dvSe68irDNyOqNeoJ7sHqnl0ixB0uorELBPz7FnWdMYJ6r9tFuYOXn57Mfffzxx7j11luxZs0aFBQU4N1338VNN92Empoa/O311dzA4h+sHAGOAEeAIxCbgUV5J6+88gquv/56lm8SOnbs2IF//W9X2C8X7sHiHqy092DZrMh8bxWyl25locFrvzMRkyYFO6pXV1ejpKQEoihiy5YtzKgiepIXXngBPp+P/S387W9/wwlTZuCcX7yEqnoT/2jhCHAEOAIcgTRDoGHjC8gon42M4uBne3+NsB4sMrB6G9yDxXmwOshPY6nmC/VMpWKdnBwsixlZ765E1vKdHblXkZ71LXtqMO340i6/Nlud+OVdf8cXW5sgaXIgCNSWhw+OAEeAI8AR4Ah0RSAiTUNvQK3Z1tmrLXQe92BxD1bae7BaWpDzxgpkrN+POZODuVeRBj3nlfUmNqdA1Yr1X36AL1d8AaPZBjKrMkctQNb/t3cvL1GFcRjHv2fO3Me0JprQJDI3EVFGtZAWERQtojb+Da2DFu2CIoqCol0ErqKFdHGhbawg0gyCRCmUIirJC5NdrPEyF+dc4qibCPLCSHN5zvq87/x+nxeGB95zzttwSP8pEpCABCQggb8E/vmZBnlJoJQExp5ewMDFtb0DyRePRYhF4Mw52LkbdjWBP0y09w3xey+W3Zr3cPuXnkvzD7kbhovrOJiBKJubT+MLRJY9j26UgAQkIIHKEVDAqpy1LvtOZ8b7yfz4QG5i4M9eTT9EopCfA29LLxaj+vhZqpPenuLSl2Nlmf78nJrGoyR7r2GGa0jsP7X0QN0hAQlIQAIVK6CAVbFLX36NO45F6n0Xs8kBsNLgHe7p2GB4p6f7wJ1baDoYZn3Leaq+uytGsDI/8Uc2rHicBkhAAhKQQGUJKGBV1nqXfbfJnivY9hxYmfleDX8Uw2fiRSl3bnqh/0gU3+0u6lqXv01Y9nBqUAISkIAECiqggFVQTk1WDAJj3ZfBC1O+IGaoCic3TaR2L+lkvxe5wPRB2yMSne8IJn8WQ8mqQQISkIAEykxAAavMFlTtwNTwM6Y+PgHXwIzFsTMpQvEGgtX1zIy8wPUbcPcxQaeKxM0ukUlAAhKQgAQKLqCAVXBSTfi/BVzHYnKoHSubIv9reLEcA18kjpNLQTgMtztg937MiW8krndipr03D3VJQAISkIAECiOggFUYR81SpALJnqvY3nah670xaBCo2Uo+8wVa78OxE2DlYWKCjXe6iQyNkt+0jvzm9UQHR4u0I5UlAQlIoLIEAjsShHbVMvPgdUk1roBVUsulYlcqYGen+PrqFoF1dWQnP4HtPfxuwLZG2NcMx1swmg54X88iceMhuYYE+bo48faXK/0p3S8BCUhAAmsgEGragv1jFmv01xrMvnZTKmCtna1mLhKB9NchrOwURiBGarBtvqrQ9oPkRvqo2nOS2I7D85nLN5PFnNVWYZEsm8qQgAQkUNICClglvXwqfjUCk287SI/3UX/k4mqGa4wEJCABCUhgSQEFrCWJdEM5Cnhbh2a4uhxbU08SkIAEJFAEAr8BC1KdyH1JCvoAAAAASUVORK5CYII=" />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-68082874645765738152018-11-14T09:51:00.001+13:002018-11-14T09:51:37.182+13:00Adding decimals food activity<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vT9Aq9FWrwfEj3ELk9zmreA60iYGeou5jI436dHqo2Sar50Wr8nAjviAfV5aELSzDTNOm6k3Xj2rjrx/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-74264123705047214842018-10-25T10:02:00.001+13:002018-10-25T10:02:01.403+13:00Adding decimals Menu activity<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQpZGDZL3K6edrqRppARJ2qxnAd4izPwa7_g29DIiNcmeYixe9FLSFh4UcU5h0L0ZXg-UeHFgyjylCv/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-61626304888646150902018-10-25T10:00:00.000+13:002018-10-25T10:00:04.168+13:00Decimal word problems<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRoTX5dRj4jIts_YcjN0VckaMTCAxGHB81zu4pWl8MYwxwSm1uszb9uAuHeAciPqmvoxZxadDLwrV2r/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com023 Ray Small Dr, Papakura, 2110, New Zealand-37.067968 174.93704349999996-62.5900025 133.62844949999996 -11.5459335 -143.75436250000007tag:blogger.com,1999:blog-6320185809911256320.post-64688691537542440932018-10-17T14:19:00.001+13:002018-10-17T14:19:22.788+13:00Week 1 literacy tasks<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSUcUHk0W8bVUZJ9ErQyYmLwbEq1a8SD8o1o21nw-09SDdS21H99acTqLoO_sY9I8OpHR6iNdMQP6O4/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-7358169896649743722018-09-20T13:56:00.000+12:002018-09-20T13:57:39.280+12:00Pokemon<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSiwUjJ3qe8kN0tzvBFdy2JoNSkhpchjIOJ9s_A5rI15CpilUOfGmkSuaPUw-7mroCCP5gST7YNdhhM/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-73173000900214925482018-09-11T11:22:00.001+12:002018-09-11T11:23:29.913+12:00Match the terms<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">DIRECTIONS: Put the scientific method steps in the correct order, </span><br />
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 16pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">so that the scientific method is accurate.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Step 1 </span><span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Think of a question</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Step 2 </span><span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Make a hypothesis or a prediction about what might </span><br />
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">happen</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Step 3 </span><span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Do the experiment to test my hypothesis or prediction</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Step 4 </span><span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Write a conclusion statement</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 27pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Step 5 </span><span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Share what I learned and what I might test next</span></div>
<span id="docs-internal-guid-9f858d60-7fff-d1c6-9e13-105dc8ab756a"></span><br />
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Times; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Write a conclusion statement</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Times; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Do the experiment to test my hypothesis or prediction</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Times; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Make a hypothesis or a prediction about what might happen</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Times; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Share what I learned and what I might test next</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Times; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 5pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "times"; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Think of a question</span></div>
</li>
</ul>
Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-6320185809911256320.post-27527322625201263002018-09-04T09:56:00.000+12:002018-09-04T09:56:08.011+12:00Comparing fractions<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSLWna28IEsPvaXgMdMyloY5G9c2ZiGfW2PL0-Sa3TOabiBJ6OLLWWJggrv3c-W0Bjr4kAmeqdf4xT0/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-69248632178066420632018-08-17T14:25:00.001+12:002018-08-17T14:35:10.915+12:00Report about dogs<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">How to look after a dog</span></div>
</div>
<div style="text-align: center;">
<b id="docs-internal-guid-24e4787a-7fff-6da2-f6f4-6e690be752b9" style="font-weight: normal;"><br /></b>
</div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">When looking after an dog you have to be responsible because you have to </span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">watch it incase it destroys something </span></div>
</div>
<div style="text-align: center;">
<b style="font-weight: normal;"><br /></b>
</div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">You need food but what food dogs usually have dog biscuits and dog </span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">roll/Canned </span><span style="font-family: arial; font-size: 14pt; white-space: pre;">and you need an bowl for water and food ,make sure their water </span></div>
<div style="text-align: center;">
<span style="font-family: arial; font-size: 14pt; white-space: pre;">bowl is c</span><span style="font-family: arial; font-size: 14pt; white-space: pre;">onstantly full with water.</span></div>
<div style="text-align: center;">
<br /></div>
</div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Training you always need to train a dog because than it is safe with </span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">other people and the people are safe around the dog and you can also</span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> teach the dog tricks.</span><span style="font-family: arial; font-size: 14pt; white-space: pre;"> </span></div>
</div>
<div style="text-align: center;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Entertain you always need to entertain an dog and give it toys to stay </span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">happy and so it gets tired at night so they sleep and they won't be loud with</span></div>
<div style="text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.999999999999998pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> their toys.</span></div>
