A geoengenharia solar pode mitigar asmudanças climáticas e a desigualdade de renda?
Novas pesquisas da Ucla em San Diego descobriram que a geoengenharia solar - o reflexo intencional da luz solar longe dasuperfÍcie da Terra - pode reduzir a desigualdade de renda entre ospaíses.
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Z1eYzTKnNCEdNHcPe943CE9ueNHzDG749miu54Zfe90JF9ZzOYTHIKSzl6NBVNM574NztX/ADl1z0eHejKqRJrBOIldKOlmyNibczZawBngumCRnvUHZLemxJ+bQGWooVllE10Jp57U33h12LkdiZOZnt3ka1Vw0Qjy6zY7M9FvQ+yTnv3rzQ3No17QR47IDM2VPQy6E5bPNRTXc+wQ963A8cZ9KOyV8BnLQB09nI6/MzpOblz73srTV6N31FCz2Lo5huZ7N33ujAUtRmdTJaVUfp9R2KEPldIjkdEB1Fc+30zN58o7HESHV60uvxe1LzRu59z73kciVl7prqkoYLo8Pop2ZmISbX5khxZLoLAa5DfKW303r26BCrHOmo0b0eJidBY01zepzujz6KbnokmqV05zuacrKOVfLUKhhtMnrDYmg1Rc9JIyHdwN2XPoArj0dGWSx3IZ47Ogm2r01S8xpy562S9X2ePFKtfRnsy63B9l72aZr/IVTEZdSayKxm809Hc99Mc9RDqb7CNaFEKKqTOepnHYGROTUUDvaqZmF0LVkPqZjRL0Y1p5KsYmLwmpzpYM2pxvCSKTpLzI6wHavmNVdo2l9S2PHNM89JqzTb4/emvGsjzGz3LvTgN8lthhJJqdLeS2zoLYEEF/Pa5C6UmdMG6zpKOKS5mo3M7BxvDTNI2SmUYrA0ayHtazwsNWNb7ClEn05QUT0BAxfTHX9zd5Vz5q+sA+fHHULjfQHEBywKNTqbXNbLZzAFkCNi4cSyymWkLFzV125TlwlfS845Y9NcS9DnUnQiPFVZzqjoNkizOzPAOZ0Qkr42kCzgAXH7+sg1+RGsAQ1uEtPpipSXypL3s6dL7k9edl0dm8pFh5qDajU1O7BWw1LDI9S+GULmlSmWbXl0nGHRVnQ5jpO5853ece0CdPB4LNJWZva4++jWt9mqlG1090Y65zhfF19yNlC61LU8t8nRLtx3r8jsL7nXSWeExMvi6h7n9jmWIWaM0aZXZnTbFRaOJVF5FTYt2DLsda055XytOs59MtahlW+Nei2b6Rm+ZIEVCcS4m706KA/Czd4EmYLz2xm75YMz2dNQa94ItTrN6cmyao6jxqorky3cXc1W9GzmUdXUgwGEo9SmObliTmnZ6l+ZJnp6lPq8PvRmbkEZPPZXTyvCs6SbqFniuVPjsV+mvOhQx0vBxtfo88XRd2l+S3t8mwPadnroqB4HXlxk3yqolMzKcRTAJsEzqcXpWsRbMtLOdLLcj3lfVzcLJxohIFczzz6G8SEjD1nQGSpegsju1LboL0sHDmx7cMxbROTgg1TXNcmgZsxbWJLlJpKxkPXPNhvko5L+fDKIGp12cVydLJXWZzOxi8lvVhE+wWmo87O0+3I80bxPsIpbzvcunTQs4FBj0w7cWU+NfLpSjFazHu725W28R6MQ9O5mNwBmBFsnkZty6FxzXdDQ5L0y8mmxdT9vj9WWlZDHObZlsC6pwfHuYmxLacQh58uj9NTGxVd20QGdIm+dPGXoz27S9FkeLRoYDXUnQoMzdGNzfC1viHIzwtNabmNW70ymmSxOZY4q46+h6WGh6xvpgHz6Mou0JrNzAi9ktKgoZwimWfXJb6dPOtxTiuRcsS1Nx0AX7h3dN5G8HPertxX6v2pKexWu9GyM1mZXhRsosQcecIqVUzZfDsQLwpqjzBAYtsAmhNDP6cd4J5Ks5zLKPEMimsm1Cf6s6niDPXczQszTCxA2LSoaxON8Pj3vEZ72GKZgG6cZ7PUHA+n5tcHK0aynzBReHlD4vRm76h9vo8GgYWErsMc9PEW3FM7wzpFnKzUbdz+hnozTzmnYirpxVfC7HXOfdFqXzGrfKirimjpxbWkfRjj9KlgWMya014r/JIxDueOVhC6E+Oh6emInOFEz2+Tmh0wzmCgB2jyqXRzsqjdXi75Rn0GZ7PTfe8eHJDVFRSKmegd3wCqFxMReXdMQd3TDzU8JSlE68rmy9bn6kwNCxftywd94PM8ez2GCQmtF8uhTLz76dsl4+OOq6RN0ZtTOjy+lz7PapWMsX7N8wpmdbsz4AFPbqK6fnsc5txxG+gydqzlatgqp2MF63AJLlHOe3aSnoTCmtfCNahBUxVjZ6VYkZE7TSAqWkpxh6sf49k72ap0ZMsbdN7kWR4e3MC9mGCOy6JCeHQA0ilUwkJ5YvrUU88fE8KhS5dygGr1Axnj2GBmFovWgY7LMWILY22rP2+a6QDOkni50zrcnqZ08R3EEXy6y/PFrOcno8+drLI6NcqNXRMYC5LekMVEWqlNaaEMjWLRVAzvDBQjvLyQ9HLW4AjQDLHFIeuaJq5cpxq8qzb4mRanQ6PLkMQqX//xAAqEAACAgIBBAICAwEBAQEBAAABAgARAxIhEBMiMQQyIEEjMEIUMyQ0Q//aAAgBAQABBQL1OYwfQfKYEakFBQHL/YxPbG4sBIOIjtjVRl99oZsfFsAIRAIbWbCAy5cuXLly5c2MsxjSjPEfYdF9BPMMQMuTaE3Me1Zsh2AGINkSLmNd2bZlOPOYCGnytb7TA430C/KxFvknwUy4PjBh2GUYbCWQSxpSa2m02iinL0O7tO5UOW4WEbGGhxMBjysH5m3J2gW0x4y0+TkONcyIFQ3GRmnx6xhkDxHos/kwZ3JyFQMrNleJjDhMVTD8c7PkGGY1VyKaWsD8sEea2uL/AMtecv2MX3hwd34+RSh+Om2QaiWjkAUFOKfrmovtuHyYxQAnEWqpapJqk7YnanbaaPOZnbx/fx28+nqXtHyFiq7REW8rlES4/EGaHI07mSDO4i/JDTFkjAOMuRt9jeJdi2Puu2IpB6+PmCoHBly47mgwmwmwmwmwjNs0/ZMRJpNRGRBkbNUwMzzfkG+mTHs+U8hwEViVyY6fGxAXIpFrtkYALkcz/WThlYg+5i8VyYsjZMmRWhZ3KhMQ7jA91IMwi5RQPOT20T7YdseNgHigKMprHiGsb0vAg6DocngIvJsQSh+HMYeMy4gwOLxw45UAhS4dGC4iTrwPfyG2yZvFFH4kRGfGfjZhkX5eO5rNqUclCqRhzjUvEw69SOACYeJs2qZQ8YjXgQme5jxEst1CJQMyLa4lRUBfvbgAN3TVCrOtnFQmRA2JXgKtGxkRBkiZSZYVqBnZUKoqO3/0Zn2RRZTtibbztWAmIjtOGUUFuObhi+3NQNcPT9yvH8rljWB6VW/E8yrleJ8RjyBgKjcRnLwRibVmMHrEeCdmEP4gwsVY5Rl+MjzTuC3tlYDHuraKpybEIxRe61F8rqCwR8jEJn1gMYxFLz3KGPHjyqTuLV7j/W6LMXCXhTGPM0cjHtZLuNjVBlxFVVNMasWK/EcO6anHYBNxoVYnE7LHy3hxsTMuUgorZJjRcMXbbGoACho2FVbYV3dX9Ewwe3ojDW7FS3Q8utypXT9fiIIh4haZHbRbM/ZmRjqDTIKD27QxxyiLLMy+lHS/yufFJ7cxEB2pThtpleojFpzC0LQZdQvMXTbKoK4kWke3NTGhWNsQyhlxamJks7TRGgU41y3sCxgGMHK2Nphyal/5Mrm1257gU9wtMql8y5NRUVeAB3ANS7bYlW4+BSqlMCN8kllxsZbz240ab9lmxY8inIAbQk9KvJRBujcLS4G6bCXARHLFhwLm7CeUBEJE7k3l+PqEkENLjcjGBryIFBnEIMUcVOJ8nXYCkP8AR8fbScRE3ZRoq1NiIvEPiO7Mnr/DZPMPacsFYBiwWOwo3KrFj+3BQN4+cTNxsGjbCbIFtSzhIiic67EseYrCiajrvnTIcaHIYjhWB2jpkjmorbY3UmDCwjFkyDIGL4AYbVthlxq2kyNzj+56UbagXQiDhfcYgBM7XYMY00QzKPJ8o1sBF5GzCGUJQgoTxKsgJw3AIDD6vy9QERhPa1GaiXsVvlyNDcsy/wAVnwzU+QvB94WrJkCKgrZvcDqVdFiB8YfnGuNtgZzCIp3Q4lACgQSrc7Lkb1sSobWamDMwjva421Vl5xnxLCHyg4XJWLHjbfExWibgXWM7RGmTcLqzygrbLfJA/liELCwI1YxVZoAJk+2D7HoWAJPGP104MCAE2sILyobgg+41IgaXBLhPDuyBGDBTsSSZ3eC+y5EuL9StBTvKFazINgghULnacwbN1PVJ8ZdcLa5sZFHAlkmZPStx+28QP5MeJ6IzKi/9IaAgqXgYUPsYvIAUz+JQz4pqQighq5NWcXmyBmxjWZCAQbjei1YbIhNxOAF2mrbOoDkC6AOUmFyMhHnk4dXKlFOMcF6AmQW2LHUdA8OPzxjU9Hxlo/AUg5HpYXeDlf8ATO07g1VlnqbjbtqjDRYSIo0mykz93Q3sLxEyADO8/wBA+QNqKqcLO4qTctDApMy8ZIelT9Q1KEX2njBwczIzY3IFAswuJTQXZXcelx4pkx+KqWKIRNNoyOoB5UebF+4qI07QtxEe4SAXPbg1eFgy4+Hu56xofJhCoWBvFppFrHH+TQ7rPk5pRcyqQ2IDchRK2lT9bKJlUaigBxA1RlXuKRuenl2i+4+o4I9z9HMkB8XUEasob1QjpU1ua6wuQinYMeatdYRUClTqJsNqoniYT3EHrY4xzFXY+pRto6DXqIelSpjGzAkrlLUQrRDK4LeSg2AB1YUB6AWEdD5HtxsZv1O2aY0+1jmgLBqxixvOycc1BZaoOJ2VvLlCsgstwFqHVQTNNguMiL7ZhMvjP85z5Iusxi4CrDJitcZKKTN3ERrHBi1fTfWaqUyldm8Et3l8ErOa9imgMYWtOcIy88bH19QeURv4leCyCzUpDR0oFdhm4TBSYIY4ImI1BEuMJ+m6D3YhMMvphWK5EfgVTegeIRWSwRB1EYfyzbXGta2IDsdOLAl2V9k8oQwrY2QVyklmuJyAlwKFGXCmSUcc2uKed0rToDzdkg1kHOEjbKtOW2ayGdDaClQFWIN/x1twX57gCwzL9A5WFdwtHHUNkjBy/ADyto5MX0SVBXcPxD5izNhWIhlap/gehQlCvAJ3MbRlolblRvIKtS2YWQEdiCEU5B5deeqi4uvbup+/c5Ebku3lifnanmQxTxuxg5UCOtiuD5Oi8wxxqw6Jw1Ghe2oJyryi0MmfWI52HRl5ZW31N9Fn7mY+SpGyC6Pc1mSc1sxbLeypNYRypXoY6l0ZWUjIVx4DDcQ8g2e5vGXWKRYBA/aeUH3yqCoAQBtoBEXUUDAhquYzCJ6VVB5A2qJsSFNBaMJ8WbVS1l+YYB+AEwf+g+ziwRXRGhUk5F1YXeiyho6tjKsNMmHUrwOghTn/AF+vYPlP30E7alys1E7Z7ei4ivt7ga+v7IE2g5Os/eQFnHIbEUdTTFxK41Cn9+oPKE0K2KrzDP8AA+QpxFVaYj28+V+1kGXCzZDEOw/0fuyQQ4ys5aMYEmmkxlFYhGJuwaJWhVzSoAKraIvBi3s0F2ouEika4cQmVSmM9Npt0upi4SjsVmRuf1FPiVBKpz7ZfWYWmIOsHlGUxTC0bITL2HuMag9KOe2QwAu4bi8z0GZgFc2SrR9AqkUPKN4yxLgYW6kNdG6ZCK7w2UqI3l0H2FkOuJsaCpVFrUxTUQz9GD6aqYeRjUdzKu0bDqxAvG6qMrBJiawQJXLIyhTo3uCFjXFgeeRonpciCeOzgq18AiM5DB9hFuKgnNv9bpU8p8k+V1+Fwe8TbBzx7YKoXtHuFVnqFPJbnbF0Zk5V8lSqiyvIjg+sRov9TEPP75peG46cTmZAzEK6nYwewPEeEZ7izXVUDLjqwTy1wEqjeTmqW6b0sx0I1Ritsx104sWikyqg9GL74r3P4yqtRFA7U+RgmTKi6JrKt9OWYst8n60dujvFKavmURPGF6Gwyo1RF7inHUoCKwULsYxqcmDB498Av8gmMYfyR9Zi7TjsFSRPU3AlihnNbWKRZkbZydk1spKtuJ+mqKaPOvN4xADXIjRQWdiLx1DSk8dK4B5BCRyWMHseK7bAswPE4aaC3Wig4Bns3yPEWXmTAVjewfGkaY2myM6+on29w0TtLuJqY5RMeTJucQfbkHJ7W5Ub2Lh4nHQsCbEyILaMNsahkxo2y/7b1pHXlMZYaoo2E+U9Yuxkoww/kgnw1Pbxt5kBo+Dh0ZTADEjqdghnNMdWGplTJcBE4jfW9YOQBzlcqE3aI5EGWanIoV1b/P1LjmemHnABH+4FkIZkwhVNqQ3T/DE7q1hjMY50UhXuGxMmfwxC5rx2x3GXz7DbfqL99+SVRb3Pqf4BYgrqcBuPdf5HsHUbDpwWZalOTjQhmQ0w5E1tR5KV1U00EsWvE2nuD38t/wCTF8kVlGMllFH8sa7utAf6vyue5k+OrRlZDjPiSNe5L/j5IVhNnC9zySg9Ez2XXxvUXUuyj6N45IeIjEg7KEafsC5wo1DwLrAYU3bwULls5G5KMYs/fpNYFENa7ajYsiKY1iNZaO2o3Ms3VjXWH0PufsU3QEodyYMfgMZD5KMW6GRrLFYfrgdZkSj/AJumju1g1A1M+hPEqygMXaMGEuKPKfuCfNa/kK0uE/jfT4KXlH29MTztyDA9l1GRTvjLHZSTMR8j6r/7Z9YKl2zbAryKEYcCMJjQqFaoq0Du8AqWYkf3j8RUM511MWw/Evk/ZGKszKBoS2sOSoSpXEGAHARp2wxa0Zxug9KtD0Ng0Pr9v98XE7I3CDYE3+3W4g8X4buCAiNFacGe+jtzvtHqLfTHUIqKeG5VHXdBSdRMjbvA34bS+vw00wQ/b8FaZ13QyonDXyG3+Y8RSqgvZFG7guDln8StmInNxiNQSkVwUcKVXkhvGcxST0UUCYJstBNx2cCxhhEsV3tYpLDXhUJyKQJkDwNo1CLj5bxKm3DbTIbi1P1GAimA8fpiwybm3XZUPDeT6iESxDjDCuTATY4ZjbOBFgi5ArHlR9Tsw1BQ/g51xdCvFmWfx+Jh7jn+hDHUo9URrbDVsWMY4wLRciljd1qUawpm1EnaEnYQ+ylhsZEXJTKcqTGhAUCZH1O2wJMUQtfS57n+tRGXntCdlBNhGbzbkBO2iOWjLsuP+Ne6RA/cROMuM0WGwCkJ+o3urOIsJZnO2T2kJBnAjWIrFp9ZjYBnPkDxn+orReSIy0VE1Il+IO01FY+HP4fI4+N/Qil2RBjTqfx21lq4zcEHnbaAeYOrUNwNoUqHxbam3JnOkT0fdgDadsQDw9T9/pjEW0JtxCZUXgLdmZcoM8tdjMWRhLLjyrahZDdw7DzXsjvKgUKW/wCgYwjCE8dHiNyDMZ5HiWYbseFxXGFRn53Zpq4l1Mv8gUGskJEsRStO1rh3aNsGycitYRD9cfyAYYnInyf/AM39HxcPbX8DB0f5CLH+Tlbp8Q+GQdxKGmMxjRa4PrfPKkrbNta4/BSJkHKXu58fvAahMfIaD0n6df41xwXNArs6Q8zUwMBkGTaMWpcYMA8NONxjiMGgXkKpgFk+a4zouR9YoVzlCxcgJuFuYZ7BxawJ4+o7vMeIkLYjqbGzQjy0qKriGwBCazZQbMRCYqpH1AwMFGS94SDOCrV2zFyOk+Lm7jT5H/5vz+Jg3P4k85My4pkzPk/D43skqX5GPxBWow2WqiqIZkNsAhjZcYjZwZkb+JACDGH8eN9IKmRN4y0ydCJU9w8zvBSOCvxjlztjAxnG7PpwymDmHGrAfGWDBjEHAx49moTM4he1wO4BYFSqgFoauGfoNcsRuiiVxiBVQdYURy/gfJWd1eLMh1D2w4vLxiswkkpVnzVxU5vvERsjsp6fATynyL/5/wAsGE5W4qfroZmyFfy+Iaynlr4x8xuVLDYopQHVW9YmV56L4yGx4GoHVEChXHNUoCtCmsLKQPqZssHyVM7g23FZMk5vGxxquZnIyRSGZ7EDqY1BAdulmGB6jcTRjKmFtGC7QKTCI6GoYtVuJsGVD5vwVe1uc3NqZ6dC5Ct/IyLQIBGpjIrtrsoodCZ8d+G4yXWQaAfI07Zhnx07eCCZU7eXpZImLE2Zq0QeofXQz5P3/H4//pQozmEkIvsGp/6Jmyfx48qpNrmZSxRAFpdgBq1KNzXxmtr5dQZsDMh4EXH/ACUWyNwPcx+HS6UGIeCQQRy4IiPzsZcEA4ZBEYKH12x0SaQY28TzP1DBypgg+2RjMR84xitwEAhyuZsxngkStFF/I2iGs4LdxvdEx0Iw48TdqyRj+PzkDF8nqY13yky5c+Th7uOGumLE2VlUY0MHqH0PUM+V9/xw/ePEVlBzHIYOYjESseSHEs1KxsiIOWnkpX1kTZTjGOfGX+SExcinMyhk6f7ycjExRVvYdBZgOsET6moSqQaFVIPRcl5DmUDAtgoCOEmViYuRrR7jNP8ALRYVMqY/s9KBXerQDKpJow2CCYFOQPhod98R7jZQ+OsKK2+TeaUABhl8m9kNMeWoa5Pc+Ma+R1BnyPjX0w4mysirjWN1PoeoZ8n7fin2siWTDl1XnJP0h5unV6nDI3cMOelxNkfKwlhJuDLDqjaMMoaZXCpiCqu8Yi4DNlYkXEXnItRRsddRr5AqCPq81UxkpWVohes6ar7mBRqmT+RxaPgMx4lUmtByV+rRPYzP3kcE/bIOWBuZWPa9zEG2zJq+JGDqJuCKQzHUMoB83hFe49kLzNdoULENL4PVc3cQNOOgmb4/cKAKnQ/kZ8gg/kvsiIPLNi3TE2kyYth6OQTERMZV1y7YmGdr+K+wOZBGzpSsMg7ZUDJqzNTmyxJ0WyGaVGF4kQkaPWJmjdwmgACxmxCllyJd4qsvYGO2x9t56jGdsGGxBitnPimQK2RNizPa2Yn1MX262aoK38w0LNj5x3KBhbydbnM4afK8MwzvbHRU21MOuTGqaRVvCvDjmMtTZaNhT1VipwuciSnnkJ3J3lndE3ubCWJx+BMzfkJWyAFRqXnqCZ9ICMgLlT8cNky5GbFlyahsY1wb02LGC76I2ZiZyZoXOtBMmoZtYosFbX9hXtve1TuCzVZMj7O5MB1HdAl48oIGOdzwDRz4pknxsrM3yTxjIVc//or27BxGxzdpjNwwez9kXnxE2YjTZ2BD7GsjZEO7Q+sQIx/LEozGSTj5AQEMpVq3bdsLK+/QmnoGZuD+H6/Pd4M2QRfkGDLjMBDTyhuZvQ/ERcq1uGJAGVeWyEhcotcVSwcfxS2Nn/myPhBhU648OR4obG/skByAFnImtjtqYMYn1Fx7gsB8W0OIxPjrpk2DDuhXThPFPExWW8mncyMbwqzYSrvMNXjVgXCtMuNtzs648RjACeOwHgh2J6OPMnUXlaF2aLk8PMzHjt/l4r+PUCkqGKoV7k7QmDEAwZcbd433DEGuTJ75iPvAxDXoHbZvwrx/sGXIs/6Ms3Zz+Ij5irbuzluMcywr4olDWyuLUAgQamEi1yhBmzCDJ4ObbKBMVHGQIWAbuGE3CO5jC0hyVMd5JjQIcjsyd9VVvZqUvV8Jaf8AMEXEFVWi/HJAxvCKHfUxLKdtoAqKIT4YGcu0MZfJEafIVsOUVkKBnyMaio18MjDV1XxYMsVubgdryXMQs5BRQsIcrRsnmPFXL7bOV/ATINcX93xSO76/J/8A0w/+mMg9CCXBUq6UIrC2ooz6ktUJ3KACMAwo7ljfx7GYrNEvsrteFjwsOfHO7jMZrPcCJ3sVfFrJDC1knoIGKzY91mqcMiA9sZJ/1mv+moflZIDc+K57Y1JVDO3rmbp3CF2yzWxqsRAgPvuR8lK+JszdpgqK6uEVSXFhicfaLhPBsgndKyryHBGBGM0Qxv8AHCmzfJW8f9Rr8PhlRkzrpm/AQJsaqfHA2tdb4xtwXdDuzRDuamfC0rbEmMzTyycJxeXnIuywPa0NjSYmYCd1mgXc0Ei5sNObZEbIca0MhrrXAEUGfuNaNhJyHtQYsc+Tj0aILPxaRO8SEebCN0/V0S1xaUDOkP8AIulRMq6ZbDd5zMr5McPyjP8AoEPzMl4crvM4KtkZmGn/AM3xxtnLY0h+SsY9T0ExDXD8r6f3fFH8nzgdh+CfbtpfahNRHBFAwLYZNopJcY6n6N3cLBQMlyyRi88TTHyypjs5MiTJlZiMjCWpjZP42anPT47aTBxic7HoASEQA9DGFz42TnZJky0GtiMdzD8cKDy2TFUVT39hufUug38sGHUom0cIgui2ZAXy3E/8QlnOj9k9finGML5QYz3FdRgw4coA+OxmTxP4qLKZN58hrzf3fHydrJ8vOMx/DF94nDuhiYtyzEFXInsqkBAHHR6EfJgmOqOvbJALtywpdiD/ANGWd953Z3SIXYl3OZ8mHAMehgDTCcmOZFHcK0RNjO4bY8a0p9HiDC6K+QKGsy4qp8dFezwFLXNyIMTF/wBftZRmJscy8ozN+GLGStATMLxv7gW4NQPtNYqzckKxAY2fxxZBjn/VlmQHb+4D8sH2J5UssJJmJAImInL2FvxE2hcRSpisgGZUyRsWNQc6LAaUK2xBpwQv4aitTaIQe0xjCuimYyLyEQ/XFbkeCMxQpmue4DcyZtlLLAdSEjbMF4e7mqkhKbuEMDYPSp8atOBPkKL64mA+O/yY2ZmB5g1r4ldzNjAepUUc40Tb5Tj8sa23bskqs+Q6s/8AYB/R8dTroDLITt7QKFlmee1G8j4cc/61ETNmyFsj1j+JnEbCTG0SJuxOTu5tQYfJXxukVSzPjOMiFYFlGYHIOaj1BpjjLB5hyNjiOGOU7FRR1NirbDcHxyDp46hYckJafwofj5cfSqHIhgjcN8Q+B952xHGlBdOcKIpym4+HwqEcXMK+OaVMePaMFQ/9QhP4ibssyttm7tMW2P8AWB/RhwnJETUarU/bMA/cRR/0GY8mw7AOTF8fGIJmTfFjz5sRHzsTRMWPOxPbVDyGgBA7xEJVS10qmLcroYoJjLrMesX46XmbaLiCgcRRqb1mEFz/AKU2BsSKhfGgbOsbMxl30+LUbWNkUBW26CfIP8uB8ioxJJEAmL75WuY/lDTu4ihVDGDYmRRkAtF9rsEj/IMOW45/FVLscHbxZEpjPQ/I/iB/R8bAMjaAQ+C8tLocTMwtFLQsVgJp3dMmP5VKnzcWo+WjRsuMTu4CXzLiRjZnxxeT5J0xYowprDPoAvAQZFlziYzH8h8bHH+t9E+xaCJSYF828klwMIy7oR+GL/zK/wAQxKJjBDQe/wDmV44