</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-64821010204780233112018-08-10T11:36:00.004+12:002018-08-10T11:36:44.775+12:00time managment<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-LfRPu7rZQTw/W2zP3PPOEdI/AAAAAAAABxw/gLYTiInezIsJFQGW-qs5QYfSFDbQuaGQgCLcBGAs/s1600/Screenshot%2B2018-08-10%2Bat%2B11.35.28%2BAM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="447" data-original-width="787" height="225" src="https://2.bp.blogspot.com/-LfRPu7rZQTw/W2zP3PPOEdI/AAAAAAAABxw/gLYTiInezIsJFQGW-qs5QYfSFDbQuaGQgCLcBGAs/s400/Screenshot%2B2018-08-10%2Bat%2B11.35.28%2BAM.png" width="400" /></a></div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-53982071815263889492018-08-10T11:14:00.000+12:002018-08-10T11:14:41.414+12:00S.T.E.A.M station<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQLri7bmh4bKY0IME_iXpwlqYnXeGC5jzyfKmIxq_j8mraxtKUf0bnXRKVYUlPELPxTnt6VANjBn_bD/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-57918404322544402612018-08-03T10:00:00.000+12:002018-08-03T10:00:52.710+12:00We are learning to plan to report<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">How to look after a dog</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">You have to be responsible</span></div>
<div dir="ltr" style="margin-left: 0pt;">
<table style="border-collapse: collapse; border: none; width: 468pt;"><colgroup><col width="*"></col></colgroup><tbody>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Feeding</span></div>
</td></tr>
<tr style="height: 116pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Dog biscuits and dog roll</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Bowl for food and water</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Treats pig ears beef bones etc</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Feed 2 times daily</span></div>
</li>
</ul>
</td></tr>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">training</span></div>
</td></tr>
<tr style="height: 102pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Training class</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Leash</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Collar</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Treats if good</span></div>
</li>
</ul>
</td></tr>
<tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Entertain</span></div>
</td></tr>
<tr style="height: 111pt;"><td style="border-bottom: solid #000000 1pt; border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-top: solid #000000 1pt; padding: 5pt 5pt 5pt 5pt; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Soft toys</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Squeaky toys</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Lots of walks</span></div>
</li>
<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">A buddy to play with</span></div>
</li>
</ul>
</td></tr>
</tbody></table>
</div>
<b id="docs-internal-guid-0519c0e2-fca6-5d79-59fa-6f11e6232cfc" style="font-weight: normal;"><br />I will write a report later today<br /></b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<br /></div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-11846933704979934802018-08-02T13:48:00.000+12:002018-08-10T12:15:30.758+12:00Our graphs for maths<iframe frameborder="0" height="318" scrolling="no" seamless="" src="https://docs.google.com/spreadsheets/d/e/2PACX-1vSCR93hfCv3o1zRDQ9kkvMigH7ynoz7O0Olbg1RDUdDsP1Zb6IlfKUZGuuqWNg30GMpcrqn03VNIfJz/pubchart?oid=1044240779&format=interactive" width="454"></iframe><br />
<style type="text/css"><!--td {border: 1px solid #ccc;}br {mso-data-placement:same-cell;}--></style><br />
<br />
explenation : Ava got the most at this station carrie got 2nd best and ben got 3rd best<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: arial,sans,sans-serif; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="100"></col><col width="100"></col><col width="100"></col></colgroup><tbody>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Comparing Pulse Rates"}" style="border-right-color: transparent; overflow: visible; padding: 2px 0px; vertical-align: bottom;"><div style="left: 3px; overflow: hidden; position: relative; white-space: nowrap; width: 196px;">
<div style="float: left;">
<span style="background-color: white;">Comparing Pulse Rates</span></div>
</div>
</td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td><td style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;"></td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Ben"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">Ben</td><td data-sheets-value="{"1":3,"3":42}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">42</td><td data-sheets-value="{"1":3,"3":76}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">76</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Ava"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">Ava</td><td data-sheets-value="{"1":3,"3":43}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">43</td><td data-sheets-value="{"1":3,"3":99}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">99</td></tr>