XGOYBKgoT9fuptGa4PaO5Ia44mXH4KKH4KpY/H+P20qh8p13Y3P26gL+XvqB/RhwFlxEB1cMPcHMtRF2ZuAXfK01MV2WYX7jfLwDE9RGoE2xFj9UJqJgJTJlxLlXTQGKDtk4l8L9x0TIVyeM+q5T4w+9bjYFTEuPFqVRoF1hW0b3sog2Y/Ix10E7ZiYnQNcYVMGSx09wi3InqXFBYqhnbaOlIBYqxiwkFkgICNcY1GP4KpY/HGP4+PJ8smXkaP95io5cirqylT+QFwCv6MOHlB24amPIdSN544gAFhLMFdWUty2gZzi2XOuObF2157LdEW115qep+8L3jzCOdQueldy3T9ofFnCxiGnx0o/rUytZ5An7OLX1NgrBrhep2jYXUXjEyZbg8oqiK+LGbGTGC0fCDMa65IRzVrrpCfKxFMDVFcT9+N7wlWmjbBalXDRGZ7PUC58XGEXLTTWG5kTfpj+xYzHj2xkc4xjM/5TClSoFuev6NdGY9sVvj0OwONJ3cjxzj1bYTu5Ksyz0AiialJcxFLy/HwuBwMYJLKRK6YW1LENDGSoOVUcVF9VvDjmMSoSY1zcwG4RzkakPIRqgAYTIxUM/G0DQBnR1yVic44mQ44coU+Jy/toV2TJhcztzsQprBtYXUAOSfbNQG1bzYspZBM7+J6GIpdsODWVrLENRvQuPg7jJiKvZsXvlQqZia8bGo1E/l7hx6rjH8jIGx4cdjgYs3/oO+Jt8oTv5Nm1z4/wAUTcdplRlJBFRYIMnJfZjz09RTD7elm3IeoHO1Y4miEC53CpXmVGWIll3VVxrsM2Nb7In/ACtMiNjjZqDuWM1mNOSBY9aKZ4CHQj9n2Ys1aANKEIl1AjGEEwaLO5jUtkNY7vK5Up5T5OJlUwxFLsEOILnyCB7gqHUTIbiCasr40ps69t8dR23bQz41Lk+Wnbf8QCYw1GIAJtvnN7ll0upuWy5BtiVqSxHC3iKat9ui0FmLIElnJidxY5gHQ5FVVcnrcUaYqVky4qKYmY9s1RiVeLWwI6KWOywG4pIncAmyNC4EbVlwjxEO1kSp2zFwzxWcMfFYvMY8bABdmDX0X7HiHmXNpTxCay5toBcc1EbaIwWKpzNwkzZSw+0ZamPxBKwMt90iHM191YuZQTp8jEq9nKUxsCWDDjHcuGY2HycGRGxv0AJOJVJdlxweb4+YwAIvQfKbbulpj/jUug+K+bwORz0+L2/+XJywlDriVTj1qVAJ6DtFUk4hyBG4mjE/HXTHjGMzKlq/iNxWRrm1zCROYwasi5mnxFbbKjGXxuauE7THQb0xNTUEKKngsGrQmgu5DrtFAUMpyNjTtAvGN9P28dtQcsUIVYlHL5Lu5SwrAwUjVmrVMmTy5aBNRsIXJm0udjPr0UzBmOM/Jx93EDBde/wxucb5QubHqZ9Z5FsrKp9yu2vxxric+DUgCh2vQLwW5+L1xqO2wCiqM56YUDB8IXEemRoEYxdVT44BmRdY3M+gw5CTqFiZbJUPK5bJ5NyRzExmVCopdVhIpwrkrQXGnRjTFo7+TGCqKgzwrcAbFooh5JYiFmghqv1M2U4wdnbDgUqNccAO2rGdoIMh1nOpfZfj4mY/JyaquHh8oBLEnoqloqhYPl6YmNvBBMWa0NbRfqfwVisLM0RV2yN20mIBZlOqb8U0xX2eyuy4wrspcfIf+DqnAyMI3ufufF95XsFfFvEMKhsxBqBlNljqXNMSThoKU2i41AIo0TDgDRsCxgqsCRFey5NS+tGYwYxMbyjCzFS5pDxKueMA6arNBNRGXx/1dDgqFFtkCxDc2AAyRsjPMYssvOgmXM2N9ysfIznoMLmDEqwsBC1zRyMHxmzT5HxnwGm6anty92b8a45rFjtDhxkuhSYKp/5Dh/8AH9m+73ZuS16YyhOI10/elx0Ji+q6VPjff5HJ94HWxyYccKtFpY018CDMDhYuRWGTIYmThda2WnNnaY6aUtMbWXOYA7RRkQltQMiwXNrIugKhaArKuBevN0ZRh+v7eLzNxCgUVmh0skkqho+IYguBPkdvHG5IFlUwLEZaZWIyDKJi1rVDFbRFyaKcxabGXcyZNoeZjWgT+I/82mMAqCDCZ4Y232PxuEyGYm47kJpRszDUxVUwYBBhWI2MJ8givX4YTWTIRvSQjlxwGNM66qIWJmSqE2uYAtNiuHBrGdZuQQ4hm02uJezVNOVTUT1M2aNvYtWx20LGVcK11UHpXWo/1h9YfsuECdudqNhFgGqjXMa2S2uN7J42Kt2yYHi5IuaVjeduakTIPDkQNNp7lRj+KLcGI2HTZoQNQo1Y6TNk4wzItlKyKm4gTxyEJFNZXA7illmPOCf0zbFoB1U85KpG88odhvkQFeceIue0qpkFrT2QQMZsoNRG81/5gD2+X8YCelUQ/KU0UV0JFO9yw0P1YXA3E2mm87ZWANPIQdRzKjjx/RNzGs5rXn1LnHS+OJnvsx/eQnKpFdNWoGoHgyGDIZ3BN1jdpkZcQjPBwIMeyepRlGY/GZMm8VOSVxxMzbjIO2OCz8INc/yGoqGV0yqBttF32/8A6Zf/AEHkANSDbsKUCp76VLF5ATjW9hxHO0OJTMd9wtDRhNx2Kqgsp+G0yUZxfMPjCAy4+ByQYSAXIMR9RYEagQw6ChL610sQES4TMmS4qXMeLX8KhEZIEjuqzuWzZ6hVWmbGWCq+OPiDLjTzOPYNx0uIuRoFqbII2QmEwc9dqn6SDIon2Y+EZtj0w1ac5NkLFtYQDO5o9nTi7g5zZhTrZJUmEiwtdC9T3G2YhTeKyGxtaAEviDEFsZ7nBBMAijlvr+xtMdlCLg569sWqVHl1NjQ+RQL48sc88lf2WE8dlQPAnHiPxqAV0MdripcVNetnpfR8gUq+0ZFaJjWsmBCi+Dv2zAeU8QwQtsgBTEZWITeozky/wVTUMs1qaFwMN1UudcggXtO2PphG0A2mwWVu+I/xGo2yjliPGI/nkFuBFW1bDpCajZOfcrxo6i5iH8Y22VG280Pb7jFGEUkAG5kuWSREHProCu3S+XIM2E1Jh8JtydSuPMNP1qVZceQQICURYVuBQPx9dGaozExUuAV+NSoZoJpNLms0WPiV1fEL0qc/0npsa6eonEQhZkpyvhjZJS7YeHyYUYEBXW7UUuStE+zDY4uAnAvc5fu7lWZ6bHm8jnCjI2JnrRuTETeBjMfx7ImitFQLPXWqjNNjCIoa1PlzOYMJDkmczIaGE3lAYQAhn81155mOlgmNHnJjFgFuXL/JnlxVuUYJXW5tNptLnMqEGAHpnGrMP6K/MVNaCCyRKFM0Yy2WAmkALhdDy8Y+Qajk+vAftgAes19yt3yFYDGIJEAAn+lAI0Sq6XBNhNjFa45IDWYOly4mabWNhL6ECUql+CTzRClCwOyxfqo1ne1mzADMa7tfkeI7X0XHcHUwz9CVKnEuDb8LmWmUiH+0RQSWHhj+7o2xNqrrqpmVKgmMA5FA7w+yzKoIx2yt9yXqucvLH6n2mPYlUXEouUARi5VaFkDpfLKXOvHMoyoyGIKA9t1S2gnHQZVhuZXMB7h2aVxwYzKJswl3P1oL7A/FmqE30XHK/EiVK68CXL6luuQXHWvz9/kOJjNL98eM03uZMdHeLyu1nTaLwVOsC6DyY9sFEY75B4gmtuMjcf5x4i0XHRAQRkSUs4nE2qAiMy9B7vpfRlsHiIIeIFsjHK6NYhqkAVjpCvFciscJncVoaClsgYVCRa+9XJ6XDk6BCYFr87/Az9wdGaKLjCCPRBhE1jCHqPX4VB7XHxjbWHyPmkZshgxzGy3l/wDU5DUC7kKJ3NYCau8hUVhf+NzrjMwi1w0IGtinIFwv5hws7pLWsZQwUGXNeZzOZ6jbXzfIlTm5sJcPsVZEZVsu2NzkJhzc2SVvWqN8oGY61Lik3GNQtfRV/oMr8D7qayox6KsY0NwTcMb3D1r8KlVPcVbi46mu04sQq5gGqDTUhdOmGyEaFYaMy440xKDjy/U+vjgFRMYQQOsbJ5Xc2EQHUVADWMCtgILmYtrjOSXwTz3VvdbBuUsAEC88UISkXOtu5jMJ/G5CKrPVryNEAJBGPkhuC5ADWNNF/8QAJREAAgEEAwABBQEBAAAAAAAAAAERAhAgMCExQEEDEiIyUVBh/9oACAEDAQE/Abq62K3VqFC+5jqbJyjGScYjL59CK38YvGSSbKzJznBXWD0zZYO0EWqt8ehWeL3K759M+SkjCrKPN8ivO2nBsdXGmda70PCMI0rvwRm9T8EEbFeM1k8EPfOTtBGMbYzRVjJFn5EPVF5zRUIdl/kUr+4oelId1qgge18ZISwpH1isk4GUj1sXnp1ReBD0LGLJ6Vrp7x7u8V4GhalaR4NCstU3WifE8nm84I8sk2eMCyV5EIq7wi/wLF7+z7bLGCLO0ZoQ8FeSfHBwTonJWi6Yiq03nBeFDeUbHhT0VYxpieNc24tNlacZtFmiMqCrevyp1Tg9MXnNCHeSSbJEEkkkigaaE4wSm8kE4x5FacUh1E4MRGHIuB9iFQQo4wnFXkWEEanaLzabIkk4WU/0f7FECp/o+rvRHkY7wRabJYLsj+CRVwynslSRac4Iym07eh85RboQujs6FUfBUuD/AKIfA+/BPhjRT0yH2VLgppkShRdco6qQ1zu59SF82VfIn+RUjsq7KD5Pq/sQR/jIp6dlwU8jdquhPkXUs+p3sej/xAAnEQACAgEEAgICAwEBAAAAAAAAAQIRIQMQEjEgQTBREyIyYXFCQP/aAAgBAgEBPwH8UE+RZF7MrBQ1e9/Eo0c1dH+HBPLyKKHjd3tKEZdlV4S1s4PyysTLL2UVBYH0RSXW0Yv3tyblTIzd09pQ54bEO7x41RePhkhPA5Jdn5m5UiCXoXg0NS9GayJlIscvZzt4Ja8ro4vBDTUcMoms9Clkt+hEk6wRW0tVRRyXbMMWMbWk8H7ej0J3sntNclSFUcPZPyUh9Eesk9NSzZp3HNFyl6FtZeyJqz+KIyTEx5KjEuKqtpRtl0cpJilEQ0OxSrA2OnhiUZZ2m+KsTwITG36Fs1sicvaQrJfq+Q9slssYok4iTuvRVGm8eXJIc6yx1ITcSE+SyUauneULkjlKRyt0NCwYaOVFknQ8FsWnm2chvBTfZTOzonqu8F/e1u6LORKfDP2R1OXRQ72ZGOy5ey9kanVGILBGWPGuQ5YEqeDjXZ+R2fkksn8kT4pWQkm8FpjTS2obawI9jlmjPo5HIR7ovbDJQ+kKH3vxoY3DpEbj+o/9LVbufE7YitoRps77Ene+duiKzZqRsijUUmmjTjykLQZZOpDaic+eFs+qRFyssq2OVGo42Raocn7Iyt0J5o5H5ElYhXZNcmO/e95OLkqkLTjH0JWSqrYuNYLQ42STFCsiml2fyR0ZvArIzTOSuvC2xWnSOzKMyX0QXHaVxI57Es2xUmJmRXd0Lo4oyh6duzT0qdmRQVnKvQpeyaUmfmSlVF2J2Td4EMXe1HTo43LJLGURqhWUMxISoTKNRXhEYC00nfg4/RObg+i7If2YFnrbjnBF0OF5QkOH2PDFKXtkE12fkycbL9E5NZMyWRHY3mirZx+z/Bs4rlbExsjKzlRdjf7USusCmKdMjJPo/U7HdC+zUn9MhB1k4eSJI4jVFy5EYai97YvBONoVRwVnZoavo5SgyWejnaNO1IX7sckmNiY3TERk29sD1Llgg21kkVZqWKWMkZ5ocsZJfxsi0iEq9H8lbLo+yE/2Fp8tRS+BdbUOI4Kyd1ghaTIL9f2EObojL9ic+LIzlZ/aKWohLifjZN8ehSaONnGlk5YwQk/+zotp2iyiKjAjLkTjYiV0QbbIVd0LKE8ZJKnbFHFksC6s9EElI0er80vHU+xPkrFYso5cUOPIlFRRqQwZSVGny/6FKMujiu2OkNXkSrLJdGk5OWTBqONUzUbrA87UTjLlk0FSJdD1UKSG4swKh8j8jYqo4X2NYpEm1HJpxxbNGRfwtljdIj+v+EpJYIOyWp6NP7JafNCjUa2naZBcV0ak3ZGd9l4L+z8UZ5Zw+iqRzh7JSXoUXeSxyocl7IPBLo/AiMaVDY+V3YpWiLb7HSkWJ4EMQrI+K3e81cWack8HBNjjXQ9LOCacJWiLtWaipCWCWqonNTTIpNCjFdCRSe8ngenkqkJUUrEm2a2m+0aKoYmTm1g1Y26Px/ZQpR6OElZWKKwOTTo7Jz4sXRHZ7Lwe7Ixpkere0RxseEWpRpEY1hmrpN5NPTpWyEGiqI4OQ5Dq8lvmRdrJOMauxGBDF3s4q+QrRJLsjPktnppk/oafKxO0SWDTu8nC3b3ssRZZZY+vByIpfi/Y053+pD+9pK0LGDHQ3Q4po6HfoZWb2SfsnFfyIKNHGJ0PIts3s2/W373/AELdklJsjGuxkE1l/G34fgj2ajxSNHG17N8v1Iqnte1Eo/TOiihpVR6HL9jvamXRe3HZkZTUqaLxYntqYWDTdol0Q78IvHxsnFdlv/kscsl7ZQuvDsS3dMTVURqy9myTEvJ/0Lf/AAqxKt9RNkVS+NmBwl2iMnKOSvYh42WNqKFvRNS6RmJB1tZXtkYsjsh7sWNq2Ur+dva0WKJxKL/rZeFbsnKjhzVslp11tRQxDIlCW9btWVun8jd70LZsvasnEvG1ll7Poj2OSutluiQvCyy9lv2L4/ZRW2dr8KFg/ZyzuyyyxNslCd7UvCYiy/DIl4Ld3VDFJ73siM1VsVVflYivibS7FJJCz0V4sW1FCRRk6LKOJRRTPVFeDl6HdEao/G/olikUdfC9r3ouiVS7Jx4rBlO15MRW17WWcTHlfg2ro6J3xHih6pbbzvRW7HtfwcUOJCKXXwLwWSq8GLyt9Db7FKyX8Cd0hy+hbrdseyOvKyz8+SLcivOvGHXlRXhZmsjj7OhZifyjY06OXje9l+adk1KbI6dZfzRltRRRRZe+ClHJV5KsfdEXkjm4jFkhvfyVZR7+dF/AzkuiDySJbdSTJYkRdkei38ll/tux4L+ZebPRGXpjhgrA3R0dxJ5VkbF8tWJZ8GR/8rYnbKQ84Koktod0JfqR8K+FeaR//8QANRAAAgEDAgUDAwIGAwEAAwAAAAERAiExEBIgIkFRYTJxgQMwkROhI0JSYrHBQHLRM4KS8f/aAAgBAQAGPwLR7fVBt+pSJ01SmYOpmeGxSt0tFoKqqXKiSmujlqLltbpmTP27iRbVpl8F3k9tL4P06M/4FM/g9ceYPT8kUuihlqvMQc6juWwUzMsvUqfcidy7s23IWJ1lP8ltvAuCqrvp1XsdzBgnDOUh40hbp9j/AOZi5NVhU0epimp1Pvo4vY3V/BYdL6G6LF8tnJC9+ot9UHKNuqxU59j+Jj/Js+mhv6itpEzHYuXpnySunQUkpcCqnmNrJeEYOVjV7nLeh6Z1RdTctphE7UYZlnq/YtUjK0xrt76yzfValYWr5S3wSv3/AMnPXH7sa2upe8E2X7l3PuhLMHNKYu2jVSx0JkwR46GZ0irBZzpk6/HF41SPbVVowNvBfXchrRbaoGv6ro9e1ENtvuyJhGNwltEeIP7Xo4/BT5IVXKuxCsno/wBSxlnpI4dpdEIcFjlcGZMaytIjTP2M6TMsmBfUm+mTJG5svgsI2/0m158cc0PPTuecNH6n5MEYNswQ7e46qGmvBCJ3X1ZjRummYPS1pbS/Uht0wXc6TUXcCUxT3P4dyHYypF0jKLadiMjh3RZQRWdzsl3Iwy+vLkpXZSSnfto8/gszmz4Nn83cjoW4F9i/GrX+xBbTwdjJLdjwRp2FU7jr7kv7C+pRZodVPbqXpHtj2OV2JabXcVVNL/8ATcltnKOQiq7HykKxLZEG12Ho31Wli9mzPBB7jZG5E9izsTJKIau+xtpx3G3CRGmRPqjMiUTTH4KnEC3WJV+hYVsm2pjmn5PXc3ZnSn+l5M6oZc5dZeDLj7/Ic3+Tzp8CTw8kr4PGs9y+fcu5Q/D+19anpt0zA+xyzt0ViURb4LyKSCGel2N1SIdA0rD/AFMFoVBkaqqNukUuC7E4kUQi8biHM9zbVgvikRcu37JFrCaUJI2ssXEieg5p2o8EzCLVO/Y6teRVzc5qfkl17fc2/qLwbaqZXcVVOVf3FNNjl1dy2CSe50McVrF509JengyTpHBBEqC+eDyND29ci+z9Tap1sWqPJYvio6mClq5JJYgv+S+RxXTPkuTo0vUmczLKxe5YsLcrmC9I4ZYl2JM6eEOmPYzJLXSDE/I7OCOwp7CpSOZE9C2SVYz8o/yKjto31esiJ6CMCsdPwYgemCyNjVicmOHBgmWOcaYJIgvpysh6bXZdzarUj8v7VWc9D9RfnRXgnaWemCKpXk2/qNP+4uz3Ja4NjyXLybm37Df+B098acvqRMEnZDFtlyXdywodiyGoyKqZbJ1uskdBLrBZnMzaqtfBUpn2LdjBanayaqtpard54Ll7lSq6LW52L6pIZF4Ry3XFgXkvY5aZGsEIdDfyUwQyxuL2JIIqpKmu1tbccxKbumOhW/0Q8m7sXeib0mS5sf4L0yzEFVeCxfS9V+hzZJf1EhxXJG5yKb+STlUuTL3F2WGXPGjSzpDwyCx6fBe4oQhJdyKbiqnI4Oo5/AttPuyN8ac1W3wjz3Nska0vp1FeRuPBJGDmERBFc+6L83nS43/UPybYfwemxbWdPJexCi/Xi7HKrl9LIq/HHZCh++m38aPpVpuINuCGXLG6r1EohEVYLEtW0kxYuWbgUIh4em9E4IWBfuVUl76QWyQQIsdjcxQXUkwM3jqXzpdt6Tk3d9d08Fii13wYMRrNIikmlytJESUko8iSOaliiqzNlWkjbtfS15/bWDxo6uv2UhTTcodPaT9SM5OUdx09TmPPDE31jSxEs9uCe5Dpk60+x3PJzIiLG6j8G1r51wKVPsOBzopwRePBC6lssSQ3c5h7ntLG1vTuXHPBT2N6tVT17mTd0Ml9PBc5KoL505VK0ZfTlIHT1FU89z1DjoSUwVISavpBbBGlzuNa34t1WD0sVPYfYtjTd2FC4pWjfQnuZM6MnS2kvTmHS7Po9bn+yNIIVT/BMiLaWEROBVwcqZGjRzI5rHctoltUvWn303Um3oySxLfBDVzJy2FU86R2LoekrJn30tYicmXbsQsedckddZZ6UJsf2IIWvwPzpBGtixczpcekIjg99NtUcG1HNpcTLIwRxSylbiKeCFpfSSIvrC7kVI2dyPnSHpGzOjXUl1btcl8o3Uu+kF2QT0LMv1NtHpXCzmdxvSGW4MmOGrzpPfSCxHgsSy5PQlYJ+m/gvrclcNtVJJEkbmyJhk1XZMFu/FHTSTwJxYajT4ILscNx5LazODxw7fqKXhkU3kSrwYmklUun5OWT0Fmb9uSU/gg3Jnk+D1ac6ORrWV1I0xciDEmNMMuf7LYIrpn2LM+eLyUo/bReNZRP8xaJHSumdJz4L05MqDvwWemCeGUjKJOgpIqpk5ZnSKVcidY6jWl9HS6WSmTrbBHpZmREY1vqy6HEpeBdUUx6UWuRciIN0WIXpMw9LtE0vS/QjJg3OqILI5rEEaw/zpD0s4Rcs9Lotc29uNXP+tx86viCEjdNtVysfJYnDPIrMhaQ9LER9mSyWkISqRbV3LaOH8D8kzrS9MliD2Gi6LadzPHkj9O/fRXiSPqRHcvtZvpuJxDHCQ02bSGfJMlskli6OjKt1zexVLOvNYsXUkvP+CDlH+pCXUSVl2LY+zDXQ5YaL6IkhaT6TlwtG9JI4O5jSylilEweC+n9Ry4ZctpLzwO5EpFoL6JK5lFxvSv202wjcsELsSdmRY2zwRZz3Oz15/Sd6dNqdi5KwTJPfg5Z02wQqRCaNqJVmhCkvfTBzWWliP6rD+o8fZbeEb3/ADEdyKkcj/JelrVd9bk9GZeiq7ayeGT10hMd27HcwSeNPD0tpbghdSJlkPigvgq/TMEqw1aSXpnHQhcMMnPgdo0wbE7EMaLLXutJLkoZuLVfGr7mLCqppJuLohvqS88H00LcTS/sKjuzbTjoKOCabMh8DdRiDZeWT1I6EdNI0gklknaroXRZI5vwRpGkkLWYIRC6HnW5zMtpPQVVFj5H21nyTYnqf71QxxpghliIuctiKr+5Gxe5bJtqWTlxovOiVMx3PexFV/YlVatPEjX8pyOBdWT24X4UfadX9KFw2IY0YLa/uQyUTp6S454eemUTS7Eou+CGSMsXLDL4JMaeO5k9Mm3wJU30xKHte3tJj5J1ktq9HJuSHPFZQSuGxHc8nfSGW121LBfPDVV3f2r9b/Y3LK4FcUEbkn5O5FQmvnguYJelzlcolEmSxL07e/DG2Cz/ACcz3M5fpqehzHopjwY+SKlnJPVGJpFMM6wbqcMvddNGiEQW1mLl9MaYG1kueCxgvgmiol5LM5naBssKNYaJ0e0UQ6uGp9k9dynb3fHNXpp/f7TpycyFa+jry+x5mSKajlLVz3WuNJ6cFh0u1iymTmIIRfW2j0j40TL1H/0/YsR3IRmRbmNM58FmbuoqakOMyXL8McENwZ0sXLrS5YSG3pGt6YekDpKeH6n/AF+yqacsVFP2btU+5ulNnvq/YTN9MaYLMhl7ItwXLG55L6T2Jekm1dODclL6CmdIpJ6aQXqPXV+S7JRL6mJGosP/AEJPHQccKfjXmwd0W0lWFNZjS+ifbRcKaxNy7sLSRkfUs+/B9T2+zvq9VX7fYtzPwZ2rxpUuzk5ckrK6C8E9y57HILyXsRaxz5I18nsQqiVpzVIVPV6S9N9WCytrt8D2rBFR/vSeopTksyXUkicv3IPYQq0b08G+Pc8cKJWqXQu9JWGLd0tjS0lrnMr6UJHjSxe5gZHQzggwOFFtOV27DTXnT6n/AF+x+pV6Vjzxxl9jmduy4GvGm5fJHcnVPXuxnKbtYRdMyRTpPB4029Xo6sU9zbQsHNgsYMfJzpM6nVnguQmJEHLddhlupAubVeHrK1gdLfXSepDJoIrcHK5J6li5TtY7tGS4rcpGk0YKm3ZrWqvpjT6kf08f9qyyKcLhuWzxfGj5VYwSR0OUSqs9HA+zyVJfBVusRVg5db5LkUzSJPpp1II6iQ9r03fUz/SRhf4LDZYuhwJdNMGTb10mNJg3p50aZy630vlEGBNGNMEpl00xvsT1enkV1EDVLwOhq6RjWOjGbd4t8HLVL7dtaV1y9XR21SmyxpCx1YqKLfdWtVNEiWjL+pCXURIo/JzV3LTOk1Eoh++sJQRpvSU9hzIzGR25lh6bV1zpBnj21lnJDujsWPJPfS+r1WlULSNL1dZF1Oax6dPYbeJITsTRpZSyrurk4PgTqlvRd9Kae74JXqWNLaRTjq+xtp6cD4FxIvpVVtNtSutbP4Ha5iC2CBWMfvpB4HVONWW13Dkh44LFxIsc2BbqLE0ScrnSrekNTVJfBeNKr4Yhrtxw9IVu5K/BexYqU6Lc1pseEPZQ5Luaimroin9Nx3LuWXvKsSNd8HMeqF4G9aOHf9Je9OlrLqzbSrfZXEtMlKY/HAmSRuXtSQ6efyKcaX/YxEFl8ltJyOqMnbSdHpMEkECZVuUTgR7sW66N30pV8Ex+Dmhj86czKqDb1G+6JbJVLRfg2uCWOpDjoTipFv2KZyYgTTkl0ykOpEbi6/Y5Twy34Few0ncWl+hNNSaRBHBNCmrqm4L0mddyilzcilQvtW476KO5tab8wSs6SRVhmyG0T9Op7e5LSfuVVODEsxJmPBuixYlHjsSlZHkUngcDpRYipaSy1JcSj5EUpGPYadUHqX5Inc+kIk9MEYN1Lk21OBUy2yZgmZgbh2HrfJZydTlR6WRTtjselHLR+5apHNWkJImmxepn8N5Jq5vbR0Vjl3EzwNEotk9+CaXclpKLFmtML8mV/wDsepfk9S/PDkzpj7C9tFFe2Dbd1eXpExV0Gl0IRHyOl47HLMC/uuSKqr0nLRnIqVZaMuNdxzg8dzZ+DY0Sra9yX+BKimfY2VUvccslNb3R4Fsx2PU14kl0Pb3RNLsN0/U2PuPbT+RqqPxpD6mBbkScr+CMIq0Q505aaTMMVTqnxI6rXIIcmRMQnol0Wr7Frsg3RBYS6Epoj7vqf5PVPucy/B6oOWql/ahzYhHdJfgdRZm7r1HmR76b9x10qTmsW6HhHLTJH1I8Dl2Hfm7DlZJRz6cyRy2LloLliDdEvsJOxyNXHDuJVWgUoq2rb2HP1PBtVku2l1cc9iaYckCaRgvpM/hG6EPla0Q9OVJx2LtlKosYLuC+aNIgguZZLH/gsQyRMiLG1WaOYlUKw334Z+7atnq/Yh9uOIT9zav21SGSupdFnB1JX7n9SInbSd2XE/JTcSzGllrTFnSOVL6EVVueyP5vlkv6jqPVsXgVH05rf9xDd/Bkd76yj+J6n0OXoSSQ6VBNd/ZEUUVMUf4L1N+MDhS405cnO+mti6N1DiScdxQQbiB01dCS+sJWJa1tcu6fyWuvI3QJuuZOapueKhd3P34fWxHFV7jqbwtZMTJbTm1tjSasdSEiywQPs9MaRGnVkP6fyQp2nNdEbKmvLN+xJIfDb+aw2Wwz2J+pUh9iGi1Baw9zHNVkyyZiCZWqSHFR/Fpl+SFStLvTldxVWLr8Ma+orVH81Xsh8ke5ulr2Q+dv/tpJs3eroRPUyQi+OLwif6fv3z0KksZ4nfSWySCCKuuCyLo5RbckOxMEQbu2ij5JRdEKTa4k3JYWkXk373Zj/UU/A4x0NtCbYklCXTzxY0xpVvbZbB6ZZiJ1qdKk/pIqqlnpjVEl2bnpynM0elHLg5RfqUppkKkn9NfksqV8DddQqkUt3NyyUyepEU08dPm4vf789UfTqfVcKOWuPc9VMEU/JzOBtEou38G2NtJyiLKxBLGM/wCgyG4LVV/Ufg5fp7SdFtz1FQkjmvTq+Wrmtkrtnpw9+F9vJe5ChEtzpNa+BUfSUE1dBN9zOs9mWt8Fs92dWj+HQnV37HNZeWWbZaxTN3Amh9UuDmiSIk7Gy+430pe7Jqi5EX4oIVLH0i335alFKoXLTwrXDUmTamKcac2C2DOktx7jvLZuOVnIiCSU2j1svH4PTT+CyRMi/CIiPqaZPVKHsxr/AGpll1gfcjSUR0yKKTdpumWerOm6fYyTGrOar8jhp1eB7bMzwLtBYfTgzLMa7eiJ7E8T5ZZiF2JqUTf/AI+5KxzPI3kbrXsS8djlL6Nlz+v2Od7F+5yU/LKbz8FSwyNyq+Txw30mDfmeDzozaiaVzTcvd5IaueSEZ0nKZiS6sYMWG6eb207+5Ot9W1wUt3sctO0zpZXLoss6wQ6Z/uNlKsuK8x4P/lUvc5qqaf3YnQ21HX/ivsyxtgUosZO9Jak53uq8HJ9FHL9Je5sqklV00n8X6d/6kTTS35qFNWTa/QkODaXXyQskPhg86yzdhaeOo463PbTJEx7CW4uRtRmCyZlLyc31HWyPp0bae+nLEl9WhmRrdzeC5Y56ZfkjbHYVWNLabvJOl5JqrSKttPy+PlqaP4lVo6HLTTHYn/iTikSvYh06xu9yx6SXgdTcUf3CqVM+WtKqNqurEVPcqejMVT2g+pE914L+t9dd205VYaphVdYGnnS/FfJuqXwQrIu9w7dDlIRfBtWllcu3U/B/N8HLR+eByyWyzXAyrYy+qJNv1aJXdDS+rbyjlcsxY5Kr9h26ac34RDphf2shUEcO2lS2d+57jZ54+n3ebC/c6wSy1kRJJEHpbNv1H8QclO1Ey/kiqf8Asi+6SNxCj8DprTS7o2/SiH24NqUaw6beCrbWczLPh/Ua9h6ot3NxLtuudkKpHPjsYMcP1PYh/UpL1SXiPGv6jy+G/BEmdP8AbIT+RQT1N344YSlmOZ5ZMo20q8c2qjjskv8Af2979Oli9JFJFdm8IcfTaXc5qtz7IhPZT/aNlm0bPqcyYtvpenQkWtibQT1ZtelhaLVKr8mcipXQhacp7jc3pVhW/Jmn5nSNOWkvYlcEw15Ob86Q3fVXa9jM8FkVU1GCdzkmGWak3VoipbV2LUXJqJ4YRLy+vcihHMx6UziSh7Xtf7eR01ZX/AVX1FbsbX/NJuOWm3c6jddW030fTu/56x7nULA9tNL+Tctnyyd9u1KP4P0/lk1uZI1mV7cPtpMHpJ0UcCq3XR7lyDxpVDV1pe+lidw27wT1In4PQjmq2o5Ppur+5k0tQQ6fkuri1zgu4J1TjgwKVc3Nou9YWOCxNUXIjToT/NpIl8DVf8tlo19S3ZnQ6fn7cV9UK78H0n1yWVvJ1rfanA5/hrwcvqOxG96Z4L6c7Xgmhql+9i5YxrctpYemB8woVyYgtgzpJnTOifgguz0naSEYLHYlsdNXpZE7/psU3ofU5XOrjOTc6JPRGj5fkg8nMQrkTLJL6ZIp4IWkvhp2xueSLVG+mnr3OVZ6F/fTfV2gX8q7Inal9iXnokU/ktEdH5N9S3N4kThKDbNolEUNx4PUxfqJOO6Jpp2tcTuY3GOBN0X7omI47GCSYyctybngzGmS+DlgmqDPLVnwLZVjueugvS479CZRu4uZXJ2otBZKOD1GdYppJqMwRuiSELqukE/4OY5Uo7m7WEctR0ZzU6XZkiL+bF5RCu5JpfqyvJuqnvYb7YnSlVemSV6auKxcc+qC0Qu59OunbL6DuvYe5m3oUfUhYgurHLJNda9hxan92PXGjE6a0kWvwZl9jtwfqVG5Ms9zek6c0jiDJk8GTuXZzUotjoRUy+VbSaKofBNViyJRJ6iHED2l6cF+C2mSaKbG6tQRSraQXleUev8AYvMcMUqe7Llkvlnq+nT+5659i+79iUrzkitSfp/Vq5coin6vwRXM9TbwOmvPX/021awi9yOv9Juq9ypv+ax9X9vwOn+akW6mnzYj6dKX9zIV63az6iT6C/TLvS7p3FuGqSOGxVPBdmbEF7npg9jBV0LZOSmH5OY56HD6krg3VjSPckwXOhg9JLW0h6ePHFJLekqPwcuf6UTBzKDlqZNVyVSyK6L6QWuTU/wWj/Jd67v0qo4PBb1LGinh3E/hjUYyNRLEsf8AhsoWOuihqasin3K/Aqtu5Rc9KZTaE3ZL/wAHXXavouxXV0iOBW0zrccuCdYJ6HRsusoSIPJUiZNsm78kEF7kEohlzOk4el6pOlhMg5ixfJ0P9HKoIk7mGcttLltVtyyanJLd+x5N0nbybqrswJvuOKdEjd9RwvPX4P4a+WXc8OzyN+eCKndDqWXp78NtI65lkJrc+um537I27YfcnpX/AJKvLhlEMnHtY5VE9WQvk2cCl8TuV0P4E++i9tN7wT9OnBzRvJPBYvSYJoOz0ycn2bkZ9xNq6zAqumudL4LL7N0WNtKFNL29zqN9FgurGLIzy/0lkpNlLN9V6/PQmpzriPcvq6lTU0usEyqV3Ypunho9L/Gm4lkLil4Jppj/AMNzcLwW+pVP5O67wJvoh7lEJsp233T8FXRSnBvoj2eDnprX/wCJyzSu7O67H1HUuaJLazI+GWJn+NLrBPpQvp9Mn/hu1e45akciOclosZ0uYIT4LIumXTQxuRrDLUl6tbcbknS5tp6mJZyLYj1uRJmC6wQ2WyyKFfq++kF5rfnBbbQvByVJnNSy6lnpRFNksQNrpgltmTmhmNN344n5/mY4Uf8Agm/3PUtHZz4RtSdLc5XQp+Stexsfq6i7jl9Sl3j+U290Xq1Vjk6kEayzmUybnbsoGN3IYlSofXzptagsemT0XJ25Mk1OxCqLPSTFjqXplHYsc340k2KlmIpLdfJtqUunTHBkyZ4HwYL6bnptdRFMx4OZDq72RJe4619JU09+C5hFm9Go4fPE5Fu//gql/VlnKl32tYJqppsuxbl6mfV+RPY9vuV/TeM26GXdRdi70os596SXLZTN/Aqn1TkqXksyKs6WIXD5L1OCU/hEfTlJ99IRBi51LkQcujpYqt0koui1uCUbvxrk8rDEmQ0jOltLOTHDaS49LE9TtwyXJKfDL509tZjXOtxR9Ony4MfuWPL0lZ7aWRiPdiaiEssap+WX5VaxGevk5naDar9E+5uqabKrNSr2E03DX+hNeCvZn/JFc0+49ks3erSpliRxU4ZyX0vwbsCXpk/qIqyS5ka22Rgtg8m3bbudi3DJBgwThk9iWdj5Gt111IqguTzL2MvW3FbWKSDzpbXJ40uR3HR9RT5Nyqt5R/Dir5Jat7ySkX6Eka8tLOetfFyyn34rDMMa3ftYy9uEhKvoTS7++u5uFSh1PPTwW3NddqN9FUuljputy+EUPvTDHDI3WLK8YFeZm5PjXl4JIem0ut/cZNP5I06KdG4GrGCSasnVcGS8ayi1yb0vqbfwej5FNMlrPwTuyctX4441uWxw44MrSxEfIqaOnkitxHcl138DjB61BKqSPV+xeqo9E+7OWmmn2Rdz9ixdlkTaktaL2YsVeCWm11Joe6nxpHbHkwo/yOYNsVcxf+mPwNtSqK7m1XXnJ/LT+46SmbHwNdhongguyxGH5PUSmjlolF2vgggxctrnXb14POl0er4MSj/Zt+ra1mJb9vsP9N7tx6VpKyZ/4foR0RnTBDR2M/cjgh5JZ/DXueXm/QhuF2HTlDh8uCKbeExqhyj1R5Oi8kxW46lVCU0VLcSpqmxtq7wmf5KnTj+r/wAKmU9eUnqNNIS+qrMaVXL0cGVUWQ2uhDwTJJdFuGDOl3rBO5l0yTcpQvI289BVVuS19bk0XJekQWdvsW+/Zl3p4f8AwZfXTnXxIlTafUPrVI05meh4f7ljmmCaqWKqPYhtv2UiazS/2PNI6bQ7l6UNzgZTfoNTdHsdY1tBMIskW0j7cPguRrJFMF1enOisWNtjCMdTp9nxxW0vrZcUf8CmJJYjdlL9jkx1Q9xeb9D/AFpSngtdI2p2Guw25srlM8zpsUqZvGTNI1U2/ax29ylItpt2xX3kujbBLtpG1/HBmEY0kwWIqzp6eDHxpLdi0wSmTm2kUqWiHkitaWuXkW3oScz+xf8A4d/v7lmj9x8+SRbZ3FVdLiMpmLkxi7ZNXq6J9Bwr9BNdC9yd183HU/xgtKb8jTtW73Ha7FMtLqieYdPm709SRLL0qBNWJa1mqy7HPVBH3+WxifdH/wAySdZbQ05scsub30wdUbSaOC3/AAMa2L6x9+pzbuOMdhkJ01Kk21fgv+xHnuVQWy86ZcQeldxuyQqtlQql/UQkja5kt0elV4giLruWuTeTmO5g9JdpMn/BNek641udBXLcVzdBUlUtiwmc2H2FboSOXk5qp7ES2ekuTBNL+dM63/4Mf8P2uTI20l5R4NtKp+DEQNbl+T+ZrqStZlfgu1c3fjTcupPWFUPflODLfu9HJDVkbko9zuQi9j26k1demkImZ1/h5OdaWgio5XOjhSRNvcjoYaL/ALG4scsQJzY5vg23JiS/sXLyyKU/YtkuefBP1eWeh//EACgQAQACAgICAgICAwEBAQAAAAEAESExQVFhcRCBkaGxwSDR4fDxMP/aAAgBAQABPyHpXELeIGmNFcXNO+msJH1HWmP43upoiK6ZcV6NzSfwMtQDuZRl4EGW4qiAcQOBF5cHkUZe2Bn3d0zMfSYxsblpjcWj/Vw+IrTyh8de4eUt3Ld/Bgl86zLwmodqitx1qIzVJHMePPcuBPA1DdFP8pbhE2UMdv8A5uZZbcpYjwyZkFqmVbB5V/EMzyhp/Ubo1dn95ytdNQS0KMPc9EQ1iY8j8pcrnCAB7lGI4tMSnF+ErVunDM0Z+0aAo6GGklN6hQVh1BJqUquJbqHjPWFXb4mcx9x0Y++UqW9IQDDJKTdpqjyTnCoTXLxPK69RON7aRJ8fMHZEczCKOuZ4J3xBTcW36i2QutEH2HbqZEsWiZ9sLFemaIuEGxeWTmF0pYFl98aFxA3iUcCuZ0IjcvAaSlcUteow41a+4+g/CWASNVCvwRcqarUSXxaUxWjt9onK/MoVXmdJxNT4y7c+4u2kxBcGlHKXVeNnMUhpg+Y8+YOSPZnsEtqXrcvSwO45NbSCxTE6IRFZpcFm6njPTLuCf/X8AQ1+SeK/uYXlKiPLCUHwFksmJYLMG4O2FX/DcQLHVuCZION5jJpbj2mJYvh/ZR0ab8uT6iGSOb3jWh9r/KX6a4wMCwDTZUojzaX+yDo2nDZmUhpps8MqQtVbuXpZMdEtjnUVy6sunU44KvSVNhESJbHiB3U8T2inlKATJ3HKZ5P8ALt+k6zSS7Te3bBFNrFduIp2/AKxZslDEK+mgrAfEEXr4yx4m+XUrfPMFaJ0ZZd6lLfPUKh5lRtIAyXl7gV4IKVeHGJf4HUNdD5Ibwuwhnd4rjuBRstW1HBQw1x3KtLopmWS8KZShwrMCBvB3HhAZpqM4zuZ2fZBycytUxZNI8PcpnhFhTmmVMu1oFHnEu89QO/5MUxFPTGiC8hjzM85jqf2iMzFNJkp/UJX1PBKLiRuJ3mRlZxM3yfcoqjGqcjiV5mCUkFFXT8SglPMuLQeJmKHmQNnYn3PQmYbzLUgt+WDVsrFRDuYlHw0O9qWe06kNjUAAPH9JR4QVfB2nMDmOxcZdTlXcPKD9I8095jbHpC5mI4OINcB2q91HQW1HeJuYg5lvhmJe48BZwiGEgUud1XwW/0QyKHiXYfzI6tlze4xI4XW5e3LimEFF6RbTWcA/M0y0dVxMFQWJCaQZwTvq8MVx+MpVWxS1EbtE2HF8zJsEYpeCVmzZgWLLLcw8UDT/pHrC2JVfiwAJmOyVIIcXCM7JwtubMNtnxZBxEQvU1+NlvxUsq8TJgxw29z6O4O4uzBUzDVMS5k5YZsVo8jLL1Cp+PiV8VBRTUGqUezUSt+USilPMuoo+oC9SBkMcSKqpVQwCclgwoBQcxb9Klb/APdx7yHEXyy2V6q/My1vPmBZh02IOrvUymov6yti07nBLuUGfp0mPCFc0YMt83DiDS6ikVUU35hHO4zMbfcys/upe6OeIwXBPSEpYdxwC05ipz3Mr7iW2iZ+kodgXMUtTYcsEoatvLBXLf5jdpZOyALmRwxg6Xg8wdnDdcTMntij7TDDQIeWMqplKC1G1wI6pDigO7Hcs5bb7MQ94YuZkw5rcJBpkwijecvUtyvOG0PjEZiLgjo4eI+sP9IAscxqB4f9ouCHfM1n7UoFZSPQGKtOz5LwgwQi0sZr4KlMpFcLcBcyYcMr4yTVJhOTL8yiEtRfMoXi+LQeC+xLe5cYpg9j8updlpoR8ymrlYuIrEvJtNITZs+EatQ4xAAcqR0uOIxcuXLl/DCxtuHkhpWdXNiFUiczKAKZXmITPLmAtv8AdS0WAXVMQyURS1yXKUXOsRc2LUIhfbjIORdcy9Y+IOIEuH1TiXjRrMOgXbuCLp5Jc9IywVY1URkX3B7bdMDH2dxVKpq2iItLzzG62t4guQOkXvm+oBHIsHmLQ1RF4DAaj9ScQnBIm/slTANDiJKVd9Sh127liwTu1KruW/oB3LgwBVT9wyAtdxkCX7TNJZdO5S34qRaPURZQy8NzGsX5ep1TiAu/S3iJFUayM1nMsh5YrqL79kMbsZnWAZhKGghGHaaqKm8mo4tyvklDGZUMUaN17hYuJHF6mAWDzRiW9wLuAMD8SthUp2oGIg7Zg1mJ+5n9+YhWq93OBXMHMCf5JolNwRqAUUjVPoQFat8519xZvg+0vXKfF/wfggRpYBre5dYZY5mAzAvLEyA9xgzatjqCXC+6jEjdXplKv0J+jshxTXqUALU7bcQASkl81G9cuIrzboizCjBGoeZmkbZYXUS9Sk5jlLXhlXsGv3LrbjuNc/FgEpfqO8CVANtwxqpWb4ghYHuYHWiVZqItJZzABFKd4biJWA/MeB3aYwVzwBc7JQ1HiLjegdTB+ydAEXArMqx4hBXVwkcVob6nbEu9kGFatQqinxC6eyVA9k5gHpMlq9nwZwVyhJWblwMvFktkWHHUwNIiNpwVL10ncZalCHEXOpRh2n8vmBtjZxEFYeI7KR7YDoWK6xVRRuY8EzMW46AGKIimL0QFUg1cUShYKJeCKGCcLTzFQSO/EuhMyw8RLBY016nEBx3Nlv8AVMlESZRuAf8AEZjaMthCcTdI5OILsxtW1c7STDpr3LRSWUTfmbEn5Qd3LSMfmUYTrNxNFmGJvFURa6mDdy8uFaoNMe5+4Nkzi3cq1bBhcRogFlQzgjnGAAvhYCjaHHcsj1dQLIqywi2NmmWx54mdv4DCG96oGauAfYWS2WjcalCqBqHUpchTJAa5iVE/U2aDSYQD2JZdjJj2ysVt4l8Ae2ImWaI4C5iUC2Us1VN+ZdRowxCqwFxf73CHCmKdkyh273GGGPCpa3r5KgZxX4mXWnTE/REq3ErGGYairiW0xdx/mOWE2gDsMWiVErVt1Skt/RBrZjuIl7GKiXcr1EskWUeVcTkgdczhIY9zHYqmjFWLIV4KYhsBqswNFv3CZb6gWysw+ZQGFWo4MN4YVpHzK1KKUl7mbwQJWTVw8ziKfcrpmx7mRlvwO5uSeGHQaGEmVaWIafpga+GI4FYv5ymRBm+bRlpZV46QkVWmIrquppjO5ociexRAE1cfFHkmwICwKBcEpEj6QywCHYha9Jado8nUZ4G8TP1FZJggXO4QXvVS01g8R3lfUVnm1EBZxAjEiuJyWeoJdUE9ya3UoG2adTVRxjuFw7iDCo7NckRynLHDeXmXUS9rE1GLnogynRLmqWWrcfcy3SxdomqpBZo9VGMXD3DqZgGUc9sEUG2JhA/CWsyY+Rg7ePCTWA9uYitP0Z2BrzKwbeZQeuMsgxD1dDAAwv3HHaeoOQ7jf+kQihYdxAcFpyU7INFrkDiDcUGUPDplJzmeSXuyfzAjvcuYZHPmPRKzId3NEjR/KLcEp4hCV8LawYpiGUsWpLAaVy78TYNcXNsU7dMooYNzYbxicReIaNnHuLAFjVzCaTiVdQKzvLOIyeLiVw/Ms4Hm58z7wV38BjIZJ0qlxdSXvdQJvjGAFAqAOU1KlRWJUAxeu4g7ss6LKsjrU9CXua1ZxEpdXcRJGKDzL7bvN0lzOv2hgxm1k8vcDJYOCZI3+iNU2ZiLxrkcHUI2sZWBWuzG4va1+EtLycBzBo5LcxdF8hJSDL+kupczknOXqIFDffEHxkr1Re5W8bFlf3TkRrKpYNsRFNnLbTNWFDKcsBftjsXXMIEq24zAJG/cQFvOIagpN4iieY1t2mITdqDXt8yg03xGzJ7JcsvnqN2pdWmF1kkF5Poi8JWlmILbyu2PZxHpI1XdIkbzbEiNcsZZFJl8KzPGYcxLSr5mOCxdPXMbb1al9sJs8OWmLZTcC1DeoHA4xas+pxkEq5ZBlmR9QDg5UygwwyCnqNA6NxLlWbrjyxBWATcELjpMkN1EP3KJw7lb0cxP/RIzQI9v6lZDHxBh1BvpPNwJl8KlVqjtAjb3lMzuA1ZYVu2LiuHoqYbc9M9Xb8xyziWo0bliifJNL+cCs2SvqWDOriocnZK7ok/1oJgGW68xplceJfjb3ORh5lE5eKxMFKHuMYdxjFnRd2Mqq6GHDzMIBXcKF7WPuXhw9YgmkAx1MADlNpynG8ZMRGS4Wf3iGW7YwdDFtfxKuirhmRx1Fkf5iifW5Zc+HiJI0h+CHuZk233Bql1P5G5mWZEwdTlH3AzigdZnKN+tRErT1AqsAxmdxwvHlMOJkm0uUyg4PgHI/IwqEOv7JkCh5KYTvaHqHkGagBfklL+csOhdq8+YMMnM5XuGsxaLl8R49S27juNVUG/VNQg8heZlbI1qM0Uct9w4gI3ezKomTpNgpOJkWEwQym6PMKzgJFY3GVSnmNt74GyCytgblD5mWmNrxMdyrc2J/M0rRuDNixHL+Sasva+YIBt/iYYn1L80YLagKmmXxb0XLxl2XHNZGGdqOsYl3eGeAq6+FN7yI5jJydyx4y/qFdrH8MwhArB7PiUrJhpNRBAeYhPYHwT5o6l4izo3OHOIhxhpmCYErnuIStKV3CDT2l4BlG545JoABO1U44lsbORBQB5LtNDScVDpHLEqjgKmS4upgMYjQlVMJucWzNwhq5V8ldS4L7+LgcsLGQVUcejhilrzAB1ClpqrRKlugxLVqpXdzKsm6dzi5ehxzLclkUPbqXC9PMCtLg1LzddxvAeBKKdRFyUSgxhjTFmH5iwekpoNrCrjDXcxAUTB68/EqaKjaJWrmOaLtqLem4VM1uEVj1UazswSsswOJiJWSc4GCmIZ5QmDmuKLyzDJqvmUFW17lvcNmziU9mJdbKRlNb4lKqqmTTxKH5XxtBO0i1AY0xpb5Ja5agcIZ2IaGADayiLC1HMVYyXCBXCby35IY2olCglkzowpt6OZwUckOzUXL5jNUl4iBBUsf5I4MNchK2XpZZe/2TLK87mYNPuWywQ5uOQ8wODReI1osAgZY3eJiWMoKb8bjWLMV/UEVhE2p9P4jZslkKCh1LFDjKEGdTCX0mol33VT8IVEyrQQLsgxTnn3KMjUtEtu4XCVx1Hza+2SJEynNkuLFbyhfgg1l1Nb7h1FkH45iDeAqI7CaIA/zG8/iG0CJ1MuZ6IWDgYY84PP8xGXCLG9JacyDZRmCE23iPem8zRBVvuO2o0PeNgxfhOMDKI2GNjKVhlULfaEwbYjCRn6n5QLDXyzhjRMBX3C2jwZ3qilXr5W2TYk30+jUF4DYalUfLyQBu8WZlhN1lcppuzk8QsKo5mrCvmHFWrsh9OAN0+5UKmbBcPmyzCZqMk5lx4meSMvBPErpep61gi98vETcMa+8w1bQ9hHsW/pBXHMO0rqaOzxE0BJw8BGYyGpbUF/CMbQHUzBG7EVly4VjabYE4jwCiYSGG4xeZdU75ljgzOzZLLlOoV10bZu2U4ioDP4JhmS8yVbEArBtfEwUXvNJLtFdG5a1qpg8xIviYmJ5JQOHz3GIUnAl29S1TVzzECZp9Sjks32VcLEyDExsA4lSwAjGcIKXpPEwqWwBByB2y5lWpbka7iA0vxURuvHMI1NexgwmmOGjuKOBBctcoBTEN4amsDFYPkqOdMuJYDzxLhjBgfUpWOZYtssG7fE2NcSxluClwSLRAM7sjEoRZV7xKMR5EC024xFOVzGQWtmXdCskSdjNQrTXS6ZYvqSgyHdx1bAcYlNjOGIZAAsunAg06lMjlXmXzKTmorz+5VtqfEp4QDludE6hJn8Qukgnm4qLYdzZm2sRwGpTRfMMFBibB+kuoTHjuZE4iy4Mw18RaxIpviDaNH6Jna7t3MkA8f4lS6cE8Nczqx54lroL1v7lmQ7LgFuOGYldQZUjDN97mL3io1KKSNPaa+0W7R3ASziZylct1FtWibaal5axG2QyVahirRvk181uUilam6EqxYxcLFBfc4L5zD/ACxMwdNxkoxyxXNkOL8ooNc9aheF3+JdjLAsbg63aSwrpIaix9QAEVHy8SmKYsLvuENXDLAxo1LbKVWbhb+5zLkFqmhIpQUfhuPEbO7+2aoAlX46lRllQ17ie2OeIVCXCSDX4xEpAuanKduMELcAvfMHQ6cs1ZZKBL8zGpD5tLeNw/puBdBp5YS2Tu4SVQzfHhc/oSWMxP1LCwzUwGnp5jig5Si5p5lhu8Dqd2X6TGBfOIB4K3wRnwGvMLtiWX/mXZhGzz8rl/AxluLLjVX3MgvSzLsCmL9IvVq7o4lmTKxYAHu7g68X1EF08LlC24PMQVMxaPJiJq9x6QYoEGTuWcmEORtgWcTracVGgyzAp7gvrExrNumUcWL+J4Ag6R5MXE3YrjENNDk5hje5W2UKqS5C04iypWaioSyGzuctHuZMHrmUHDbazgcDN7DO4NRemAgZ7QgR1MJm4HBs2+ybtP8AuPYGpXLY2Slt0I4s1DILtzXM5SKN6j+4Yar01GLGJiy9wqWBgJbbCj1DvpyqCQ0+5QhRnEdVI/c2mHriWDh8Jmcyzua4QBmXEqQNx21zLrdHuYcLDOQIVWM7g8lwidCoj0WszUQjE7Uuk7cw3RU4ZVfHmW3IwyfumEq/eZRQKuMw2v8Av9SzZMBfEKbmbD/kXTNdzu92ev8A1yhcIsTMdOg4igeYZTEGLqWRN08xCdj8HD+aYXnYdypdhWJfgtlJTlU+ozPEXFSZqlBMQPYPUriD2J9yEM/mOtg2qZX+UBXRdTP63uYlnlMcrgOTzTAzZvEzCWPN2koht5ucI9wUpQBK+yAAauSXzahe8QhkPNsqJ7mNkauXWyipbLnsnqGNDO5xGudXmcO6zN9VkqoVmsLaMNug7uFFBuM/knERh9UZgycEpesTbwbZ9TiMuyJYL6hcN3m566l+UShfAypusDqOVPLcKBlc7SdTFNJPwdU0vncUwOO4eAcSroDVGLcJqU1ZHBxLOShi3mUgtUFf/hi6CXaK7SpHl/KEp2GKlCVOa6hdpv8AFSpUYgzqLgFqFegQoZTZK1cG2Z+hbTKj1Mj3DhYv1Apj4haNRqDdHVNEvS42wqtkD+bVx2PqUK1utS8ATByIK/jLLkYsVrjyO4F8hwxQDPBDZF3HofCgj6l0uYMylyybPG5wLdQZiow+IqaL2gqrdsR5zAWhAwaWyjwZwQpdoULw9zhcOYZcrziLFDUFEmR+ID9EMfUcadKnKpWRgtZltjj5YqMc/BuShi5iWuTjuYBhmsbT3HNQTfMqW2XCOpyR4QOsJf0S+EY3p4RaZnaZ3Pp1MMox/aAJmOBA6RjbpfSLPBUVeZ2HEKCcwtzO8VuhPMbXEQuVO2dHULHI9TiuX4UDq/t/cdwsuRWVKjXw9PjqnF7Yq8TKwdMyfLGhDRM6rRFowPM/Dp6l2mv3MA5E5SNcbyQaEK13f9JhtKvMcto9Q+b3LIF/Uo0D/JB5U0MiZALBmoDZeYicWkp1c4uDX3b1LLYxndD1ACrJalIr9orE/E2pqLQipXqYeIwmQ4ZeY5gTJdpvpuCaGcQQ01qa9tZi4VZ+pQbwHUsDm1R6UK/iczcDKjmJ9aTL9yrG7vp9RrG94hoVWdlT7aKXDERZfCaR174lXdDxM0rzzL70Y2Ax/echpIWUGSKuRb4lGwpDkxL1NCrdRhZS6wysRsBdZlMlVBGrBzEMUweJnR9Qxad6lA8wWJhj0AhN62YuGcsDl+HkfZdQne5UqKG2IimV3OYgppf48TmKw9w2s5h5g1KJXl/rgrn2xjuVKZrfcNWoVFbVHUUdbHXMBUIyI9o/bFAchKOjCQOpSaFmbU9TFIzhIHfhJqQ8kWs+5TCXyQrHabvQQE51x5jGdYu9GIVrLGYsyh7LiiH7whQs9lQf7NzOELNFFS+6eRKl6vnQGn/sWIVaIoWApXUQA/sQ963jco8h7O5eZOiA+wy1OZCtNal7kJeFZm5vyYx3A3kXMC6xmLi8S+FHqBcY5IFkSXJ9IbjcSxF0YYwZlDWEAqntUoYxFcCC1eSNDSLRosC/CVLLmN3v45rV56msfqLBOJnwOC4IabFzpOGGX485r9QKKjPMSqOagel/Mt5WZgSvga7u8uovhcHiav38b9TbCZqdMKZg48kUQhMQKAoeTEctr1BK7FkNUDp5huVflZweD3HMC0ZTcbmwQQQcIpmfUDNOaIwiRwS6we0TBB6ITDUwnBiVHxGSvcpVp8Jr0xOnMRo9kZ5dkLohaVndZqCi+d0xgrJeXmUFiHJbhV9X/YYGgLah4ufgWrD74WhKvHiXiBGEmaIsFTsK4eNzctCPQVHaO48fUc2oDYxeIPMrVFvWdTHOVdQOgNNMQK1ceXhDMSXTYSomLlLvRcu5omlzmZA4x5gaCXQwxM13EXBcci07izosSmpzAMHGR8y9pvOfhcNQiseXzda3GVMnj4JtKKmrg/b38+Ir+5f7niED7jt+iTBC8Cc+J/RRwPU0tWJMR1ynBkqxXNRLJzxLKbcwKErjuSxgq3D7EyLuLmxYTdIl0fUwIZxSFW3YwgSCzUoG4ZhAKW5+VlA7B0OvMF8B5s5i5lE1t7igDbkmrMwRxFwzXeAxL0fpSnIB7ZXIzeMRe/3ncsfRariOt4MUNzakDpqdgG5SoZWOn4NSU4TbfPMEgVpXk8Rzticu8dTLei8swFqZyTWIMIPxFXJfMbOnmBNK/lK7NRtg/MEa1B2wb5gs3MZvGphfCmUTlVdxYJVzFZABtFmMNTT34D/qFrGYqa9fGUrL+McSpx84lxaeEcsuevhbll8wD3MevFp+ZgTxP95tty9uZ4sQ+/8A5KzQ5pjeZNilygK2l9vqBNFJbIq8pwJtzXURIS+E0bKWj0IAxXtHVbiY9EQtioVNMXha0oorY3Gxsh9bgUWnNdRpJ2/Uzg4lZ+iUuNQduthjqxjUtnUtyDUtVzBm2mF8RSoL1Uap9w+xVGZlm21GiAppH+4/ooOZRioByvMuFNeUrBg8zz5h9S4Ze0CKpUc884Z3WJYxOY/CqDWZWs9kRz31MDf1KAZ4EsG+LLqpQFi35i3FfYl36zI2odQa8T5zGhYDkYSNpTcyFTksyYx3B1TTUs9T1CSi3MaCG3NRyghMZ2CHBQ3EouPjjfaZIlWoaan1P2Mf8cXOZgHPh2i2/AWREyRb3iYJ21Cvxf8AfUwFHrHyRKbmEDpJjbUodwqCne53Vw8HEubUTxCUnFTa5gDgzGSsBmVjScTZ9eIpSa3ATw7qEvGCWLXV+4QaWcwKqDeoqp5zL2+Gc+bLs+DIZnD2l8uoEmDbxbYwF5eT4JWWWsIgoV1mXwEQYFPUsjkYgj4DxG5U+mbk9jBUB9IllggD2PzANtepUvNO41Kh9pTu6yQG4dKliW46mMwz1HcGYObmB7aiTslWDW1JQ7iXNLQHSPpr+ZVmKSnaQWIh0wAvPcY4GvUHGs6ntheJhVVHcQB4l2GQUw4KfcpxzKU6EV15hUZrsqNKnjmUiqFd/BjLzAr75jLC3t8cf435sb/keYJJBho4+Hb18V0sbwPcJF7Y8S+X/HIPaVsdRBuukdrMIhKJUQuTdRoY3pO/nmvaw04nUwYTSn+0xC2MRV9zENVKlm029rBwQS+fCZHTtMXMSrHhmGeJic4dEZth1K0XzmcWeZcFsTC3MMBme331KormrQloZ50eI4jGiLl44Jpi+4iFH6wzFqLcom8/WVEbGGomwM5BTzChUZKHEu4CMkUeXuDhahcmN5+NpmKoJYKFU5lOeBH47eGFGjlz4gItNTN2uLGm4HxCVnULI5CEtvsJV0omGJ3rHL4hrcypoDteFO5sZeGO4NXeIGV5hhrtZ/UW+Y2XuH7EjFMtw+Reux9jFimerNHs4nErk4iyJ0us/HEV9MpiIong3n43+oOBlk9pYBxszD/IK0qbWG8M1tPTFiVFWUKhwbCLRpq8yiyi3GXVHNQBpMugH6TeP0heF3S0QqJ5YD8xW5omQ7uLesB9Q7hTAgPG4TYOa58wqg56j5TXMdwvTglU63eg8efMC3NrfwArH8EojQaX26i6F+swExj1GHxZLtQ4bZ2YodnbALZCsBTuVYYR4THLNa0CWBlRglVUWR8R7mL8XNopmnURmmuIAHJm4OMTK0lrvZCMS5PDFctsXOiT3C6+ECKcy4FojFwDpzMAFl33AUm74jtKZWaFxxDQbK0Ja5cf3HD5cLZjqxa3G4lviLZwyxnW4j6mf4EEh478vE9TJvXn41PGyC2vl5nD3/UwHx+tNHxpB+KH+BMPbDEaV3LtNYlhpysv4RFzG1zM80PEFTaMGGVFvYZgWjTVzLs19J13upkkIKbW5pCrFRZRKU0zmCpVQaYW2YviAuDzGbZSx7gDP4i5gDlDbVs2S7haMQ4UDvzBTGxmpWBtpuk+5YIq4geFdcy5hSTbFn0MS4RdipTLpufqNW6fqJrXGAi2PZihW14g2Lr6m0rkXiGzWIZalGogczkccEV5Kr7RstciHbwx4FMqtRKUt8ZmkhqZUzCoB/NNgvFnEW/EZjsiFpveDFU0BGLzaELXcyljQLgblQ9SmS1zlKgdbiuWA57r8kVg/FEZOZsOfX+pcoWD9P8A2AaQ/wDfmXP6M1Liy9R4y4sfGP8AFfklhzU0ozAG6uYMLBYyooXqN5gLj4epm8Nl9xhhu6LZSYLcfpyxLK15uGMVOO0LNMdpcg0avCB2uJIFPMtCw4xBRRiqlMWFMLLeeo7V3iWzcwa4jUw9zSRwwzAfyJdBWOyyY3OQ6gDoisA4CBF3KnuQU5qWsWX6TGPoszLeN+JLwihedVzLkIAYiNSrXEhW1X4ZQHZ5hDsG1wMdisvwieoa5g2tM65mpyS6RTVRJttoCu+ZzDWDnF8I1XwXZzM61dsPKJzBdw2zMwL4XUFM0RDYm4edarUNoNOBmPeyNiwufMatV75jXeJalRoC4aspraZPWOa64txqPMY9mGYAF1CPYOeeJ6JXklpv0cOzv3C1c1F+H/DGXHIk0S4jljRa6h/i6hBqMfEuG2cdVBgl2U4hdaUncSiMt63PUu4Fq/7lhxkgNx+EwZVGQvu3E5DwSP0T8pZTKiD/AHAEKL1HmMEtT0RUqipBjpwc2wsCTUKcxAKJXGEKOoaiZc2eIW0VLNH0Zao4NnmKIrtwQ0bFZVSvkeSF2IluO32oFZL9wXYF3KvB3ErsIi+7Go2tNrEGmMc4lTYXWWHIQt1Hfs+KgwzBuFdcTEUAOc7mVwsEWQ7vDEWwV0Mwr3ceNRLcHOBEIla5JVE95OLNbal7FscSrxuZTIV2iRrtzwitU2wbYuxmS2M1N0ZzABd2hcjDKH7SGTnSolWr8DGB6gj6+MjmYWrXVzqCXugqbH6QYeDED/6EBpTFNku4l+cx0mOks9zFiLJ9wgXH53ifQRVfMTDuq5n/AGhMQvmaUYsoTCTBC5VNiGHfNdQA4nMs+MrTzU3QM0wGq5UnnAVK08MxFPcXpWEPgsJQFbaSYtG5O7XnKZ8B3UHdRLFwmp47g21IQam9RuP8cJ72IRN/fURutcn/AJ7hq4mdMxC6V+Fl7AjXNMdh/cjlkaKczDUsPKYNAaIFPc5gruX3YceYZaEcMYo3AdHtCgDRoJvO5pP2p5xuWWlgonhcx/QCJUgBhhC6AFUQZK7Jdw3kvki5V5kzLqZtpTmZrszBdMay9UWQJvEwB7Tl4HNv4li1VzRerKoHk9RdU+Jq+NxjH4qKOoeLlSjqVK8QxrHqAam/qBc/uMf2kM/CJcw4IqcSy7D4D81cxZWVEAqY/MwWvniZ/sW+UarFehg1IGyHpDVQqOn7yoxqpVnK8VAO0B5fwRkUE1WVeUoRA0mDkQGigr1MNNjDyDC+1kmggriNAIBC1P0luLL5uIAPxANpJhN/7BJLig1gni9SjKu3ZHWpe3uaGXSLxEbqFLMKBqBFj6b8ymTSBTmba1nnEUTCY6d6eHEtuHlVwTg7SI0eM2S3uPAq/wBQDLn3GtP0slqMLx7vD8XftPyEuq6xEyg8hc3GmeL8WbigGncS+Zm2zj2QXAxp2Q1tRxNt1ECj8kcZCfxv4gypVywUym5gq5IFYXFDakBnoctS0WRxk3EJ7AxEdq/h+Ai78BL/APz4jDqo+cx5P0QUS7XEGHyTaKCY6TP/ANQyBteXuch5m/LGLLB3L5bjUGv3L62aFCwZamXZflCAw36lfgNeZi9lj1MRZXK/qZ0C+EQVNt2dxWA0SjdxVkhmKoi4LAyAq9y7VvKUqSnRAC2M4cERUPi8EyTxP94ZIUCkvsBhg8oac1o11AvRGTJRUrG/QdQCaOs8spgbW5nT8TFEGrczOiOHRGYAJGvwhkihJoWI29R7tm3EpKI2L+GlxWwWy9Sq4LJYx3EFrlua04HHiYw5xqDQSjcLTrVSnW1S5g9BMwWLNGaQwC3i+5m+prdRqxSZCajikA3cloKOUnLBqLPxLym0Fi5+H4E84C//ACI6i/ICF1+kq3g1D5IR3BUaGbEz+2DVzZeNEB4o8ykaV0S+GBJDoBKCiGMG3PU5LEpxtFCLaJWuo7026lbrnMrNboaWzAijtzUPxwkAsODomefollpi7ENsA4GFjluhzMzwiKxcHu83HlaiW8ET4ZWdxU5fgiAi80Sg+xBwP9pZLWXjFSoVHQgte1wzjp+4zj6xczruJLyCBNi9hM6sm7nTdOCaRLINAqo4jZ6I1PFLgwBPdbmN0L1KAUu+ZvTqcacGFKuMrzMWq8QUV5JvqEA0YCztB4s+6KjG4i+ZsfMvoSm5BfSGMsvKA6ynGgc0Q4zBuXpUYwmy8k4Dl/P/AOQToj80w57QrTwX5h8kzSW3a9M3eSAgNla1jmJsA9yphzxccewMkNlQ3RBEgXsRD4L8IvTwvO1mPZDypAhpaioYKqq4lKetsZjwjaLJfg/EdhwcuZlqarli80vEAaUZ3GtjWVV1H4ZeEygutnt1LK11BP8ANQ47QxR9S4zUzoYFG7m4C5bjThD7hSDM8galwBV2SdZ3Sg1afFDEwH28+pZXsYly+4MLUC3bdrNJxA91y7WI++x8Ai+/vEFn4VHhfhYCrTyVK1ORd6qXw2MdT7RlccUCZcpO1MtCLsI4oJgjiAOEz4XLBAqLuWmCv3NpW8s4TAfK+QhrOSUp5fg/5nw/4Xu9DZO+aX6f+/4CZB5i+DbiRjd3gwUng/KcWXUA5Iaj2BL5UTiBmA35l2sCtwtBFOyPGqCG4NSzHuDUFNWXzAI3qAY14cy4I2tTCzfLBKhcYkpCg87jIfeIRRk6iK1tolZmIZrLUA6KFJq5pUrxLGZTIpiNuUMwN13EV+CaZuKly+FEwHv4ic8SxGylWP7gZQbfiMqn+5mD7SxMk2ILQPGoVEzoQ+r7SoBlfxEQdV6IcTm2QDKOv+qZivKdEycbCmr3ZY4qPBUR4flcZa1IExWY4msnLmYvyrFau4XAgqqRCMnMM5bSRaxMVo0G4suLF+aJXAYxmKWkYh//AA8/BGPyeSBSSvLfS7YH+BuSHuL7SPVRaKR6ytbWY1UwpOfL7mMnXEF5e0ycmkvjBrEGB+ydZFYyQPmQuvEz0Rrn+IUPYGcx8Bk5qMF9vEt1nhgPN7zOo4WwArB9SwFcIQqgCZoAcPM6kJRqoxDsRhZPPqJkMdxg51BTCUHPHqduTBWWU/RrzMIcT9EyEiaaeRucvXEFrGr3upR1GOSMs1QrR6nAb6Y+xmL6XzlO5QAWN4O4Q/0lZwduiBVYtiiNzNWxmkuur/wf11bgOt+5YK024mT+GGwO2B5b0Q6Ul+fgBU9BLdVMqYqLK7+Li/BLBVu426cBKhXcav8A81lzMBZRA/xzTjBDKEAbmlwTKAwTEGm5WHOHca+j0mEpbEVSi6OOZRBn1ENPa6igl04eZiRxF24Fq4tyzMElvNf3AZFm+EjLFeIS/wCMTNTxK6BcKWCaZVoyRI8TU6Ny4twlqiI2VDXMcvBFklqfwxOyzLuCSAVYMByPVQ1tDmf+ATlL9Siv/SgOS4y5/BDQwOLlcGLORoeZZBpxoQre/uaA+zH6mmBfBLDC+ORmey+4AsZWVc2/mCDocw+bdKa3LmiBK62fM7QufzRHZQ45JfgDKUmeYqezCWELYY6e4vwvyVpR3S5hLYzYqYYY82TFgC+Tfxf+N/NxZcsgf53YDTGxUA75hlF8HMP4W8Qri8zBgb5hy6JVbZt6iGQs1CjB9sWHpjUqlyeeYCoHgzccf224+S1HB9TKjLBCsNBR3BWmuuZZP2m06dDJDx5TFV8jiC2orFH4b1cMxkh+KhJn4H9ylVbZL6syXH/4zKKhdGuIzV1UAtandw2CgMUlIUocsJNE/iVb2+qhojtB07POCJxu6cTe6wZmU7kW2J1BJT35gYWL8dyedXGaS6nJgdXF/jMUsgb2mWX4czGFTw5iFXLZA5ubWRDKe7LQP0nrAT+glHccGWZw7Wk1GW/h+RcMcDwxr3aqFxUyUXguahX+QYvH+LOdlf5v29nfqXCeAhXL3c1iq6i1Q+5qp0l0K5XrF5ZhOudZj+wHQOifa9QCVRXUQhmi2peVhP8AshGv8ieygYZDP8aVTwk4uVAFhwTiXdHbh4g7QGP1uE+Us5+Bm5pZezzBlRY/Cr/eEVqMSkffI3Y2CuI9ozepSxX5mgeTHNU3hZlQqnJMP70oa5UPB9z+BhiBXk5Ub2HqWWX4Ndjcoxq94jq96lj1HuLUqpu3uFig9TLirPRfxUGaozAuOWJNe9kSkVxmgv6apbNvEOIdluEjK9IpT3Mq1vGyZHQCj8wyYnvc0UMbruMv5OcAEwFHZW5QB5fUSvkqDnNoa/y4/TH8y5fzzsD/ADuTrNUFOkDXiURmu4J6J3uYV7WKZ4avEx7I5lgDXxGaIhYbfVR+0brcTgHWH+5gMJpP6ggAU5IzUW6wzhBeb2mTBYOsSlp1OVzP5+4b+FHY3PMNjfMzHmYdNYsD4ap3LEiPljGoZ6hbcHNQGTjMxIrefHmcJ8syt/EzApEQctoslrs5SvcrlV9ky6OmFLd7nKldOD/s0gnRHoaPBKtxr4ZmXLCpMaKxCqv+48oKYh5PgeumI0sroJlnucLv4K3uRNvgolghTMr8y5TMxBuj0Rc5RvlLEY1+5TkscQru/wDy4vwxYBvHE7Zuf4JmL+hhEcVKa9ERFzYJRIHV8sdx/wAXEwGKH+HwZcSv3/hf+CPW15ZY3UuGRMDR+56k8RrocozCIA5uJT3wDX7lZ+YmUliP7ikxzLRzGS+X6lquozFIfGSKq2wqG5Tg/iXOSpmLX9T8OlRSNGGCLsuC1mXLXMajXd+SNnYMdISiWXHWNyhEGMRq71ZRxBXqJk72xGC3Sz+IKhdWr8xqO4i+YxLV5O6mBEOAf7QcArGvfxRmTbfEaBm7qEGAhc85juBXAsw3Ve5cIHkYhOA04pCFG73KC5LOYmlTiLxVVlOtyx5l3jEyw8SsBzqo31YPM41MVUtdTeNQr+o5lIQOAdswFB/KBirhW56Q7mwyO5a/DFhMczEPxMwFg+WKdhLhPEYAPMi9gvpBlVCvjMv4uI8Q/hcv/GnBuX/eFS/BJ5H/AFMqCyASBybqal29QoEuLc/iHZibbz4JZ5e3BCJaDWYxVH0lTdazGywMzdhzge+2Xjv4Iv2cysRGzOMxwzWL9pV9I1IBGdHEqznCXIy0yQzLL2RXhZVEfMogw+4oDlScPUErKyM085gQpaiPZ3KwX6MTtlw3xFdc0BG+TOAeDDVvfc1h9zrniaFRqI6mea6jXeHQh0IWE9BLT2H9ESXfaaOzoQi/cl6u4blUVJae8B+iuX5GWu51h6mzi+Z5SsrBuvEUIaXyQFWE9TjWLCXugcZ4jHghepvcKOoFhhH4WO6Fzb1wjOhxqYdHqIaiujT9z3N9Bo5llMrqzdK2zXplVPEIUVMA36iIU2rJdRsHToxB2TlYIAMS4sv/ABKgCcTzEcrRuVmcZXv5qYxUnDiQfgOT29z/ALhP3EPF8tswHNs1HKKe55fjZeWW3ctxKDw4hUBlZQHa4x4ZdkuoMkwXcYbpPKBxLngwmtJmo6lq9YKBmsy69XLjekdqkruUHgfcdRHuEwhlyUit5PmcqiKwJl4fUTDLF6GVjWTHpieYbf7j2fOmahPiF+Pm5fA4AjftTEMMcxb7fqItM/cvF14gxPZs9Ray3SBD4nX3GnUbuyGPgQXIQiE7My0vHcEpdVOaVWOkustviBbUbsri5dI2igan4JR5n7lja/cwFPvUMOZipSCo5i+FcGHay5WF88zYuuoK8zFiJIXHbGtBgv8AzOXqkTVS/UbXgxK7G/DD/PiHCvl2u5hgVGrMdTlsfEv/ACOu9DmXLl/4AqgtibFtZ1srHa3+rUJ1sMGz/rUA+DCwHbAtgQYcFZl1ujIXg7iuyzF8TM4fTH1gqI09c3KuWS5cGmVSxUbj8nEuDT+pWM3GcsdOAYwTR4GPcs4LgBfM5hQuXOIchjMVy8RrbBh8MIgWdRXQn6TEpt4n+wSwKIQLEu5mbqBr+EzmqKMHR3CwxfFwwV6EH5S4zdsKsnYFNZf7nJDxzAfoPMZpgWq7jl3GQ0ISgTD4iMBuIimKXA8kNrA9wLHnFJhlNh4ZZsGlIV3tOWK7ZigVnUTyTE/0xqkUixAvzY2AXpYks+AmUx8bSiXbeYfwCBGCfctdMXEEb/4mgTz5iOmj5UL5iW4tBMsCdeYw3f8A6czROXPPplVkbBe5zmqhotFkVBy8ombM22r8V+INxUDWqyzjxML5MeHkly5fyjQWVlsvBEEZWt4LqPCNHA/8RmgVUDXuPZKim2b9QoVjjAd8QYsU2+f/AGIiQClXuBlg4smsN/HP3MQD0zFA6HJA17pR9yqiuoWG4CknYLHqFQ3y7lrXPyTU/BKl7YQWFrMbjydQ7LDqpgpTzN78CNsUHLKAtPMo4agVKqjwiQxMy3utXqcWsFH4JCxs/wBQTaOAle7/ABdkRCnqzMyGT0mMJeK/uNlm8ciUYA/EtKCqnq3PBLawpQpZUC2PpI7wHlj53vgMSnELncUH4BAZo2zBa44p1NEZtadSytIRQRTjD2wtyabGX9KebjZQ9dzbLlGxlhUDVw3cFrPw0YgdjnmX0lariOC/rqUKLaYdpuDsqnxmY5z65Sx6h/1OaegP6grj+D/qYmhwgzAk/wAQUQbnHuUspwms8RIY8Gf+xWJtSrPRMCuIwrmWIYpu+IZVWcmn5rRlijfQgQ3A6DAe5ZsoFvXU57egN1x/7qIFjpp9pxrzeM4l1oDkZMuLPQmQ9wGzlHARyHf0TeKFzNiy15gdMw2XmURFVjMFsuKqZ1AlxC+BlQ7fDNEMG47ggIjGUx+4g7xL45Lm8VlpmDh4lrQpxMNxyVGYWGW3DAjzaE3KR+gT7kzDS1CwYU35g7H2cJgqJ0YgGUKBKdcHM4OmFi2YxHY+JdBRBzLoeMIWRjiBb4nKmPESxK3tCO5tWr7grTrqo6RTwkwKMcytv7jrOGu0G2gX8zKhiFpKxNRcCmHmYYEts2dkBfXY5g+hM7KapmOgfuW0eYuoZ0uSXCus1+oy0FwZiDKroitm6zG9q9p/zC/LiJaj9v3N4MbS8v4hfH8S4yiUFtfHU0Tl/wBYsQs2mjqdpcWLBIzwnZC4fMC2xYv0iFsYQx3AMDd6vpKAjXv6hlFWhkDxUxxSWj9/6mAbwo6GiHLHXg93DiXODUqjEUFj/L7ia/RQ6H+5rHAv2fJNRLUSNF+pYnb1LWKOCBcYg3jbB4ERzDUGUYcwjD2ZySbE8S8KmVsW1g2R4C4oRTUqYR54lION3Fi2zBI8j1K0cN1dS+FbepxILMfUAhke4mgi0fWLvcqhfRuYS7zs4lJzH9TK0lhoJVGtWy8sUx8bWSkyLjYhvMZezJ0mH+9DsniVgPpKheDogdBHmX7yyy6DOuvudOZ0ykGDczQTFHjqQ2li811LZUXmojHFuUHmfzRTYKYDsFdCVAsNXHOvdwxQuuWahbT/AAbMrmA1/SaJekXmXLmmwdsfty9wn/N1OmlPwsxcMJcYw+IK5SX6jqYF9oosfjdMOajmNOKP4g6Czlm8RcAGm/cIIHZaLl7jJmBWw3AJsAlPBon6g1Fp8Jud2GG++YuwOF5xkFxdEUUoGf8AUQsxfHj5JauS6ZogkQ3LXKGZjrFfb6mtLX4R6OSFbN83dotisxJvXuFAB4VE2PJiFAN/qfmaACDJlh1oamUUI9hn+ZRggN5m2o83KzZqPRspMuEfgfD0zSOCbVrxHoW7JiJUZmeCJktHmF3p3AqioWbekacP9zFbjxBvuYtM8P5mTAQRR4Tk7mDQ+4vk8EJMrlIeCN844JQaHicDSYMUrQ9Eeur+yXHKjpxFaUHqLnWcBmXMK62/+ohSnlfgy0FvRCs0xkHb5hmI8m7EhgQjwsNzBmZf/ZQ3ThgIeBaPMAC2NDELEaNGCMfkF68qq6X1NwsLAbrt/wBjBfM8P3GihdE5cvyJUqsjUcrLKbMDJ/yBqAqG3b/4RqwV8/pXP9yhmbbXye/cLpocl0maw9J/wR2rQ5eZWwBPinX8zNBCkUSoDx/EQSP4l/aNPcq/9ww8fzKHFrE8k1UrI8OJywaOYANDhvqNxs7lpW7UrMRIlqx1XjGZWw2KWeZqErSCZaO4HCXW6j2o37ip3INkgpWu4g8y5jEuD4wamRiOQZgmeDGm9ZjW+cSMRgo3A0Ao/kYJGxzUC0PLOzsud4hd59xAyIZlbZU/Es8CC8oTFsJc8D5mCoUTThZKO34E4PCzVV97qXANdm4sFJkVhtUN2HYcyv8AHvjzKGaNrCsWPWQ8sDv8YhXpIJ/RIlq0OzJK7gncctf6qHl80ZeyKMrQEatntZdpfmPC9hGg+W5YPnHwLv8AwuUlauj6iaFTKFa0/epSfrcYAT7lPNcQajkVYx2Ki+hKew/xX9ECrHjrGv5l7x/+LJTA/bENZVtTLZKLAlcbmIRtPzr+4pkHyRmX+Z1JhacIEuix0gaMx6fbAozqby6lJl6IEqcxcwUA/wDqnFVFKQxhO5yoEQALYi6kceIKUHMw7XFRaH0so1MH4n7dJOHSHaqZvkXRWI0gLOijXUA1hXiYu0LecOITAB7IL3yHzBChe4patlSyqTe+4lbYpTiANHKs4X4iNtCnivuI2zJylS2pXUtTFk2MIAkOV6Sjc+1+Ic/BLoiaWRYeWDWAYYcyOdj9QFTPFT6l2y1lK9rAM4Ggbi4OnzdQhynA6IrDrUwCac53LkX3c/li3GCuopzLv9I5jZ3plTJv3L2xjvMeInr7+Eil0FwA1jy6luDRFhL+CsC1VdfctT32Y8qmVBwwFViILMBta9iWVFYhtF5+OHH5lbIdF5RMBOLwmSSwJdl4ieYDVZx+o2qNzNU9yg0dsn9yy1YxjBNg5UDazO+6DrX9Sg+H/MRtiEirsal7ETqRV28sALZvLrghcoLLJVAAX3KEnOjiISaoyhjFb5nGTllf+bUYassXAKv0mB89StpzAAw9wcXK2EHECS6+ZV5PqDyvEuOiJjk9Qd1xDZlJBvzHdt8P7hV+XmCtcHDAnYwQQ0YXl1mATAuKjJvIKue5gVLzfn4AI5S/qGiskSwuVW24gYWluUsPOpqFwyiAZU4grRXucjuHlqZWMaEskvfaYBZ/qCi9DFKysdzkQC5Wdix6j/CgJF6ir4+NHOqeKWZ/aAhL/wCNzRfiqmCjR0TdhcoH/vPH+ojgie5YZWVOM2th5joBsbHDe/uUmrjpx0EyDHFbzczk9Dh4Yi2ZTOQmwc6GJ/XtxEqyizNgJKtRwcf0pl8BG+gwqH4JCikRujX5nN2qt/oitruwbHqoaqO9cmJ0Fyv6s9bJWI1DO1cTnSjwRM2yyXo7ZrLEQt8Hc2Q7GNo2o2JUvV1eDnsIaCkCXfHNxoUy67h8A8OIcyfsglANxdEVupnbVcQ3wp6hrQkwqM+5l2lhbFHQKnAZCFYruXXdIdBbBaxt1wQtWsbuaFVOAuoxqxNqLK39kxDsg3SiH5leiIgBif8Aip5r4Du4xUrzFwKw88QAQ8JTzCkVenqZLsIwbItS/UBV0M2zMfwc9TWDlZ/UyQRloDKfL8gH6m5jqFat8DuZxDa3GvjHmCWs7qj8xdH4zR5q7znJ4nZmWU4l/iWEZUTPc32VnGf1CqGW8qF3UkBzKJKVcHHU0rRTeUcb3zHUxdJXuYq02f8Ay5fWpZIjAyOJs4/+QykycF6KfzBKY4n8QqgrmU0NGajSrOMNfbK4qj8BAUZw16ixSoJfBuAoKubjvv4N4g1z9RGwHUB6RZB8PUaKDy0wMsoMeJZr2Jql+4KtnuorstjmoaAaJwRe4QsI8z9HRKNkI9Y9IAdndzqZXiUPE4lHqMlcPNKJDw1C37pVIpFdFy1MqjxasMSyaa7Ruqp1UCmhztAua5OZlaoQ4HmAnbMfB4IxD5Stn4YFqaMEeCAMbgSiZHCuMy6muIo7SooBPuXbxLDC+2WtKchpnoArFkxLYjUwHIuYS1+F3GULLhGUGnOHMKnLHEMWv0BDTXvwM0r5/ZjFyu4nUZcjuaQsCqZituyrjBs7IjBY9WEAGA5YCH3jhkuUITixWGUX5xGaL+pkJysIz84qhcLv1KiquqzT+I5O47SrT3MG1tvumFZtMuliQ49J0e4jqoDjKEVHJ/7zLGwjmu7q5vhzF+DMJQ5UinncDdFPwRlA4/mJeraiDYpqNRoKoxBQss4JbNDEIeOeDqXCReSDuhjHEXgpXCeDGqi2lwaWgRHSjlixbdzM6l4uNPEsdDLcRdY5mNxNqxBWrRlSWaPuGMr15jy/BQyXY2EKHJfA17gUWfsTDb5a2ZeRoquSI5q5zLZmAuh5tzlKaAiBNz1KXmBwPgD56iNsZ+IRoi/HMp4lmIqoLwl/UzbCXrGGepDELjddL7iwD1jUstwrS0rtKe5XmX7l+Jmv8gFTiXUu4NHO46fjRvRjHuV7krjVvqZPZpt0h3ku0wYGnF/83LqoyydtYgLIvAs+Y0Aee4raWBddEuhRW1bZ4omM7wAKSvU4MNrMtXT9yw43ZY9QZTDFlr54HtU5mkLC7mEtLZMI1GFi63mOIgY4OH4hUQHYzPZFRfwTmc4eECxicS1Wa4r4wPSa6lkHuJfMbtE4jLCovgrY+pUeoWNEujpCjTzD9HohSxrqWKcGTcBmdjWNSvjXA8wG9zl1KPh5QojTAFrrT5iyFz3mbJj4uBVDJ9T0Yf3GDwesMWImGq+N+CeWX1MymJKcZvcbbiPx3AMcTKI1mXxiX6+KAtqIq+I+EtC62Y4ZltuVYVd01xL1O37lmSMa+MEv1Nz1O0YkCUB8ENWzPEsDbZvmY7oxALx7o0BmYUUo6MwEtl4dQwLbaxiU6GhzTFgJp3mBNTLUxUFXkxKdaBo5/MV/Sk/EHGRrWHwgzDNlngbuDkLCxhZl1HvUFuoZVCBW7r+JWwNSzWiJa/D5epnLa7cy8ItwvmEqu4hq4eFfEwx1uUEJm7hRBe6lb6lyEncdihcKLr9xjrPxDu5lwzLiPcqTgIC6NN3iZaalZ5M2hjqAVHNalO+EtP0w5FZrzLnXsHMKaaeWUuWHOYCztrmZOTh4jamzQzJpdNxWg76YfFfKplqJialRMnECtcfFQTlR9wDdjxCBVrKPp8NqWOGZ9EFMgfGJecE8pwe+JnrT08Q01GMqVLh3LjLIx+BczUcn/IuAoNb8ziYzxupjWZo2PUVG25ZxLZYeqjIlmkGSsPPlOk3EnM6w+uf+QW6SM44/7NgEtijRLhWC3USwFKvDX/yG3oHkXw/xGVUzT39yyrFwCDs+3DGpZuNsHqIjZrFnmfTYWuCipliDjmBg0JlQL2YlF4F8oXvFVM1ceA9wYW/klcD7VEGswotf1Mi3KCW2GN+IkGENO0xVmYADu5kXMC1Q2NeszlqHi5ljo13LtJhErT+UYbauc4TRjEKgKey9wuCCFhwTxQ6Q3MrOMigcJPKNoLydHEEeDdHwfFyj56ju2ArOT8ZhAlfFTwS3cKM9xzuBxEJv8NR3UzuMHRubG4kai/DUtMwh+Nx+K5MMCrj6RujYFmJQorxLtUhnXEa2jsWoGi8QgnMqITXKy3HtLsU68syhAGxuLWlXcTHQq12xDqKW0nCB0YX+EFfyhErFdsmEZUygR3ydfqCr8N79+YjQnGh/lltXP2N/7lKUMj/U8wtMOxtN3qWBYsTQ34l7sHcL52zRat/ccjVOnMM8t0mZqr9k8U+63FWxUOUG48fgqk/ctli9FwEtMw0bSLimTLAhj9TE5w+lwIqEwpvLzic2huq5h0uBXcqXz4bixWZ5YNAVP6jYVhoJgaq2agDBXNRgvHuK5k0WFe5mq13n5RVyzBr3Msah6mZTK/wXzMtPxuJWvhg7dksMwrdV/MHEvKgXAuiUHJFWGYR3CGpRlLUw+QbXHcfhLhyZbK6zs4ljL+TE3i1SxlroW8zE6ZPU3IZ4Vcuc/pZ1CGu6VoFcyh5mKivMX9zJzEpFF8v/ALzHFHYX9EaOwVUBg17sz9Rr1oF3xeGMPIWL7P8A3qW1qePHcZmrRXj7mmJhlguZDr+ZMngvNEycYc1zKmOumDYDDmaicMUuIQhPNeGMQD1eYj/kNKVR1MD/AEQV5HceyZnAaJeoVCxs8KhyfSVoeKlhvEx7JVBOYilsIxNwqGlfuDos69wpC3cxxKHUKGMi2afnUcAoNQVqA4TmWc+s2x1uxiUjArcGaBUc+TV9QjpeWfwfFRDKXK/UBeMyvO3zj4r4ZliHCVUWWhDVi6Yb3AbqUnEgWxiZBjiIQfxBkPw7jNwzlSpXwpkxym1nxEZAsp4IkAgoYNRs7bXNS95ak2V8pLhTRTbuMgl4wO4LFLN8D3DG+7y7G/4ZzHJDR6AptcrKy2b66hKDQ6fzHvfuqjGqw746YrLgqp/f7/U5MO11XO5vQ2IbJgJWIabCF0xCzWAOEgzRjdatzUCN3wtHYBC2zcyEgwHJcrOjuJZ0RCBfLuHAwV9ynh3FB+ZLuAa6zIAW2ZTl6glsriKzt12jG5fmJ5BWeYUtzDmKeRZ5ncjuUBu8MwGRbJLUixiusuLz+JTuiAxaU5RL2DTzMtUaal17C00FQw8TnNdR8wjxeDKNQvun/9oADAMBAAIAAwAAABBtA6Bw0Se3m5xD4hzqinlHggLDHvFsw/FIqoO/Kad2gT6gwrysOktX7rqBygA8OirJL1GUREnkm0fw9C4x29X2HBe2M1IK4Qzp6IOYyzBDrFSzf5VE6JwmIybHeMzveFHy8CTSMewGgSSEI9X+Ja+ZNKJQoLaRFBfM9L0bpX170rxE26aZV3CPbUp0X681t69f6yIYaCXk+/ao3AbjmDeTicBj+0do8LlTvmqnuRML4ULi0+IOAB45yzGRcQcbOpxWwnzS8mR2yQ13BdFLrdfgPZ7qqJENUUfMSFgnJAECAu01VE/L23KgF1DKQOD0xPCP9eZZYWtt/uSaExj5WLwq0oJlvXAi5xv7yyTDtVYWkATkwh4n6kteB3uZhdNIEhHBd0BtD6btg18clxt4BYjiCwKlYOqnrnfZ1iHgEOpMhLckyFI0bj/P5rH4SaI/gs6X+uTtWVR8ZO9+XdcAOppKUiPDZdryMg+9xtx0tkLDAO9EniuUJD8S/QyVjguGihjy+Dn0nvTMC6aLbp557suNgeLCVLcFw2ORKCCB3yf/AGgwNwcMJqoSwcsAb5BsId/VVJ+E9DA/illUSYGUYLlCNKBlV0Qx/Bs1aChkXvBqZfM2fDJf0BCpfQhdKOEUlfzcbjjgKOO+MNSZmEGX9rhrNsxBnDRtakj7Y4KuzRi5S2IkTBq4zneD/Y5AhsuVKFWHlnaEOGyGVVA8SciLTBSBfSvaefyZ8z2AXRPbqAh91xCUa4st166YrmGCyuxs7iHYzJZWGPHPmAt4Vw6fgPTpsXjU3+lbwIaqDWxZllwLVMvqgBZrRWrl3+SyJeDWO0i28/2l/GtLalIDUzJo0Od612UXI0BtL+k1PDBg4guK+eA9e/UMsaWshzQjRp7ZyIJc89HJ8BMlICSKYXFcYVd2Cji/MoQka+S1a9o8k3/g8dNDHLHYpZF50mU8DXfYLOoY7ETZaQfWhC0QQ0g+nXE5GclLAZb7Pq91RWeJoytpe6ieSJFZ4Qc26kDYaxbo37wOgGZKCdofKXcL0H76vNuuztf1ja2OGjKtzlZI6eBrx+1AV2Ml7D4Ktv6EN/V4mSryYWkxPP56DfTGlwXLw8Bl9XGqoz5kwPkhST5yupTX9FlDo1gMYb7tngIdZdchVFs9Nz7/AMyiJ/O2qRnC4YixHQrwi/Qid+5SXmnbHwdyUj6k3qlIL67u8X3tyZwzmAytku0rKGN08sEvJjTD9JYQ/wCS07k5JdZJ7ty2CY+k9svhZMvOUhjELdiHjncQg5HsiOu9s08st0wr3/8AIoLApWZtbv47wQUIQs41DCk6eWOoARDUXC2labR5gddguJjGIkPsUmVq/HEhEUgzl5lJKpAsrxzJjvG6Kz2A7FO9bSJJbaNF5tdxoeBNLeYDecmogE3eW+jHlVgtsdsMZMMs5Y1PA5DoafTHjxnddKiEIuu6Yh/YPVNBJ1J6Px1Ib9ANEwVDPC76JNgLpXtjsjIkNv0QYvbqokX0/8QAIhEAAwADAQADAQEBAQEAAAAAAAERECExQSBRYTBxgZGx/9oACAEDAQE/EIkRib9OhDTRoaagv4tjXCg6J/8AK/0dVj/Akn6NeC0Nt4hi18HTwlGoXcEjRrNOi2Xhl3BiVNitF0QyCUUPBO/wghscJEaTixCYX1E0USRVg9ix0SdKdC2K0L9GtF+Bxl8w0ZaUZXD7hG1okUw2L4rD9DQk2JMauiEGJhdQnAmN/eFBKaND2LlL+GhQ/RbKdWNPoujdKI9x1hLmzJYWGypCYkuD3pkGxRmsGxoSIVD2sWrEFl8gtMW8PaLEJno94uG9nEM2Et4fcJDE2nhmzwk2Nm8tjY2Q1giUgkSY8akgkTRsPQj08xKbITQhIbgnRLY0k5l8Eoxd2MeBaHILhGsJi0MpDSEejWsN4UqE5jU4x58EPZYdaEJ7I+myYSgmM/MFrFhKjSOY1eO9IhJaM8EPBIsQlVsQvsTGzUdIpitj6cPB8x4f6Imzgtib4RwWhbGwtbPRPw8Ex3p4LhBMX7E8QQu50xUjygoEy4g1iomPDuSFB7EbNjTFpbG8HzGvR6YlsT6FrQ8cGp+4YtEpYoIrWiNoRBIopgt/FhMaMcdFwqENqxCjN2VrGmIgxJIa+sbmxaYmVDIcCEvMJeIghsJQQ8ITVx15Wi4uG94TKSDENsa8EeHpBb0Q8ELZAiH5K/cS4e9iODg1YmjYkEq4NinoylFwYlBrQu/FvEpMSrCzul8x02PHRaGzwhEvDongmseCejkWoVWhaRdbOF0NfRTRQhMSe4QRMaF34NwuEhUJENC3Z1YgtHRrehVcHaOpYQtCGrip6ZDToxdGxH+DCYJpiZfBibGblE9Ho/ca8EiH0L4PKzwcFExFPKLfBidQ17jXR1jZRYbhdCULdEbODbHwZNE2c6PZRo/CoJTY1w24cC7ILDIQgmWaQ9MQGqQ0uHdlg24dEkNOj/BISQ6mLZcaQh7UNAxvZH04IRjSYx1nR6Z3gjTohkGhkZCENfBqYrwR8FweGMlFpj2QVDa8E3ol2f4JJEow2GhHcPomjZSD4SlSFDGq6OCR4Y/jRRfDR6LuLqHUIYtkNGps/ArCTFKkhk3ROY1IbotMQiTJTSWEKvmHsLYabILD0J3+CeYSi0RNVM0ZAoJvQlCaHsa+2OuFJQeYQibG0f4PSIZt5CY1SC1ptFZAi3RNJHf6EIYsJOEYW1IloRNxDSo3Baw7FHMJ6QhLLf1hvSRtiPohqxKoeOB7HrBhOsWX/CEwzQ0vBJ6OBKvBuiZujRVjgtIPEGcZsNU0eGIhEoguDFKxMPaIT7EmW8SfKCWadP0Q4MaYtdNeYWlJUJxbE00MhCi6MThzKUaWLk7iEEzEoyofRYa8HBdFxd/+jTTjzBImO8PKIbeDX2QMcFoxTiCQk268VZIJEOiYo+42hbNEcCQkT6GtETGkjb0LHBtHuLuojd0aEiCWG4NOwvgv8HQ3hDKiX0R0XMzEYme2JEhD0OvYm0TCSQ1RDsQhwgf0GzFsqOB/Qddwe4/o7nByRDtqz4BxOejtF+hM03ChVsa3hEWi+MIIpR24o+ZhMNsY2Thtsa0QlxeKGzxcIWzRLCZUJBUg1dm9Qx+jQy8dwhvC4Q7hS7wQSNZQd0OefJFE2f4NhliG7UG0sH9sZYbCa9bE29vLidEoU0JopU0M/BNCQvkdNkIJRKEIQbFcJr3M+FHs4JmzFjwtjQpFENPF4cLSIhutC2xUmDNQKjwcqN7G448LcQRDYmYgkNwUG9nBDbOhoWt/wmJ6XA4NbqG2ykoikJRsYRt2K6Ub4guNMUpvozpljQb2Si/+x9ikIdEQSwzZEQ0VDaE3GNbpf5wapBpMaEXxbb6Kiv8A5Yn/AHH3cAbq7CdQ7SqNbDpJybIQgkiYbOmkUdHRuiiY8c+F/k1/C/j6NraKJSdIqxrpMSCLGNKYJHKKwnr5NGxsbNi6Qg0JfzuWMfxT1mv0QrekeiESoVYKVp+it0+kAqrQzezbzFh66KPhDmFPRE0NC0NnhXhH/8QAJxEBAQEBAQACAgEDBQEBAAAAAQARITEQQVFhIHGBoTCRscHw4dH/2gAIAQIBAT8Q/HMnsyROmPyUYIx37iGS5zLX6hfdvxtvyvbbkHJfa9lXkO50f7f/AH/iIZ0/2kLU3/meePGHmWyYw78KCAPq3WwsJtHgt+Tn/NodkF3wgczdswbfwRqlhV/dpaHQkZv82ual/wAEETMjlrC2bLLlyE8Q6b/Af4B7Ehidih4QHTn5/wDkkMI+G0MvYJMPDbBaOsk5AGr7zhNZ4fUk/tKad/FidB19wuA/vPsNv8r9wkDvYEtgwoNj7IeptlatFhLH+J2ch+5gj4RXbc9n8TbGL7cy1USHnYRs+NINdusSP6EDuAMahR4i4D8PwbB1Ywc7AGNxb8kDhs2ebZANPzHcbI7ifc4duIAkhzz9Q/EjNCPJED1/Ngdk29jgzIw4Sov7SerfjN9277Rw78J2V5L7kc0YyQLxk4tf1LTYUdZVGujD029a32Mjh9Rtur/FkYQu/I85OzsWyjPtsOkzx6XIPq6Y5KWY/YSDbUA4QHzpf5JeGXelgZkt4XgyThO3bQtvsR+kjg9ngjoY8Pqfwt0G5KzyfUNR/wBn7+HheS908ujWPt0hERa1wyA8ti/VgL+bFTJLxB8uPIn07bcPPt/993JjS04MtLOfCgaw0g+ff/vzAaSZfpJa+J/QI1p7+P8AqRL8MVKzU0ZmWkHZBTbsxkn/AGQ8Vk2Efss5VwlBth6S3pcP6UpcLn1b9Mh0tmzrfgCyueS5rOPVuTxIHWDatuBJw2uo211khr9Sq4wZHsiOLU7JBLGWdA8sUAEYPLDLTm82MOfixmvPiUDfH7hMwutFtq6WFyOz6tXkTn2SMexFPEmj6jcJHSR2dbqQ8cgAXyGDwF9fH0Szwg+aimfpJnhxhvIF7bD8WzERsU0fIAG3p9P+56x63AHy2/LeW/CjQsBOb2TGW7b9TzbMif8Av7wjxurewQ/nOQXMWRuzo238nJ86X4JdvttNeXT3H6IGi03Ls8+wDbQgyHL0Sq+Ph9A+SmbkYM2F3fctEaWPwcngh7DXXYCYyAuPSTg7n1fksrsiOMpzgX5Ak+eMa7xaBl4fUiOyCkOcuk+JBnv5mY0frLuxqb5KEw201f8AchWSydyDmLgn4heZetSZzuDfSwp+EgQAYH734gTSy7KumZIG2PM+Aef4tukBmeeWpnkwv2unF/zetkNn1/xHPHtgeD+/j4Akzl7JZZH7hZKzDk6gnNASj6SgY5DybJQdH37eufUaY9LLg29ssAfP1I/Aw6J9PA/zemgktW0e+WIzhPCFDLue/wDNofc+Fwmcwwm/cW7imgzF48tATdhWGn/icACPoIV4ZEn15D9AfH1L3+ImbI8IHyBpPLshI/UnUKLnSCVDSfB+YNGYk7/+Rhv+3Oknkmht1SAh9Ijba3nZaK5a59/uFuM6dl6Nn6E+4AdkfUvr7sQUuE2GTOzqQpYdHqbx9tsDINLhGL8pGj6kOH3YmUyZD79S1L2HsvPg+dnfjbfguY+obHGD2co4H94yhAj7uBPqWgEPjLQ/33SGOsqFHRe97Cuksf1K/KsAX9YH05YJOekxM1f6/AUEZhpID+LQQHbbj5CEyK2fcg54hPDYFdlUfZUXMYLPn8A1gw+FsZTbDfV6vH8WMvWzPPIt54xcP08uQ8iFO/VngTMekWrjZhzwnWfaCRxj/shAVnM4JfC219Eo9Wmrl/VCNYTnj8QPDdIbb1yPc8k659wx9oNIlh2Rgd8LgZI2U1lmYX3MdZ8+Q2GfPJvyAH8Q2PJ3H6tILz/M+fyvp7If5RBj63CDI4nbZDdRdYR/ifREuewCJvByejIE5PlvT8LUU+l+7oh8+yyieyYHoWXDiPwjOnrDgvGQuaxlwKXX6l/JeE8LY70ggBbbbefjIaZdRsC+79y80uoBj5DtvklB3/2zNbyTy7C8nC/csc7F4sbjYQW+rfVknuLhODtw4w5yxsE2/CMPZdIqP6i5W6ZJC/UkT8onTmTdPSfo9l2UfEhyFH5Fw2bHyah86Cfcz+9btH9LWZ9LO5HnA4HJGwPXkMsR5FYqSdhOhGLmRKI1/ecPsljwt12G8g4WLH3HPjRntgc6y+mRBgePwa9vPlxzhMtX/v3bDScgXffgiz+GQ59QpkfDOsDXAvDku63u3kawP9fq5lvNyNeXY1yRRwyM4gjpP0kaeRgH6h/6yEzPL8jdsy54zAHRhfI8gHo/9tnkQZjcXttYxMJrhJPhcNbbX8D5PlkeQ5gH4xggMX0z7uZh5D4FxiBnnlvL9IA+ckjvsUE+pW5kLAe2g5Emz5b+Z1yxS1bZOzthes6ARS/UEX4AAso/me9s+GHIERt+CDG/lBXIem3mBYwT2RcHJ4G+yaZdOWknkHXePlu7A+tg7HH2s515BNGWOkncIdPgKwh3z4YHWPzbb8a/iP558LYGyiY2XLvkL5cw/fu08iQNjvkxetibEy0IOR2+kjbt2DDnLo0l3L1O2xMgsJEaMueQeoB0+QvP4H8FllyWevYO5foQwy26cv2s52wYnRy0dRcXjZi/AG/tl1lnPjcjnL3PsHxpIJxODW3vwfh4jjk+Q4De/J8LbLk6znyBmtoeFs2YYu3rlje4YjSjCJe3Hkgv1vvsRrkjIXVyNttyMZ5epZ28zqb+kCTrsodvPhd5BL9y82Iy9sbyOY9Y87bM267a4dIIH72w+oEj4Z/K8Qd2PglJeS27ILBKZwXpJHSgHbcl2X8QvxV7Cbdxgkm8fJfgIlh+fF8DydcLJ5GZktsw4LDcMQ/Es99Z92BrGuy45Hw9sgyWJk+E6QvudgmMeIbCt0f2/Bd+CPLhgPYwL1CXM8R+UA8tlbdhzkcun4YGVh7Zi4M/NzR9QB4wa/fz4Y4sWWSxy4thbMOXI+UExgJkx6XSHzvxvxnfg4+29tumEHqBbkd8tF1JOsYS/HgCMs14SQv2SCD9R/s/3kiRN4+cI7kiwwy3Vrbkw2zicdsuM5AamTh5/LI1Gnx2/rAjG/G/LU4TbIDdsCfci69tw775d+znV92B9+/V06HI6CTo5H4PhxLvIX7jXt6vZly1+OnkEygctxGZ5Lv1/IPzL85YQHlxORohW7B62DyU27M6ctmCUOux6FrI89j5D2fBHUN3JZc+pCBb2XPhu3kkT87HI2LHRccszBBv8st/hvyshWtr/ACcsC/iJf2V60l0fxHHfX8y4v3Ady7OZAA3Sby38Svyd+E2SWySOPyRZAckdXXPnP8ARz4X+gDw+wMZrPbjK3JDxpD93nZIj7gtW8Wmyluy/G2fD8bEkWBW03C/xZnIDI58Z/pkRH8W3Bh4HbN3L704AyISOCfXtjgcbxvsDMLeX7g3+J+PI+XpH2zn4nMyPzCZaJf/xAAnEAEAAgICAgEEAwEBAQAAAAABABEhMUFRYXGBkaGxwdHh8BDxIP/aAAgBAQABPxDUNapXUpFZJxuFSVauhbTr1/McWg2p+E4hsQ3bs18R7WH7PEdsJad+0yAVMoqD4jpf4xGNu8bi6XoLxxFbkcVwwBfoXL5mYomiYhnyCgU+OtXAbzAMB3Xk3MoVsIZMMvGwuVa8XKCctez5llxmlr7yosXnE/JHYsXwlRHQahXw/MHRSuIHUC8oeoX1A5AwDX3RrcvrMNDZFmYYNuCZYqwoqBQHipkJ4R4iexLU+uJAwTlmfCltMDfz6gh6tdA68+4UqLIOLd/7uLYtIY1X2hICIsu8RAyffQ3G/B+L7lj0sd0OKMlrdtrXFwNXW5GkbKtLOYhcgGtOMo3KLYbFJZ3w92fMehHNtF0WCnOL5i6KjkRPTjJ6fUNWFA4hggAQBXhezfzBblS1/QftmhUQjNmVczaCUaP569ywq3jRlS0fGMPZUq5gAt4j7MJpUG1Z9H+zGlj3hP3IPSyVbIrvtX9icSIv2guBNlczHcomXKDX2xRKx9CE+KnlUpqT5K7+oxmVAqoiVb+rjgYblcbiqkrgc2x2zpkZv6y0JWRwkVNYDWl4hfyOLMEbk4HD89QuqacaeoiVEoeRiFAOFhfwQy+I1qcwGARTReUQDD2z5i5Qpo2Zc9QEK20aOT6fSDcHYZ+s3R17N9H8QVOByoP3NMCh4vH0JdmtwFoOb4hzWKnXk+01EgU3q+vpCVIVBnWG+pnSwAuu/jEv8icA8GuO4talS+26viD6NbMnw/SMMDfG4bjcoZdX3KHCtSxfiiHaAFjB9ufEpqUAGAdS8ZK5Zri/tLSzexn6wUhMizzMMHMuE7sg6Y6KqlFCB5VWm8fxCoJVR5eI4y7LXUvaEVbQ/kmsYFcB4YOJSZP/AFPxFkZbwVm/fMQYDq1UtyNRUhRq4kMCe2ahMhyBWHTDqULAYr6yqZR4SUcbdJcaURh/JF/c4bvNMdpT/HEycs9JBrR6/rKOpeAzUbBzjU0GbKeaiau95jqy/mpP8wToxBXMXUBXTdRbkocJy7L18xLsuCnUDq20uoayIodQ3+4iV6vjD8Bb8QkiC4Tzd7GdF+d6l6vmpZ0HR7hJuBG6mBQ8QMku7XH1pp6jVajTGnz7a6uFkxwtfAbaPGvEUITV9Wm9h7PpuEuLVCHYvl0jut5uJjAlT0MbawQ2U5e+ziLQOJdY6x+JjV9mGZp7hBSkqwhT8czLgVlfcN+41z72e9yiEFqu3PolQicq4l0hggVI2eGWiEC6jPL1BYTq3xB9GIbSbLrMRyoBm61OORgfuWcDbPjVy9ZGxSj76hBVQtKlMaqsbXn4gDb8DATO+1ivLYHa8+4FSm8rVfEcexxbIDDXA3HIGjTZUETDuUYFrbR6lBEGgvuMsxPLdw8pdABfLAwaP12VecRyLhbs+jdPEbhW0KaNQIbdlYH8EJhtYe+PvLxa7LFD9zMkwE9s3GxFoG23fmX0kouOn4hHIXkfQ+0svbDBZLEmbnzq0bX0nE5qgOnqLguoHx5dssBmAqt/VTBL1rF8rMpXOoDcDhGvWIW1ySiQd9fEsrTx+z+Y2lauIaBsJ8z7Uqd1T8yxqgQbq1SUAp06R7gZBjLWWWitg1q2PgunWU8y6BXQZUQ7h8pdvNx1KNjCxs8F7lqmzwkcNCbdH4i3EIru4iYUDbUU54GI3Ju9QJpzvRjTVIyI6fWBYGSW5sH1uBFCY8TiCmZZwWEyAPY4QLblFtEx/MiG7rbcuACBiJr3MJUCq9xRYHUErRiyViELYAjF15xUwgA5V3W4OQJVAdQrirw5o3SfWO5bwJeWrPwfDGBSW4MwollYoO5kDNYKoP4gDq8yo2HmBbUzYrPcubG1c5/fxHYKq5g4fvfURpzVZVtPkc0/3AH5q/7v0+yAswZWJyHDgr3/AHGoYVmC/HcvDG9V0pey/wCJXtXh3Xz0XcrPPZRuIlA5xo/uKmQ+kDr9pfX0tMMlU5MTCs0QmlomARYra+KlQV7CkI3JvFU+sTPRLxM5strEVqGsN/EZWERd51hhOj73JeMR60wwDj/2WKVWtn4ijRq1lb+CBGUXfb9Qe8ghwbdeI2gUWnFvqWpLgRyr+SNXUXaPUr49rxE3ZaXFYrjgs8nxENKAM44lahWZPllZheLih8+4eLhMGSnqBZYHAH8Ll7u5eHzElsNy3Di4mGgBLKojyLkxesfaVKmrL0XClMgNisX4X9ymQ1LbXa/MKqo0FpKI1rdqQrwDQD404qJxUofwPRK841zvr9SyB2WcOxH5ly2bXO2CE68cQmNUK/50qeUD6wQrbde4wxS8VMuh+40K08MPCupyDNPmURRe1VbWAOwriOXguM5lveY8wxKBVhATH1I2fOeSVwgXzdMtFjHmIKI5Ny5q14yw5FMLGNwFsblumHdCsXF2h5qUEQOEtyALev7mC4aXAHR4l+w1yuG0603y9BywAsez89wAVGWOXn5hpurvpmQuKrMZ68xIALpYrV1xuPUbh1gy8PI7+Nxc5owaD1AKJgzASohPUTxKMlw8RkMi/wCv99KAsI4C5E5Gtf1G/Flq0N33w+YkwiFqr7RLpr0b5V7a+uI0iAMLsS9cVfxHrEoRsZbTURkKRnsd3Kvz0tg7aiwhgvipmhh3BZUCx0sIdMsMnoXUVSpoHTFEuJkcAzX6mAulYv8AcAQs2a/mWcKHC6hCVK6OP5iW7W+vMHUKE8/4lIOC7VgBisNiyBCIgGcxrtHIhdDX+PcpBiZJgADVur/EFEZxNEy/TPSAEJa4m5PiKh2HJmYjcgmfCMRQKDlGzzCpkOo9PHDvPVy8zC8leCJEg4TTFhQbG6hOQa6u89vmX0iIK2+fE8jbNHqU8W55VRf4IVjGaV4uuCVylbbh7ggm28RvERKteqwVuIoUJfLZ2cGYFUssqFN26qBVO/xwc+3lld9Qwua/rmCqwJZVuambBWVQFBtLzwING/JzZBrtR1DjzME6DDThSK7IYVHWrfcfb02d81C9rcHFkvBeFcPKwdJgWaGWbUaXMEtLmZ8DBkWWrSeAgI2hsSYq9wGv1Mgg6mXZOYuhcPBVF7rRNiz3FhjSzkf6o2rg01H51Bz7Aqv5l6lWrhhbqSBfEINpYaMED3aS5SrB12/n/wBhhRHQFe2uLmLeANwWIxkWMkyFHTyQLKzGwD9zJV0Gma5jfwPC6Xavl87mcq8XUekTP/dlkNwVJwlZjciKjDZZX0zfqUHL9ZlORbAO55FUlK3+qiehIEiLzR00Zjybo0ou3H9QuYDCP5BqBRDbRj5gVkZEa8MBiKUU3fqVYPVajtBLUNX5jwQ8bL/UJMHUC/D8wysbDT7eY2o7hUwGiPrF2kYiYDydrgfBaQVw3A8aZEs+Y7RVXS+5ekODW4MerQtH6y3L5eR/cVQpjkK41DniHcDqTJwzKDtiOXFRtWCAzH3ArUKCw5aitWwDjC7hKsrK9ajhsw5MfAqD/QX7l0q+ctqRw1WsFV5hI5lM7fMMBwZd0ylKoUisRSS2q10EB7LfVa/XMulsrbH6h2gc7g5XNm2Eg1vM/wC1AhoQQxlMSkqeMwCFkyU+oNTDQdqfY3UQDmlaiGbHCRBEBQJQ7sfU4hDdQ0DyTKmrK+VFQgyUi6Lo/wDOpoIYL0kWowgKkixV2ehfMW1rTev4mEqjAG/TDVb5hnJRmmMNr0dRpGdcwlASbviXF0HaywvS857gtnwNLLITQhgUHHklcMvgo5qZKlXYRKNzXGCI7+EDwj1Fv3ajE3uG8ygWIsV3LQRbfcEBo6lhszODcYALo/Dmc/DfR6gi4QMuHuZHgcBviVY7YCyuLONYjl4XHh7l3dnAKt8FbuOIyrUV4Oh92ZUrSmsHJ8VCUNj1Aq5IUlTUYoMalQCPWNg2oON/xBJCyWC6XqtzPeEGj+74iE2etUprDiAhCOKpvLWtxVsVlKB6I5g+3+GZwqiqsJSwGG2BD9XLR4bW2n8xEBBs9wFaORzEQhXJSnccKgYGtZjVTsOPcCp2WJal7JnaGFI9RFxRSr+8yLYzFnuogatF4xWfxFqtBo+vqRClWrbv3FqbNsxYzEpF5OUBto8FV5huKbVOKg9SGHeIaVstPzGE67LbxXcpJNar6Z9RcTttBd85gYt1hx5i65G3IQVxRA+ZQMDaOISUNZf78Qm3IW6vcSwsW3XrqKAWA5eZoXS0qT45iWxYPNJQEd+tw6uhAb3uNCC6AzUex1wjcF8kG4rpN+4v6wk+o9kdzJGfZkmHVtoxfiXYCXkHF4u5QFdUXR/EreEWGrz4uVMYLtoI2zGplMUO1a3kgWWUCIC7YPSbkae4aJ4Ag8rGAm2U3WZhKMBNSABQZhQhVo0xnkmbaxXWojZygYhvUICigKNQtSO2ZXf1ilo8Zc1Eyis3WSize7mXyrZzLwLIsEfrCIa4yuoHn+dzEhgKA1FVFNWcxi2lRqKCbwPfqI9PMqS9oz2t8z5HPmv4i5RqRu4SINdv1cTMByFZalW4Ll6drsVRnDljENq6c/MqN4z6H/j9oQg1gOiMlv6xTyJ4yOTETuJA8ywm8zGqOaIhjHVXfiHlSHnIyfI4vmyNY+uKlxKzsw8eoeq0LOPMsG+yLw7fGYwApVxWcQTSJbLFWaODf9IWgXCqPT9wWVTIITx2RGUwqm1v8SoCVjNkT0zy/UwDmaKx9o9kLtFNTLLieWvHUssbKyyR8Gthr1iqFUDjhRBZS9Sj2+ZWmDBhe/iO5kPkPLB0bQPIxLDloW8m4u6Wu3uiPbIYFHzHbwvqDem7R/kIB65kb+CXJsKOT/2AzFEKGeGE1yZsIrBoF9T5qDzu2DR5Yll8/wAy0NQWNZ1iOLCl5wqUMMNnmUKS4FPrFdFmPgVUZiBgMXulqjIeWVEFLSnzBAfCtsuwHA5l698of+IOgDQLTFX+pgsVTuFGg6ED6DuXjUeAdG/9qbIx2+wjyp6OT459xJkatax49xlMaxXu0QIBK2y760Oduc48BUpktOmqxPFIa7gBcBabNTNYMnMPArNCZB7lwIhmuZbCsm5RgZu8QAyzVdRTU2gzV9zIgDAlWO5Vbit4Q/1z2dMDq1O44Aw7lVhy+krqsMV3Hs1FoRewC2KhXAti8KgJ6CjdPUSH4C1n4j3BWjjrz5+sol1RvD5fUUoIYtcVE5E3XqMjQqhx8OIjRr0XcUItBYpTXb0RjtkOioPzrjj6Ra/AlELa+a+ssaZtuNkNCltDRo89SkdCRyBuLpTeYXC3V6l25ZGpdnm47tM0PvGVgZqstAvZe/ZAjBSqMr66uvrLrNscJuUB3iHlhhTSU5+P4h0cWgcJxCDAY6YAm8Cqi4QzTZ9Iah11HPkdxj7NHzbvOviHIQ3cECIHb0/MsrbyZF9DKQVhYvJPGlk6jHNKNYa7hogyt6MCVgFt7vmULeFLad2RZYauko9TXJZd34eIJBKlZvq4xIACPFdQDC6Rd2QEtAZfoI0QWqcCpb3EAv3hgizB7jYayebEyr6LZV5gkkP0RrqPBrF5jwbeROLwq/vNzmA6sgJpvi+mJ8ECTJAsKxlQHIcQyDS7wBBCEqEeFZWQoHKncFFosc9x2dCcUgLZVWeo8mpW0xJGsQJqVnhFDY1R4ZnaloWt5rzFsihg6iMs5ttPPX5i59Ym3XZLAiN5K+IwmTIVmVv3C/eC1n2COfHuMuKq4zjnz7jX24TuzP6lc7cDF3RKqhn3C5MuXmUaBOLcTDOXlV0y6hrWBb1zC1SmkfcO4VcVuHg9XGmjlRq9kwOcws14laRZOcRhSinid3xMUqVll8kvDEo8PiBtWKCt1GagKovhBYqtl8yyQSNH7gCXFiaicpvqs9pEOILWF6Z7jUcB9IuVrX8QF5ot8iwIbnAmEiW8UWF+AG3x15ZQELd9s+8ERORT2SG0XRyxoXBbiDwxVNghy1lj3/yJnFxygod1zGOMsSiOXMqX60b57uVOp5VRfR3C8GmJvHgjHkNXv2XBY6s8wdP0+1w1ABEch1zaV8nMBPstBf1gRhVPHv7ws2O26p9xMxUouU/zmJ3Bw4Xx7mcgGyrgYljXS+IADQumzmW+rk02ePpMHjy4BAQNy3Nn/sBCIwoVCGJYGdAB7lFWxY5uFgc2fqEdJrLMMsEZtZ8Qtwea/mIRmVhl+YFZaGWJgQBo2brMa0KUDyuDa1NqV7I1VdDuOeDmr3zEg3bUf/Moy2NOT19PccHLk7g6VMVR4y74YgUF81N0acDUsW04b8zKHA0Zf4RhkoWWrvHn+ZaIEUF/ASxlpu9HMvMYJR7c/SZPW0D90KBa7k5ZV+7khF4xMiysOVDZ3GjBAIC69xn10OwQlywxl7/3MTQ4Q1w4JT4adwmCPvvwxl9KULp+RgosWUKH8zIMSlIUtJ8aKl6ho5Ic1xf3mEGbyvLLpCzdeYGs3HBBuCZS9xNgcasfNwhLdnEdtQDdxAvJgsqWYlVh0+pdapbTnP8ArlvQ+pMtkOOSB6th2s4xEi2zPDFwYQ0PNy1DwQJmYh9EfFiYFoJSOePKYLhsbfr1BEJHAqnqVpEpQSvAgZ4OFKahdZjJRuPRAZWvExoNW80/iLSLt+3uFVau2cvRKbRLWGVSLNUNyvxax4Th+fzNYAMaligbDnV45mDmHJD9QCsgaiflL7VQ2MEUJALR5gfvaiCsh8mfmHEEkLKjrwMue4gafPpmrBvRj3K8DRSYGs1WrhvOQt3/AOVFZDehWfEydsqy6mOtsSgTMarmYDV+5YXgn8RLRQpMzqIzV4ZYg9OpaCPle2PW1uiBDhg1Q14gi0ATZXUTLbaNYg5HeviBFWhmC4nxMSF0tOYMxFXeY0bleH1bEH4XWOCeyNcRMvfUwm+dy+uZtglOS8dRUomUten9TJtPEHxFM4ObjJC4agtmaWeIY35QFMuqB4MyfMXVGpnluUys0vEPW+3W9SpUjAh4zGZSC87Yw3BUBnkxDRQQ7XUOSm/+EbEBwPPuKAv3dv1GHBmLj0YY1Fo3pCeWZXGrfEKBSzY/crXjmiB88xz4RTlf7JREnDi/iK7/AOShKHrOvvmOCDDUGvBNX/hrCAg4fcpO4jjowMEXRqmIl1XuOAThn3BfwtrFcBpVdxtoBlFEfhxESPOBQYzA5hwjMMWU2V0QEoTVVi/MqAwvDFwpDYKKqpZsWZJBYGdIyXExq8uyMIKJuw5XcTrivTMU2DD0O5Tc1gjztvmHsmzWSMpBTl7Dww4xkT8JyMTbRLf4hiRpbdqELQW+ZnAA3Rk9y1Sv4MQvPLxLJBy/F8TBAuDr6i2NNADdzBf8IUrDjcc2Q7ogHG4lfSQwm9R5VBYzXPQjVfMCWPMGcXmx/wBbBul3nYwT818RmC4F5a/3uIROgPz1CZUF7tQrkC64HH2jbqZt3NMq1NwZ4hskE5WFDKzj5lDF2S/97ioyoDRz4I6wq6iKMFFZKM/7uPZ+QZzLSEJy1UMr5GmGeDammJfL/ROZUWBkrq5mSmS1li4L0YJaLbI58wOoFANUXHMimxgy+yux0xwPiTF8f+Q2bTFj1LssHZMhl6MIjQOL/IeJjuCzz5qZYCpzBKEPX3iE5XRFMN0rAp8RBFTkp0MFJJvLK56RvxBDIBLvziH5zZuZDbWOzglbJ01unE2R0to1/UMrlGssM+NzqIhca1T64nnTmkybDZqug/UHlrecFfzLKC7iuI1VWwVbXzC1rALI7jD8zE2z6gGD15MuhzBENYBqKcScJkM4YqvSmiLdxeaxUe0ZLQolG61WHr3Ebry8RUPIa0ysGMPJ1FmC6RWLEjIFKreYWkoUUpmyMO2hwrc8f0XSCgmN4xBwrKitSnQmKbl1lUw8ywJtYTnuiMC6VF8SxAC5pel5uNgHLFQ1hjuldoR75ltdIq0c/aJVKKq6sO4rWkLquYVIZCjbGubFF5JSXRpeIC8A49xAcFdX6PEvQzmlYZAxanrZ9mFDMJFjaRNMe2vIRUpabpZSOI5+zHf+CJ4C1ZXKV4ZWbWqbf9iItWu7dvvzKSNFEvUvgIXThx/U37iPl/gmRGwq+qhXGMK8ytc0NrC9EMZNSlW9gbxL6g2uRPYwxxsNDPx9I0elde47AA6YcEYIdNX3DJ1rOI4hxcQLRRyiCkMqQXWVMU0/3D2oWMaufceWyjiKNsbPxMKlZtoCOsmuFneYgqPd8+oGtsBeEqLSsOM27x4IksjNc+Li0oH1cEboEi0sDIFFcZleAKqdOvvDEtbQmRYFo8MM2eheqNQG1dpjxEM0bPmVm1a1Czr4hZRgPEpAKiqYojE1aYVWJRcNRyS/NispntwdeIaNwyGDjttTohKRdVReY4VWi/cOyHJWPcKhSmjW65lKLWuzj3H9QfCZCLod2VGAc8n4ldMoUwbS+mO1GFPhz9mZLTK4jhAycywTJwL9S4QWQ0fMvGDR7L4m0rDx7igI0EoeB7ixNhuzmW2QWnqPBqcBr1HEUreipdfau4Q8QnKp1xHrCro9QgW6Nt8PzHAJ1m4EAU54fEJsg+QNxtTFTww7vMNpS+fENp3LdQQG5QuD6imKKEPtNhwA353K8tZLnGpdOF45OIVCiswomF8ke9EQB1Bvgjij29eIkzvcFXyPniKKTQi+mL4Gdhf4ja0L8oMSEZhUNrArQ9RDAaIBd7+594QlV3q2BctuhZ43cTS2ncypgheLJWAOCrgt/mWiLAh8QiFtkqEljpN4e34itQoAjqBWVnROn3EupQYt5hpAF/IYTddb9ypt7RzC9ijY8eZe20txnTCKy7HmYjZ2GZN14xE0vS2pWxo7B6lYoG9K36lJcvDxMRc9xZYM4mZIlUfdAeXFUwLxHhQquT/MFtVxuB8r1H5nK3JmFhVpzxzFKCzkvcS3aD6mpbyMtypzcxlFEc42OL1BDdVKZx4IpDHYUyruXGmMS7SXgt6mUgLtVwyEGScwiLACo1BF+jqONp4OdZlJ4YMp690lGU7IpusBQ8tcRuO07uoiBtyQeCXaWwN/Ip4iGS021n7ymUy5eOJmivt/wAoWWdbxA9/SAEcIxWIP6A7iAtLMsfyQqrQClnV8SoGHIPKPWA2QqoDoNhLT3MNd2lSdSkILHAXzmHujyRafTiGLe8HaM34dH8wL6Xc8ESu05NMsWmK/SIJyoo7iETaELD3L30LqfEa9xdc+4mxS1c4QAGCrFbKuMDo0xC4HknUEo0cv3mjQ73SGLyoX/wBmYKylmhiaRB317lRYOYjdpmzqCr7NuYnFBKgdeWJ8kuVeHzBNBjOaOuNwDMxXueXjxL9jl8QczKBW2vHmC4BF199/eKnBQvWr/TCfBtgmuvsZI4Yzkbi2Ark7ipdMh4eoEHqGk7qKVNcLKeBlqBhtj0ruXHJWhcsIABhmq8Es/Gs9HMQ+A224Ov1BUCHQL9+fMVEK+KR1NCNNcRHZZoJmwvpTju4MKtWA4EXYXm63COKKUkwJQ9xqLe13L8QzoO2AAZB9YBvGBOoK3DoFYmc8rjJwuQpDcboF/iHNLAOfhhS+aFfoe2CBdK+YJUNuruBPjWCaKVvfFRK294GImAwg0LwrwR9RDh0wuGLddkHLFkv7zIzZo33K6h64cQn6XCmpkVc2RMF9Z5f/ACItAtV+c3MoSM3VncYJMsGT3ZyTXQoHSIjbaUPEuMOTmLEaWjFpVNWQyMpd1l5qUIKEj3RlImaNGvmWjUOc1dREDjSIW64HLIyfEy2E1dPUYAXJqSYnCK5eLlrVOV7lyPDnxBSsU3aXn6ShUsCWfUW+j5n+WIBLaBWMsJMQFiS4ZTbyg1V/F9WaYyOSWAoIikLYG74irt3G4yFzhLUaEzwrR3iiBpqNjS89ka2m+DD58SiJGVdaYWhWmFpvqNbXgtRUYGLlfJBgqlp2MYKdTah+OYG73xdEuy3Nqgev3uJsI3WRvzDwFW0WeGAsq/8AHggkgZ7WWy/og