<tr style="height: 21px;"><td data-sheets-value="{"1":2,"2":"Carrie"}" style="overflow: hidden; padding: 2px 3px 2px 3px; vertical-align: bottom;">Carrie</td><td data-sheets-value="{"1":3,"3":41}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">41</td><td data-sheets-value="{"1":3,"3":86}" style="overflow: hidden; padding: 2px 3px 2px 3px; text-align: right; vertical-align: bottom;">86</td></tr>
</tbody></table>
W.A.L.T Collect data and put it on graphsAnonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-53273629011178483302018-06-15T14:43:00.000+12:002018-06-15T14:43:20.713+12:00Author Study<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTqyhpwIpqgmjbOw1wHRKH3AKvYuQ7NhwzPaN0ZkhpaiXhemfloGDIyFp-KfssM_5fllWeOOZLV1Ko5/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-14051121581952446332018-05-29T14:46:00.001+12:002018-05-29T14:46:33.213+12:00fortnite part 2 animation<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQAnhc833MkOkp0alWbmI8gDQ5k3nVt0FDUVgk-3SvHQBO6A_Gk3EnHXpjINaNIGXfq9tsBwNvYCIg1/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com5tag:blogger.com,1999:blog-6320185809911256320.post-13624147415822705622018-05-24T13:42:00.002+12:002018-05-24T13:42:47.612+12:00Mufti day poster<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTLvDS6TuwtA2nETdxsdUe9GJkt9fEc01__xWjeG4YbrtS13Jf3SD7ET7BFeQ5X7FOLxKtDQRuAAba8/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-40702916750219531662018-05-21T13:45:00.000+12:002018-05-21T13:45:05.624+12:00Fortnite<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSyNYblnPgUy5ciFtymw3LlVxM0Qq8IUGkK3bVbgKhRtug6U6jdMYSB842CMbm7prngOmsYX6y5692y/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-27959214461231931082018-05-18T13:44:00.001+12:002018-05-18T13:44:11.746+12:00War animation<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQh-4BF0gTtDCPP2qsyezB68T_lK_ujlnVZh0oZY0sgwIK34rCUSq0aE185Kt87cU_ogC0GCREUxbHG/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-38206858150784527752018-05-17T13:46:00.000+12:002018-05-17T13:46:23.587+12:00what i want our new hub to look like<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTcbef53c-hRAonDZ1AAaVn9XqrhWokRaoTTmBMzXLoycIhQFUkjnp_p3fwud76wCZMwdmRrdYSHuIQ/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
<br />
this is what our new hub to look like hope you like it:)Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-63702857871871053722018-05-04T12:27:00.000+12:002018-05-04T12:27:04.067+12:00Anzac topic<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vR_4M3fCqi28J1C7nMf6A5-Q6r3U2gyUrAe3_2P4kmbmwt6ufS-JHv7l8QyCjA43k1ktLoi_TFlPWjG/embed?start=false&loop=true&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-72739368305099809602018-05-02T14:16:00.001+12:002018-05-02T14:16:33.245+12:00Writing activites<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQpzPgwZ0yU0mzRWFeSTC7V57cx6yjTlvZ3lxO44SJ-phjRNGxH64nkvx4tluxcA5Vu9UcvACjHiMES/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe><br />
this is mine and my freind aizels writing activites if you want to this is his <a href="https://pcsaizelw.blogspot.com/">blog https://pcsaizelw.blogspot.com/</a>Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-6320185809911256320.post-9792109040711154982018-05-02T14:11:00.000+12:002018-05-02T14:11:23.054+12:00Fortnite part 1<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRIHqqDDWmDP__FBbgTMRXCucC-c96B0Qs9anOkA1uWp4ghLeItaLLDgsD0nsYClceIkyxzxcVM1Q3Q/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
this is what me and my freinds made at free writing hope you like it :)Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-6320185809911256320.post-81947081812297975972018-03-22T11:19:00.000+13:002018-03-22T11:19:04.312+13:00ice experiment prediction<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTyGchEimwyVohXYGwSt8MPou9_eZnS2S2nzTTj7kNLny_vhZJoQTgu6b-8FdUuwEVGCEkDVXXoQgh7/embed?start=false&loop=false&delayms=1000" webkitallowfullscreen="true" width="480"></iframe>Anonymousnoreply@blogger.com0