0NtkLh3FL/wdW0zC8vMCsHXhNQglm0Ot/aPjR7k4Nceoea70b8qr7QXkI0Q1hFs0UUAHvuIXbLpF4YAhrBNiznf1jMb0GBe9248xyXgFXU4LrNQQkIQKl6xz8QvVzJ3ioITIzTL+IYAXYwZMRiK0VdxwTAc85gtBQKvUwsyyjorJUyTDhAAAUo44meGgviHrWGk4jYDCqqVcY1nmMxWB2Qs2zIVuVaJDhcR2hhTUq9ynYHHUyhQYI7stlkYhrSYHsgatK0TlZe5LWI3uZDAtMK8RUFHZtipvaYINFZdSzC6DuAIkDGysV9JcQmUuLkV8QCUGLuJG1pcJfMxCoPqPB9SIjBQGR5iAKGmxz5lags2i9/+yoF7W68ymNVn8RdMKANDEuIVBlLBBplbMubjmeKWMIyPMPUIjKdY4uyElC05eokaKd89epSZnd4fEWRRoQxxqGAeExIvVgdeg9BeBO5eSasJQ+eY8eA1MGOPe4UCFgLZxWplFTeQ8oJIxHHhPMeWD7cqHUzW390eezoEqFlZQiuB3+jzCrgURfUOVUFxg+IQBVwkfNy6ugLurxmYDHdDlyIzc+GwH2gaNBTd9ommc1mBxMYrPSUwYQnsxuFClilljCt6yKpXSDB4uuri4cdtKvGYucLVd/5Ey6FC1DN3o1fMvxZYKl4tu1b+Jgn1AEdsqqvc3Yqf8WhKmHUW4CUiOy+Hrx4+stDLBQAGK8/X4li+DSJSRQKjoeTqG0FonwuCFTYq5yg2l+UvTCWrSfvmEDyZtD6fxDKrlYt2Sk+zIbLlb1ML0fmObLVzMKbl+Y8g+UjyQ1AUreIhSaEyJDSsRTX3iBF02sqNykKRQ3DwRpamu0sW1wOzyRGO7JsHZ16gnDRliZkRxiO7eXbqDgKwRYYmUhk8umUAqC8rr/2WKPAqINpEGAM2HDc7QKssNKXs7l2e+YwVXRPsRFgGlqghqpFLI4eWF3diGyWrkGENEvpSPLVpeeobSpK/cbQQNU8QtBwKxAZxOb7m7UV9LCvWIsMVbW7PCGKzSnJmJYG9x8RshLL9mYNqcuOqhJQ9jHlAFrJgUSH1xQBYMS/WbbzNUmO9n2gcAgtBV3ZCZyNJzTKLDPMZEcuB0MSir6vuYfFC4WsUsQwOGSFaLJZQqY0PmIJTyq8OGNfsBOFwKxE2LxLGk2G7qAFloY3iiW+vEE1reR7hfxmFGL6mN8pDUBeUt4ji4D0/qPiaGvHuGRQWH4hXAlWgLAVTHu+PmX2XUMc1HK4NL4S3IWQ2Q4FLby3qVlAHGc+oPpVYHL40fMCKae77wrrwAYIQ9hFdNv2PvKvFBbKHlHQt4iqCXoiESV/wgRJSyru7o9d/TmEdl5l0cH1bfSJYNGIUCmrM/wBQQsS7vw/zFNIXBh+dJACshAibeoHFjQ8CWJeQ5qOpCq5YjFlhkOzm7i2OyDWu/k+8YhRMAKrh8wvBgyEPCSQ5d/NSqS35OP7lZNDhL3zMYKMY2Rdeo7b5iAhGjk7gjGqPEDGPXk6PEP1GNvXUy8qYrQ+Is1N6X/EDKjay5vVRwMNp3Ve4XNXJY8S2vJQ38wTG0HAriBS3dUjCo6Q8juaFAoLTE3iD5XNcrr5jbkxOgFOarzKBSlMfEtgBXXEUIhamYw1iJeBIH2hFVwV4Jihc8y0BMF94hsCGUHMtAVE6yfiYa0ZKXTKlQ0oj9ZtxGGRX41GF6RoLMqhgUWqNECNMtx82XY4qBVLGaKISgRhQq4c3GBrbhKtC7FqtYlacKxc+YoH5EsIOK+0DROB6mXC93DEKChLAbAq+epTrKu7a+kExc2QNDGZULeiULeRys6mYa0PcoXUXnjzKV9u1x5gaLY0Retj3XeIFFvNxA8eY5jVpdXqEq9Cv4hEEPq/UaqN6JYhcqRevMTUk2bTTYU2r18SqJlAuD0dyoAuZo+j339IQG1dS+R9xQ2DAeIarKeIyD9GB1ax2ELUHgduomThKqB5lR/4ECjcXEYlxbv4LYNtDDrAPsRXYBG2Vz8OIE1oaxteAhobmzgiyw+wfY4+IiUjNcJ2PMKs3yrxESwXVTAoBxjLGBaHA8XDkDYWsfURBStTk93/7BYMkoaE9cRRSgKsPuMHGTq8S6MzQOJd/CDgncyXUWGq7heQd30w2hXI8stRYsPBS8MGK16CqXp7lGMTRh+IThOmjgt+AFVMJXDXqXfYNwKtgXwjVjLcQbEr3Gc2d9zr7UHDiVabSxx8yugOtZYgqy4GC5YuyIOaqCZVKWgOvrAK8LE6hIbeiVoYJ+GWlyE7GYj03emDDCbtFkAhaCxjoW3plrN/WXHTELUFJkCu0tfwZ5ivqtlWaCC5czIAiNq/ErCAxnNViHYU+SRRUvJW7hMvEwZ2QK2q5jjOI6I1oITuLhElGla4jtMElHDE4wOL65gxa7lOO5UrLM2f1NwKgLPTxGA0gXsfPcVhcWh1UVA4HYeYKJTmVkXDVQdboohFoPnFRAKVbFPBKX3eLh8oBqru2U7la4FoaT55loyliyXMzyO+YqBcAcsY1baXt7gpsAvRbzMEk18PE5ihft4P91O369xZHELVHa+oa+CUS2erat94AUL5YEwy/FZkwMIMEQhGPql3mXGan0Z9r+sthiiK9M+jFoN/UirbFq++5TQTbz6PMqAd2SxLTexMvs/2ZVIKpzgdnjqVYihu8/SEVcHeM/WNuAplWMEjKFn+8TbKnI8/+paNjB7/8lSo4OTGYhbSNS1gSgttgu04u/wD0iWNMrxB6OwBI76S9Q8TaOYgXBRywk7a614l8pN3mvETOTS+HTKpDzWqIh6wzL8xkg7jSQZ3GRTtKUKUQhrd2NsGw2jnMs0scbioQci4x1yVxDJ6Ut1tIKGVLj6wWcAr1xwy+wO1nFxANdsYp7/EzIpaNV17zqDVAFmj68w7ksqacZ6lOroVc08/mN1Jpxwq/WYG403niJSWUmdwtyFpX0U/uHE+ycNQLAoCBtinRcNqBTauUv4bBjzN7qvFahFxUvTCs43/cJ04Sj7yhSSwjfMq0UMqxfiNlsJWNMpcOU2/iESgFl9QWfLz6jNmLT7igA2LHPQFblgFDhQQ+gyuo0uxrjzBAuoqBJoDM2OZqZHTsY4HIA3BEdDOojBQIVZhLswjaCtcREvaMgAyW1fiIZRSrzW/cYFCqtzWj7fmZ3o/UsyOCr+hLlqthFpqlBn9DGrX2CWdjzhhtMPLmPPiekMwHzNUtnqfEEZw6jhGEORs+ssx/RKbAW9hfzOT3PM4X3/7FXXv8wwl4/LMs6F1K1nxEe7NwBTle+X039ZXq9h7IKrz0YlQ5HbqAECBULepwIm90OfrLHuY0x4IWnj0hAgSxNV1Bma+T1BC0xTpp6hlpKjK7mHfqGmDw/aVq1xOoIeJFvnMHdi/QxuU5m0oz5hZkmutlkKjTZEMBrCYSDTHwlHqgiHE3QwsCjanUKrMXHfbDIS/6NeoxbaEqC2jVGf5gk4XxPjv4+0D8LWF+jXyxO3Xa25au6hiIRRL0Wmq8EKQ91rPHnvOIiRGVWPnNKbJQtTkvem/GPUUFO0IN2fL7mIMXS79v8aj/AAIqpHmCSq4SxQdskLYx6XUeLX2h8xOYbqG9GgZ5NipbnKYZArMpKZkS7SYLGdN2B1XceXVxKV5jRAY29cSwYCOYK4zyC7hfPMwuZz9BWDfzAbYFUtnzGsA5NBDYeYBMLdpRXuI7RWAZ+sHhW3abipbTdTQFFvBBym9VliCIGE1fmHrgZFjZbAXVsbldueScLxZTt5i0JO8eLiGckUVCnOfMqzJhQFrC7pCvD9HzMSjKIKO/EWlEwlprXMdXwMRVJ5q4LOrt/UEZUdiJ7FUoegH2gxmtO4hVdFQcyYx38TAiIU5+UylXmKv3hQvDZfqbAA6wbiK4wh+D05fpzLMfLHJLk7RQDz+hC0p3tfvLtV0Nwc3BgOIuDjLMor3HcamtkbTJ/vDNUVaGBXaxhuzuKsgo6zxKngVRgF2wMCcHRz9oKhLvkHI/iCcYW2AtqKatcoYek+Ydy7NOobJBkiQ0MLDB7mAYhjOptzNByeZhEyMFN7QsjZxiO1waiKgECrb58yzAegUUxtpwxECuHcbi5le5T+aLFM2N0HMoW6DLKnEIYM6lFfBHcq23wmfAx0T/AGYhgN3e9ygKCsOQeW/X7i7EsDk8PP16lA9BV1sbrdfxqXUHOsB/WaKwVDTrivvNpVCXC0Vb4+lQ9NmSl+fqyppNHZcwAEas3iUOAL4IkfC0XvNNP4jFs+U9zmw2euf1BhUovmVa1wjdL1PpE+CaPUsrn1HrzSUiFQ2UlZiRldjx6mAKhmUkQWwgDn+oEoTdMvpKc6iHmUwcPmKCNRdLTg8kbijDgZXFJrBzGUnYjojxHEEAc1GSv1GHI4YXbqDm39iGkXoaxHPK7LRglUZdcs3CZb0jkARh6lZZTIw37hCRQdmtszaGK3bTx+JjZxx6iC+3Hzv75+Y7L2Ev3iAl1584/cSmoqaU4gleARG+f9+IO933C3Pj+oIBlGLMb7ecQM1UFZ+sPy6zo8vgyvqBRjyu02vL/tRK39ai8CwrNt39YAC8Iv1t/EL59nwfzFxhTtIFMB74IWsrw8wSFtCh92F5IePGWxhq9cTGbaF+xDGtu7OJXMIFPGY6FRBpbI9Lgtt7G5ihBuzD6Je1VeAeJhiLAYfqh40kDslcaZhzBLuhY47oDfco5cm8/eYxkOIpY8OHuogIBgibYaxT7wqWsCViKioBgDUuVqylmqhD5EK2bOWDRxrNxQZDQZK7mGkaO19HxuMBePEuKLqD23uMThY4F278HzHEzl7AZzAKtWNw/b9LQV13LgqPRnT1qA2vY4iiJ6pdPiNGxGhtguvHuc9dhRn0EFW8Fjk41zAhiI+5RQJFoQFIOLywfzBccir6KiguFCGHuWVTGAzLzKNWrZe8wLI9RHjTg8zqbml9zObqhZxmMTsWwrprhAQeWPJBHF1nHluBxjbHd4l1ygXhvEsqmJgcQcAvZ8wQYgXbzjqGUsNWM+IIbZAZMEirCEBsp6Q4buea7gGrC7gwN7WMOFMyuz4liopdkdjKLoR4RsgDH8xxmYVrxLQPYaeLib+9ZYf88WPMzYg0ThqCD6dse/t9pnHRLO07O5fdgtxVYgBzcNPpv0R/UF3EXr+p3KtpwZx/vxOzXp/iJYeNe+Yl5VtB7mK4Az/mFZS6B8Ptwv07i2WdQoZFI1V6eot6h4P265/j5nECm0O+fg17J7Ta8S3UOOE9On0tiDbsaWvbMq69tpZ+sIU0BeRTGXRNEq+yLTeGdT/sxahCJd5vEfwvmu404jWBiG2yjm/H0lSxVhGB19blNBoi+C5cLZMPcqkTgqy/MMGrTNhDKFAp4Yy3FlJnwGwHV9ypCBVTmA/BBLjiVAC06zLVkO7VGOLdDRzCxoiRb4E5E1vH9oVO2L9xbUORyzpRKqtwRHSQ3xqInTRVKRWUHVGIvHmYrbUcHKHx6/MsGyywnfzLKTdh8QDjM0aMajaswSu3znm8S9IqQHk8QIaFap/D5iC0XNfgk0eWAvy4Ivdgi5V+vEQVYFZ4gXQCim/UsBhSu0uUhVtXtKicqjhmBx3Q47JSyycIr69RL0ZFDySugNU0eJRGYLCrkBAedRcnDh1DKE7oFyym9H4mgbduvmViXkG6+ZUZ5JdNcQaFx9ZXFzBgurg57vCWXr3IsDCUZ2ylGhfkO4wKKK1xDU0Husw5w7DwsfgQtTXa1BSyQq4YhBsUXhFC62x/uIFAd1w8SyWgEwR5Gmb49QiVc09lTlvQoHHM2h9g2fwPHxKMpq1rNZvXEqjIPUF4f/GLL1C7utRyVit6lGLzfU9f+Stq08kbVaLfx8QhG5AYPvwfdx3Lze8xa2Shp45guj8ThLfZjUt0PH+38TZ1GEzrCuH+qWfRPgb7+YIS4qYQF1Y9P9zwUBHiBiHSCJQBtj+YFk2pRw8QgoE4v7jLpgBFXi+Y1ULyY+CEoKGVqg7X8RYXBCj5hqtlGt1XEALQoosrMAtaUTkurPrHS2GG0eAugH1FAhVbtAC4qq35izuOBtgeogGcSpZNFpuorUPca9R2bbjJarWamWbUvUaMFVUPEOkBfXHRMnaBdWGZTMTJe5fENthOf2PEPkwDy8+3nzKBeqjX/u34gNAgaMBiDcCxa7mQrEA7Ov8AZlfAHCvq4huW8aetwK1Q/wBhAFQAAKAljBF4N9S0ADRIqQS3SvGsys23lxWoOb98au07JjQmifhILoTd6Pz4gsIOVDiDCVkWs85ZYXmZnUKqlrHYktXHSVxK85YbqVvjuK9U1k5PUrReeB2MzIzjJqVstktZXFRS1XI4hQlouuemYscNvJEKlsiQFaRoN9wtUCrwuo7d5fi3KprxPSACgvPZNzQO8vBG4B1UJVhi0IC8HI8wUOJduvEoogrofofSIO4Eoup74jtELSLb/wDMksoIBgXiPL7/AOXGA1uhTftQH1m0o5bMDfn7XLHJk4nkF381Edl0V8MKvLjvcDzR/tTCjVnXE+drF5s5X2PgmBNXTTjxUJUTpRB2MsaTAZQdMJNRpsmcHPxxLKoqqqtqwZx/w8QSTCf2v9R/IkPacFpt69kAVG/p5IJCLaV8xyLR80Ku+aMwyigLHn1LZ3Ru2XyrcHb1KDAaVOEh3WsjowJDuERt8y4WgCLVK9qLxzccygjdHp3GjohM3VxKg4DDGOFYTcIhaGQ9GVF2BTJ4WO4iuTB2brtWLi8QuDdSzm5aScQdwYDwOa/WIhcVleOGKmzlh8ysHVWFhpvfLrfqBnOWD6AG25UaTc2dlOZQAaYsLt8XkxLe9M7Px/EV9z2V5hzC8g2L4r6RgFbPk9TGAGtVEkAU2wq3dMso5WAYECRs6OeZhrYKP3M46jGCPe/iDfTsuB/cYazVZ5lVEoPZKBugVrsmwew/EyZKFyLxLDkoHnpIAIuzrjqPrDgME41R8T/EChdr66irBFqmoQZKeoLwebuHgWq3vxE6CbuGfDBLhZutVC7aLSOw6KNEvoKdK7juuHk/iUFzzjfuCyRH1c57hTQoL7jKJx9om2gMserPagffmHgA4LzhliHsVZKu0a3CRUTDg6t7lMKERShf5xFmIBXRuUVr7iH9EOGlYa2dnUS7IGrYX9mPhgiy9edyhaWbWa9wIytmi2a9sx7xmyZSlC5gv5Xg/UTWUVq0FyvlzmVQlLP1Ny6ip3hQnuFx0NkAjQ+YU5iOA/71NIf8IRFbWbPsyyLfMeVANfVajpylhR+fxGIKs7v5j1K7xHW4vYrRONBXi6uVsTunXmWiZMV75gdbGm442QULLd1K69WEBceyWvkNf7iMBJeMVLsKbbz/AGly5YvglmgBF5yb/MsY2o5gOzeyoy0BzynzGqLnKwDargxq9dY8HmOK4laYRr9n2llVCIivP2izo5lKhoMQXdWacW9s4qIaU2tblNYrLo6l7DR6LiGM3unGc7jBGMAguj+5agJtzPlLBZscLmMQA15J7V5lApdisGHI9SmpGAq1MEVl4qVkjXlm8QqbYd/qM+PSYxx7jY6Aa3XEqAAsjF1nFwNAgjHDiU6ZCG83QfWBsZrqGA0jL4OrrjPjPENMI2q2xhLYuMFckBvs1mBwBpOGHwlrtnDy675P1K6bV1PxLLYJxQNVA0o6XYsNDBu413O3zXEA0E0NVNXEbMkAIckaongWy9PiJU1xDhZQEYAOf6ijgAPeS+Ypoll2Nbw/EyEY4sjKA3YaZ3zMiIwaBGDpw3PX2jzAaL+UFv2GXKsFxDzKm7U5l1m+hk7fO8p59wcDR5J3WpqDdZ15+0L6uNwxHLB57Xg/AXD3TIratq9xtZW2fumAqqDZ4g2RXmzbi43OcEcSlrIQ9cppAlSv+Fe8YF6Y4ixBk+uZeFQAS7+nENWOQKE9brUaP8RoxWD6yjAnUHca85FTNvPrzE784R0ssAKjmBVV4Vr9R0KjZWbmZDnbRX6jzXqpsIHO7zjxF7AQLqICBxtlv+pQ2QRnQZlD6ah7rbUCYoWJ94tUkc0adkxEil1wvDCO2FlKUcY6maqNIZBMyt2sqLyf+RoaW9pneqP3FgFbojozDtw8+RI75zo2v24lJA1aOWcv1rxEcLKyV8mSXHyakq8nbCVcFTZd0WvtL98EX9Ms7ExVpNj0pLfWV+k3/AoQ+0V7dLNFxAGHNNHiAKtW0AsOMsdmQKXpGpd7HkNFsRHSQ0FyjHhDFHmMgB0go+kw98QoYLeswRKXzEPuQPIFq58EtStkLM29RjWWOv8AMwNM7Fu/DE1U3D9oA3zLYxJnuxnaZIDZ4t2jPfrQK+v3lgaLqjO4Rw0CqpxmFtxAQPa5fvQW7vr4mPpHJ11DfYKCj0/mciqJy3HKgSoZKrSpWPUr4GPig4irtD9pbWZw1HrPTFYAiuuWWlOsf8YThYelA+8V/FzJBzZMIz48S9U/KOU998uOpfm47fBuLD0d+H6gHNTlV2rz5Rs6jwXWzJ4l0orHUMpq72yRL6dczPuZlzNff/J/0cwxfH8wyQ9eyJhpDR+Jn8WhZdRt692B8RsrUeoxgvaZBpux8yhmLZOXyXyMt4CxHC+k18FWNXC9R2EyKpfojwwdqHCHQGdWFte4omtPY/WYasANN/zF+GNMs8VCLE7PXUpZN04+IWJOxp8s0vWW3RBIhMPn4iUOuFKuAK1Cvbx/uIYLqULqZSc7C6tDBLiKKuuIxQNJlcV4fR1UKCFbWo3Rd+FXzBM5s/eDk7lDJEzu4aNJf5mJKoJ5mnD0GNp9o/RiaELLfbv8QhJAooMBRftxrPxNQHkXb3xLQoYWCdX19ZcWkUIqc31BMLfXmFZYfI7g5RKrKjUO9ChMHZDY0IlBn7w9Y11m/aFElYrHjllypwdxDQKBTcugcBsARYY6lHBooopquoio0vDwyu3CL55ZYApaf5hXNJYweR69xawVWajdv0l12NWYzgWAeXiCAvYFUPHncV7TiVZ4lARs1MI9Cq1Wb6i07987PmMugrQw0xhIqCX9o0OsLFfDAkrpVg9GLYLpx7fubyC56gocmpcMdTc08esRk0JjZfffOZUaYEfFxg5BVYAOX/blyYokREGxNj3KmnRlGt3TYuq/OIm6d3RB8oX8eYZSA6Q9ynFWdXCNskfK8h97zNH5jle15fMsyst4uN2/3ETnTBbxcWktEzBAAoCiacwedHcreSzX/JqcRlyoXhjEdtj2biaFHPUzkHoLopz4/uNKKgaHp8Ri4FNauumZVYCeUMHn7TSh+xwyzJVqgwWRs7Qdj3nnxFVI1djMxVhYVRURFTa6UfyxK2nVT57giBlyHz7IFAt5PxB7hap17RQz5Xur2esyvPVvozZJQyqG0RZQxjuaMDkgaYmRVwzuJeNyt3C33fjxGDbapTdXAhy90WPmGKZu8amuK8u5WGrmmoaQK3jJLsFqRS3T9P8AZiprK7/83cSil1jxRF1sLFKoyD6IWQBqxB9/x7grJb2JCJcAQPruwOuZdtd0e0Scw2xAghSItTV/fHz9JfAarNPVG41RuJRLy3+plo1QwfMvusNyJdHxBGqR0LXHdTHOHjrE08yiu7s+0rDjUYYV3Cm8Pz3DxjyBQ5sluYFG7svmOoa0jAnL1xn+kcDUs1tGjUYW+wjphpZn3DdoKsAY4DcUFiMNR9RVSm5VnUsqr0qLqCIiEct7ZWYu7jDySgFbHllhQh000zNazodnUUlVEX3epkCTIcMsi3JzX+IVygXacVeIS3nBrVwPrlZcb6it/wCilNROuvJ4iijKdqvTrjmXYvwb+lz/ANDHKCeafmP5MP7lcUOzSvzmA4T5P3APsQfxEMDjTicxfDcs0h8kOnyS+Xwf+Rz5fQmZQe5mEQ5f8ppKBiIuoQXCmhdg86mQnATiUkC2FhMGdRLL5a4wc4xniY7LJXZe5ty5Dt5z0fuYZk158zwaGzPx1C4kbVCHc3SMyhXUOCGGuLKaptnLWA9QdkFqnrUzLWWcvRKKIkMaxt4gzkMhzKyk5L5eiBIFUnBxGCxlfiWfKcnQ9wLRCk3ePtMjOF0+IYoECmK83FNSgL5CMjFoFuy8HnmHLxZi9S6RbcpTE+GUMPI/MOSJsBv2evcAKJTn0eWMclLgqepZaJRSiZxrYI6FtDGmG28pkz4qUUiKeDts/HrxBxw4ol+QFPxKL1diJzv396gEx0N0u8hk1vvHmGmGzezNVCOB6rA3m5osLV3oimwzTanxCS1oE+9JGgEp79QQwLgu8eSUuEtqU+agqs6/xzE1McIQuRUvh+YkqZG+dxqWAyibjdAMjJ/UsgGaaYJQcQdnyvcIOZBrr37iMUrEcpWYtpvyjTLEr6uNfIWl3jzNRjeWJchNEbIFZV3UZGtrgECh80h9ocVolpCJdarwlaFBpOAjTAhdbtDXqwcPdQNpRxGLx2lQ/XXo1EAl1tXy5/FRf8KVcti3V64jVp9IE2HpSI5Le2VaB8SnR9JV4fSC9tXar8Q2hm8KYaw8HwgmiT0fZ/mHWlPBo1nzhd+keT6k1RDxYEb+ZRZUJFuG4DbDBT1AjUMTU+iWOfH9D3LLjg6WaTnErMrX1hZQ1Y3uFtBpXlilA6GgyrL2boRp6hwsiDxuF79o+IYCuCq4lpTRBhAZauwMRQKoXL39JnYFF3s4/MVYWhQCtF9pKSjezf7gHQmk5hrsFF5uUBwqXHiIXRZGoalBs3BsgUbajXOUvkriAISrvKpXm7yY+YlpayKXSGkLhaIonEsG8XLERlnCQMOvjw1d2XnP8y44Ve1dtR6xne2bf3CZlqSit23p56iLkYgUf2h0BcIEvbW2IEVHay2pv1KAeQCYfUonbirPKyUrOZLD67lqDbY4eoICyCmNcw/RlSNEqaLEbL9JYB7Dlj9SpNdUo9oVLizLk8pF1ICxo5JYKZgg1Q/MKrhvAde3FV17mwIFsfEDxvJdH0gdB6FA3DoV5u6Jo0YCrv8A2Y/INVKOU+n4idoeal+l0S/oyoOIH9oobA46lJb3tFNBMi7+ImYpWgz8ogoljxHR0ODBR1oSru501FGVjwwGAx9YBlg4VHFxCBYCpDjXeYT0G7ZxfXEYHIX14jFGXMxDjF5br8RmP+n/AMG4RxhDkayaZQG6I/IYkoX3/BDGFFANC3j1MV+IoQngy1JSfC7HNHnMbQZSiri/tGwSAmX2fETZ6ENxjyBb+P5lbwqsXNG8BisQeTZQmBCAw5wX9IOrZ2IhU72rdwiYozg4TQ0HeE5Yyv8Af5hF/wBsXPSMdVbeFJmNaqdCt8ExBQa7al9sMVEEGbzHWFChIhbQ7IslIjg8SztFjS+JZMFqwHzMtfVJRXHkjllZuqdZds3DXJ3jyuY1itAZaIRUZIKL5r5iqWsQ7vw9wa2GPGQdRjSfmLRg2ysAMvMz4IIOx559/uG1iI3TK35iarKt1HqSBdDL4irgy4g+Nwq4dzeGc8wxQhyh88wpYWAbNuczt9qlDxqHMeqi18u5sUrykqZiqSU+SNWrFapOICpanRgeiWCr6xSL5RqHDQwnwj3ESA6DCbuN1wgnCUH20RpLAYKLVcV5hMskitcRXu9zrh+lTC7eCbmCQ9/aEIab+ZSVvG45KDBWVZSCvCKtitlQti0ZIuYeTdih7ZcJ2vJDo3bDiLoixR3mFctW0IvXbDQVg3tdVFOgOtod1+JcpxHOZjtjNCJD4A+z95RUa1LJUx/0YMUX/AsV6iFywrac/wBQTLCy+GooMP8AnFlg8j/fSaHHO11UDbNuDrzMwH1IhsGjZiiNRmBwJVqzHAVNqa6jUGGrdeJbBjSGEhiBHglSpitMKCYgBQV94YCwykRcMJtjBNhwkxSoVsYmMRJv0Xo6gbIxG8WaipDzTLi2XCa+Y0dAqz6hutPsvPUvFrbyHxCij6KrmWKWwXKddMokWGYPNSjSKY9vXJK7uNlwPUOr7XMb6+mfklacBbjoJRjqJTL7SdPbEiwD1AAigHm3P3jCbuwvF1+CPeJZrpqv1Lq8gw6eam6JY0n4/UtHiAW172w04xOj3EB31+P0IC4TjZfqw98sZBceIhu90V5i1c7A0/5grjY8LMQqKLFzxMbTwEK7s4z9ZeVpwmMdi15KzuoweYRkOmUBlFgJgFKCrPrxMFjtw2RWWBKOI6bBG0r1BAwwgw8Q2AKV7OyP8rzSD4F3ExQgK7fHUBFHQgb4vKQRoIlg/wASiCDkLcwSoStXArGohXBVlIUovlmDrbwKuFDUCKDWYoQrez1/P05iLWr4hIqPMNtQ8HU+XR/upZ2wXLXSvxPDF+kc/wDKlf8AC4epYLZjeYxV1xmysxHUuNxvbyV3otPHcGAtLVtC9+7jhC6uYF3BSvmCagNQ7YoDBgoOQ5iHQMqYCMrLYUz6TxgKlKcRTRvh/LiOzQryCt1C1APISN+C+vzGroHA9TK25UOi+WEC0LIXAHniFq3BVa9zEWbzqJBFU7Pf2ntRvR/uO46IjNItQpZ22i4Zb96Db6iWju6WNxq0qrne/vNgCBgIb+rxMkDytQKgXj+Yyw5BRb+YbGzVgXxZqPCguzLFwyUsA15XQeYW3siC2vmm5vBn+zBGVcucxXRs3F1Pk6iIKCYZXuFInWkjRv2sjutpSLH0mgc4R2URKQE6Gdhx8QEd97BGFJNbp+IjBWEJLzGoA1mnUspm2nPw4PzEQQ0Ief8AcSi61ppHqW+lsp7+0NvEoanJLAKcFPUAkgUOUjIo7Lbi1aempWgm9JLfWIJjSKojmMrQBrIX1K1Q9/67lr9Swt4HiUWt7K0WOrbYZPT+mUhg4b49RAhBYuz61EJ69Wr6sbzRQBrxqKmnIJioiC3txv7QpEOyMgdQBGQa1U1kLm79SZquwcVziE4dACY3FAlhGHNzAwz2519qiFirAdgN/mLc9M9/9P8Al1BgUc/aXa9dTCNRIwjHgvGVpfvDUi96bMfGH0ghCKW7wQA6olSd5mujurXBwTAbMlp/zqLigqenX4iSIm17rmUCLx5j2AVOT1LNxNHDwbYSDZa4sVcDxmdFwxCC1efmXqZgNmPiPaJ4XFlyKKvh5iY0yqONuwVVVye4zZFg7IqnCTiITXmqpfPUFC6BQeVgiAGE2XzfuLmL7UYibmLjX4MMoRG5MBeXo8faOhlW8waWJiW2WqwsOSs5O4nKi0a6y3mUhoNHRxAw2lj8QK61MIRgXotjCGDCYLz/AJi4zrqMVCOaC+jrz59QaBwllcxbQXw4v+/vAqfDA5rGn2ngilf4xGLtwXBfddKX8xKBtu0MykAOB2/MAhiYBbfLGGxsGRe8bhgVuR3+JTg3EHHqPPqIWsKbt/mIaCwWa3F7iWjR6RNL1pS+L/EPIOFF+1vMFEUs2X8EPXuKI/Xcu74ctPyxR8C5tjxmWxzEsaNAnr5gx8wbGWVxBXlhwqI8AbBzNT3QRbBaUvl79QRLgpR+pkoKul9wOBiV3vTLGP8A1A2xxB5fXMTwqCqK49S4s+aE3fm4l3XfEpRrjfiMv/ly4DWDXcHi8QLacFsGFsxWO/8AhlTRkW2FjZ6rXMVoimpUq64PDn1KP+EGbZpu4wshGQrC0ZiTWaBuuPEP2Nkn0i0gQWhSEXiDFwOskRxZC2WW4bYXENMQAAVXiZioHMN2Vm7n0F4DAlGQ6NB9pXg2QfhLgSdAyi6Pc0JgNl2XxGIdt30xmmEUOG1iGuI2gw6kPr+RBLAXdnMbz8VLlvGaqFVgb3HMjyL/AOxsAehLaGzWZhfGCQtmgKzM5SWR/UAlAe52fW5RrKeUHAyd9QoYVRbZ2t4y+MyxpqW4IX8O/pNWwAXulq/9xDYdKt29sFGktofDOQhLB6iYlUWy+tTDdSwPH6mUW0PwMsAqVq18/iGalUlfAe4p09AXTydzDpBfB8xfIFgOPcR9R2HHtLl7WRx4IBwDTUVI+JRShcgS9dS3TE2DI4wVMVlH0yuWWKs0bV/uJqha0D6l3lz/AMdMq0EjhrKRNk0VuXhiQrRjtGtEBDxLkpNCQrMap0+PUFGp+JSrQo7hbRi0QKDBASzoi2mvvE5sKu1zFj/wLA7haJqFYA4qVlUtUV+mWLztldK3XpxK344j95z/ANv/AJeNEFg1EiuovSJ9EH/gxGLLYRRFu/OI2ta29QfiUk3WL1+5kUxRxfqVKHQsWaySzXZRwV/2JcEsVxX88x+go3iY8HUr0UcOIgzfFu1cQZw1eID+oZ2zwT2XN35fsQriJcaqoQ9dQRAaqAPCwmpUY1DAUDd+LlZv4zAdxFS8K8Mc5uXiDcDEBCvnpUbi+RkYlEF9EHyYVRye+4LDew8QpXRiDdYUyRwnsB0kr6BS1rDC2hWIP6h5Cc8L2xLYuJsRt4OL83C4cAJwC6/3xEEAdmn+P7l8giorR/P+uEQMRrj/ANjsoVcgorsvcFZUMArrzqOQgU43yvyQYVkhQro598QxWorIJ5m5eatXENtDKaz1C8NNnffmPQWaGwV9IYMZxV9EZu1LwDMzxZCmmiDD4nIicu2GXIFH2lBkvDdo4F1F+8e/E2yupZCBjhEB0XY2vmWK3YrcYtYbCAMEJsXMi5YNkelDA7jcla3UzZL7gwKQC+5hiRbGn+JYJ7eCq7f9t/4LMEW4bhbLkKnx/MMGSCsrhcw0F2WnoBqZF8NtjNdUke55Eatply5c0MAmbmoPcBzMkRFyddQwgV/y+IsuXFvTWvDjT63HKUjl4YliXA56f6oRbgCIl4ajwZcNOZa7hkp8Rb/CsN+oVUrlUH1K2sYd11fBFefdu2/EL+Kc4LG7WpckfDtdFvMJq1KNG91KILitYp3fPsgCnykBekdQcrN33RwEQOVVBw3fMdaENOFDia9DCLhIcNK5B6SWJtGa+Vj1M1ZyeT2RhHLFSjAAdVKgKMK73Utf470MdgE7rqCmIusJFcK0/MF8xLlfAHPvipdZcJXDmI1rJTNEswiKOxqg/ZgUtswvb8ROKXZ5/wBUS9cu7ORlcA1mbHJnAYhVEBLrfEEjVbb+iFbkbs/RLBHc6KysgWgmzznLAgtaWUDnLmCY3stQHPiL7VW27fEDCi2wVqAJU3YaQy+cqdsFqeIjO1kZnlIevcuMtzi6uZUCroH3D6t45DqyBlVeStRx8C4slRZcisHo7iMoADSv+1Bw9AODqGVhWL69weEOWoVQKJQQhZU8apiAyoVF1jbmFBP0H5hBJ6n5+BgtAnEDjHf8R2m1cvcWKLGWPHMKzHqqUhTAuH2Wr7gHNNANvltt7uXWA6LGDFj4lsvEyQ9aXOt1LlwYiApQ68xS/B6IVlUf8uL1FlXqWhQ+TOP5SxHasFB1LQFOY/cAWtXCUI4q1fwYj5NbqXfmKSk1j5lsR3OIT6RQWliGD/EHCzYrJ8BvxLmllE+FHRKwDoKPVRHeEQBTD8RdYKiXrHhH+BLBb6hr6zEQ9nZ4eGVPCza03VE2LhPvCbCniPFZJt4gxd1yT68wyABzLVdGZX1Lbu9/mLWdsQ/K4ua3WagI7RjJJnmsRmg33HEOl4lkJtBo+IUjxnSHn+GorEFK7qrP0QWiniPpefrBduxJXw13BLBBSfC/14gJWjTs7u4xcDJ44P8AcErYTcxPiA2pjz6SZko4fn1Ay0KoPEvHwQlaBzjfU5YkPav+jGyB4rX3Y3rL3cSlruDrClug8sSh2FLZPcuIgsVdsts2kb5VhxgIblj4MA4sC/Ai0vFAWtVzEt+aXcMAtcq0QlFNaIc5m968TkG6V+pgiAsoVprvyMPlNWK+9XGWeARrT27lmtBRN/Ew1XDq3i9kEYKCiqol5VgZeMTQV1iteXogVpTePNjMo9hoLquCGFKiqMP9NX4izccIuItxjSqD9+Jdl6jatV9v93Gu+DTkGVfi4x7Rob3r9VBezKDejn669S+Zxn4g4iy4P/KVUKFhraYtffjr4jYCijo/1y1Ay5a4Mzhc9SjcYsWXFgWxXxQtPy4PzqVLEKHX11AxG1sjFFBLMFX44lsE9EvHzKAGg5OHyMTgGb5SvUDWJmMqxnF8h/iMMxyVrv1EEMQ2KJFIdGxXwOjCC7JsL+GARmoBP3j4LtL75NFc/WaDSyzak2Ec4S2VhyuvUPNyMnbmVrXcc2rPVxkBAL7X+JUxgYsxuXBMkBdFAUiYu7/UWEYBYFXd8kK/tnYvj4gsS8HcLLo+Ihu4GyGQDOp7XwyHaY0/3Eum5RY7rmNdJRgHB3FRfPEy4ZMYT6MQVtjowW18pEggbkbaftTG9asGFujwUfeC21Si/wBxuUTsWXKIAwNdvVu19oixhijXoj1QFomH1HSCkaSMauDnEVtxUIYWefEp0MqrDplNOw0/uDIStFc8w4ovxLFHuGt9Gi4x4gtecI2xbMh0O4QWWnMxMGpjZcAG7jotzSOpSIdMVtx5iek1dFxjNMpYSbU3jhl+V0OcD2y8GwAZejrzBoRFUlK7fMzQKLpx4nIiIeuH9D5l8Yq/4N6RQOYrIAZFAfYPz6qJQFc38De5f6TIUXZ4DfnHUtRdYMSkjd0ShR5C2jl439MQAhw/mYQw3cQrG4XnUuUQkBotZzZbe6x6lwJAtYZFyoEWLGGXAuG4loBLLZ4PP07jLGDNFYqCKEMGoiE1zmjxxiLYAcDWWv8AAFnfNcQKHIiGjv7fSC+m0BHyt/EfHQbt9bn3BI5lbt+41VHdO51qoXWImawhys2X1nF+dx2ivUx7ii5Bmx4iY3kWIGkp+uPzKAtg4UMiC6uGWXfaFMgsVD7pdRxdYj2PIdZlnc5fzH6BpGgYb2UCuej1ANac8xeJtSkHLtjL/Ulz00Bx6ZeRMFWbxVRrFZ+g1KPGTm4ruGLpxWK4g2wAaqvl8kopMqmzQcecV5jQNSRaq7NvESCpzYOwDWbKgoGGJNHml/qMAqMS4tVi89wUKXsa8/8AstkZU8KiKJwWEUknduU8TPv7Era4bBL4Iq2MtLMC6QopNk3gUECG1WW4N3t0VVBBedNSwLzcqIxQ+G78RkoYBzR/LLVjTHiFAL6qD7sZ6gQQv+MzIBZ7H6mZaC9iWeXWxZ8zUpuEnkyiIV0HL1AXahnx/M7qBr+XMAwjSFr+JuYuwDK+JWopXbC+IjuPAYxFioljiWQF8HteohpJlW8B0ePmNBrpv7QTg+MFfEqNSqo4xENM4TJy4Mv4jAdb0g2BlxlKvYMdg7Tj5PD83FGFPnUSvEWtW1hgjKSyCNOfcrGnfBAMZeWajDFy5cDF/BALrRi2l8Dvg55i603pQ2Cg5FTX4qUszMBwQmd1eHglKugjo+JdMCgCvIM/WU52BbK5CLRkx8nR1M+FiqsvZOQgCCh7dS8GC4HjG/pGLfPKfC4IHA+H7bMExSqm9A1RoqFNhNOCdxbESwUr+Jal2RcnLQlt8QYsEWzmDq+0MsA5uZWQ5S4XkRKO6auWgs6oj7LFUAviIWlxJvmpU8HOOIIqu3UIJwL+eYuzYV17gIFt8wgjhqgrX6jSFLueV1cBEoUXcpAWpbWfrAArWcgvh+sU016FWBsy8UdZjEosivq6VHHmpbBYc75QvEzuNd5e5qhZt6DgmABzvr4iqoxq2Spegvm9XB7HYtvy0EpVU8+zZc2sHLgEgVBZaUH8w9qOz9Dn8R6o4UI8nuNSlVaFzBz0GfiAEaKdcQ2xPJKqtsU4Cb0tSNrbrYAwltFbMyxcg74hg3mtqxCSUFKNRAUqUdX5lbqHNAHpieULQm/VzBJ1hv3BSzWNUpzEagUKNOioIva4tUPfcLIRpdYPEbLAb8Sx6+ji/KRZjgVlsusXRK2txd2vP8Q/5WazzGzJQ8oof+0vWtleHXx3MlgSlwyozIq0XH1lzECHuhwac71lwQgbeo0DeDu3sj3bcHJvus6sYDkssB5XHqzcarcKpDWrLjqCcLf9Wo42Vb019GOht6KWVgV6/wChi5cu9QPb0GV9RWKFZE5F9l5JRQws0BZVnCja4GoM9QAmrxfdhn7h7zV+DfqOxGljfy5f1L+Q+BQedoR3bbReTbllRKsCdRCTNi24bCj2Qpq1PmH8VMhazVy3g5OC40jaS0txrJ4hqGRavsse5eEuCy9OcfEI8MVnFYZR1fIJ3DJEcPE1VfWXaV1CGqDLLTKMr58EIAtYSAjPKohYQ4ZJkwWq9Rqyo3Y6iMbVDl6i3JDan6vUvaGMv5i22bkIEoehViDdQHMageV5imWg1FuvREVGzktz/cYkBXT0OP3OJm96x+A/WC7GXU9fMJCgbGJx4S8rLL6nueOWpogHKrN+ZRQTsDL/ADK5bR0tQ0tzdue1eoqo6AGj5qMradMnai0IZW2l2dJ1r1B9gs806G77gQE1vWIqM0JK0vJkiDUAIXplGFMzQ5ogDSmmyISEcs/qarCBVa6qZVXSnEqXNovUZKruR85keL/UVGqlPszCUwWu0a6HEvDEeyrYBCYaGClYSqhb4vqJf9wby6lro4ig/hAdrwEAgY9o2/R4i2RXAaYwRz5SKylsQ4HGIkRZ9LuZomsUYL0+nqpWbkZys6vzX1JrMwAyhpOHkvq4FYDoUF4OyUD7XAQyGjkWDenUW0WxK3K9AG6gma42rf2ikatyF6qqH3Y9sBWFOW2sR6x7Rhf+XDLk0G2KxbgNrd9euecR7GtUplPyNfEGlhQ0Q3fIsvP2f7ba4jlHecAbRjZv2apOjXC3O2kQNpToUfrGw/qO+PEbZe1ZbPRULb2QdJ5oGb9zcg+Ja1GpRhSYPEAJ1KT1HuALs5iFtGcrpvUtg0UqqX+IBizmLKT1BFcMg/mYewK2HTL5gwlmvLNY+MLyrNxWeb+8ZrWpVHEqIRltDUDcBirEvY2aSVxQVTxBpoUvSSmRamiobqYrlXhhhxWOM6+JWrhwrSw6DNibqcBDvuWrNDNOBCtDbYb/AI9wG0sBbbG4AXhFKviNJMVlRrLcTSlJDSNJh+kKV5kNP0VfiD5dCLY+zGYMaqPO6dHB7jIxaoXXqPYFYL4iWLF2RGMs24fjmV4b8AAUi0BuGqy+ompphQai8lLiqCUsW7UGPiKUgdDf8xgHaiPGuhImshMTKAWyLuKEBp6IV7pTaQlc2dZfmbBaEzmWHbuhu49qjY2hEtVLW6evEzrgoyHuYAgwwfzAFUoERX0r1DQHUgSj9w+UYA39ZS67SiEXXZx49w2g395howsbWVvA7XqPG2wsf6TSmHhIzYRalxhqh3u4Gq70XmNkTgc+kTAswMvxjD9RXstLaOGhybGn5GZyqopXZSufPMcTF4+eTqtLfPsld+gpQUDXGLznGguYiR2wLEUtW6F3RqUQ4NXuMnnRZZKsaq6X+o70XNDH+xPk4i3b/wAMXLl4adGvfURwazIVz/EL1pYSsq625ruJQLfAUaFvpL84nmPARaMOxruoqCRBAOOV2FY6lRC3rCUsIb2h3Kv61uLCNeM5eLhPN54LsG3p5nrzAL0eo1BE0qv5LiWga4XUhVqNG1fwRTjQKvX/AJGgKVaqKQpGSBpeIbs1EPN6eIUTNCrTy8wk7q6um7YiWS5ghktQqoYKzB7nGBye3iLgHhC7hBce/EbNHHcNKMOJVqmpFqErlcl+I55KRGcF3cQlkVwhELU9Ci8c83Xctlt0P+xFH8G3mXo5h4RrQN83F1e4L5g4H0D3BSsQUS3m11BFbTVB9s/iCDlwFHzwwFUsFmSmsxAA2tcimKcdnzFjP9q4NZ5snjtf79kN9EqlyP8AeIxJAeKuJFyYZrUybOnDHKOcxdnEBpGju/MAG0U0c9DAxbc4qsOoB1csTLzzCRjmt3qorOKoqXxipQXKmtfEoDRdiZipubEwRcKMTt8CE3qRiSm165ldV4RugPaoG9GZQG6hbnwBFUK3aGNEv94F44iXHoxbewfma7G6pkxD9FFU6IJpQABbcCdOafFYjBwX/wAItAHUs2w2wNdNCML71RqDLuQ0fJiNxjaQOvn8zANGhF+P0jUp3bafX9JZrBpfum8qHvgMmnWs/WMaCbaV9jw/aUPAiGy4AHekNJCRcLhVbQphv8xgCNuQq08He05gk4FhqqOdaeJUQ4cee5zSsncxyo4waPz7slp4LND2f7GoP/D/ACAvHC79EHyirNN3etglYe4hSE+hGH/r94X1epxhinVqHUzjuIQ0F1o7r4UcBaQEawN1yYrnrEeVCiWMCBbVmd9oZmAADHXO3D/sRzmjJ/2tL/XEMOpVtW3DbQL1+IKZxc5G8V0kqqMBUsTWH8y8FnStSzmFrCdBU4xshTXEyWuR6maVxuCKwdLDl4ZRlxUV22q59fMAzZzccckqFG5zZbcVX9soYtcq1XuNgyMXm18RsHpYaCIbHqYGw5WGy2NJj0jZ2gKFviDcJG3Cn3HNml+ICN2NXYf0YADKOqcyiW1sNY9SgheFG33K9euK6S1gOUv4EABrZpHepnHhhpPMdCK1zC9+5YtushXxEg1Nv1/8liXSGcx1kgwNnRCICnITf5uPyB9MsgBrPcwDBvQgqn8EBR7jLLS0lwjD1su33uW9xirtYCsgFF8LEaEu6GV8QFkb1gSu8OkNvccoQOcxohObDPucSwZe/LNDXMGhNkTgmgRtneXL8RmLZpc+SOogCwWvm4BEo3ZVO3qNVSADB6lQWPM+0FB0MC/vjzQdCGviWxbjyuoQ9yWz7rULmHkaJbigjK7LsYwnDY0e1wfLGW/ZgP6S+Blvhnbf1sPoRT6o3LF7e2cVbdHP9z6T5au8r+0Wm35iYn4MIvg231EJMVzVt5+X5CY4W3gN5l6Q25urxLbBwRp/csf+Rroqk5sye8WeYGNryx8nXZNvWI4HPkqOlLmAo3XeElbsqQLkfgo96hambJavRvHn6YgU62+YihglVbILefzYbl6uiRQKH4U+sNHQFg0Tv3s+CDM4ostBJsyi1qYnRRLRVgtrrHDisMa1YU4iULLvLbjUGRCKulkvs7+kTawFeli12v0AhvxBiribntrQdxQG8DSJ1e2oXXhfVS5q5rNRWKupfQJq3wBMBwhbsYCo4iD15ityUy9RWWWrUXH2BrZ7RcPZXZZgQ4hmpLa4zKGxKCI2houAogCluKaN7bRMBZk43qEI6KAb1ZFTk6P5lfqrFl8RpAqywo4iKJQ8eZXjV2zHU5FcxuFPxL2yrymW8HwRkoAK2PJjNXYJZtsf8wQUigLBd+eJXbISqrZU4l8SrKVT8hFB+C/Vbv2y5GnQBvx4lwO4F7ZaUwLrV/MOzCbbBa/mIV0cQLi01sESc6w6VAY4cm2YwBa2ebm0UUrP0nmJyXbFYd7mJ0K5A3PkGqlKtzdyw0sXbCsOIGOq7csYIpoItEdRhVefLAL8EF7+IRHqPw4nECmMpZiwCF5jxU4PHy8QEeuaC145uVYWHL08X/te4sARgEvteoAHXYUOX7lohxvHRR8P4F8xt3o7l3bPaM4HJ+juDkO1/sS8FrhbR3KDcIey2XzKMne5nszKn77No/ioQig/bddcxgnndwiq3ydcTN/wTv8A48jWWvQ+fHuXPqVQt1Q7frG2uBNMKNZb3wc3BRwhsWcpdba8rKoF0Rb6W20W8D30sy8WOQDxhzWsXuZfD/FIU8NWPTEUdTOVLLOlGupZW3pi6Fgf91AjbYuVyLRjTvzHAQKEqjzl/UT9Qvi3gvLy9FHMoRYAETBMv4PcL7hBb8xDalBzUYSQ7atiBPk9QcaY0RSdnjqG2DEZY5RD4FxAMVFPHKj/AGYBzlPT1DQ3a0BHTsAzw5IKVBoXBLl6Kw5bSDRBvQHFwAch4BDiElpVY7bqElsFA0anNhS18QtFaNxiCmTF19YZTnaOsdRTxktzHyjdSKMOrkX6wgajLeoAbSGFRCr7i8EOLvMaGVGPEWJLsqDqmx4WCQy8+IuxmQdJ5HYypXRzFpXk/wAxWESaFL4Xs6YyGMQX6fpURf4+0uEN0qJgpwTuXkQbtm24sg/coAYNF2+zE5F0OJoV5NzWGb4dxuUx52gI8HUQACuowoS+SWswEuygGqauXcX5/JB49dVd/MTWP2+/1LxhwI+11ghCjzAM9qdROJ0KUfzuMMTFvLysUdGg/dUEBiilLxmPSCFoC8J3/UH7lvETu61b6Hubbl2lir88wtybQW/aCnymD9P/ACawWenwTXJNQ4h8wthDtepnoRsH4Bx5x8w6OFCovScPMzGB85PtE8J4YG+HFpwc11hmDizXcdNgL6P/AC5SMYAeDEV7iLj/AMDiLIuPg6xfUvI006YpBvNU7eo+S7ktTgFYDGOcRMGZW+4IY0Ds/YTEIiFhha3T3m74x0SsIMbdQDjlzTf3ls8YTktUzwfXzGEswYAGXs+ibqmR2vDyjLbUil1SXfPRAAUINf3G/eCAY1TmsvZ7V3DcgCtAad4y7zCAlDTnmVHJjmEbBzMfLVS9uD3FOnd2b+ZQBF0CIuF8cBC7GA32hVUQw7zVgJvlVpTR2wAJir6i+kRgKZGEebK5aVOCqA4yh4UtRk2zApVMDxEqaJVG/dxMkEd4/wAJQMFGRMxW1DCkwgD6MaqIZlalviv3ObKI7fMv2w2ui4mqw1Ko1VCtfMRc24gZYho8yuAxw6gPQpLbiu9r61NJjxvUFI+nmUl+atQ+7H/vuOtXApq/kS0i0G1t5YVPALrMquTsmJfrCyv8+IjM02a+ItqKeW6JfiaYKj2i7f6l69Mi/ot6hcChL+sSnIm6ql9RcUxYt38RlbHjQ/zMRFHKbixxrhMC5KfMCgFe4bb0pGo/BgGRuI3bqtAQoWz2HLmK5TMbfhoZfgirrR3KJoN0tK8WwAFIdwN4jSVUJS+f1MSrxQPwchx2+BmGh1WVc+87ebiqN/aEuwJQeWGT7K+kXbOXxSLfng+YvRvI3+lyjH1/uErM5lF14P8AXK+k+z7VHoYjbLwW83vePiC0rCsBo+m/PzE1H0IX/fSY1v5Q6VviX67iADo0OCKGzTZqiOPSmQ45f0RFf3BLMTEueepUCBuKBeTt1jmW+0MZUALMlsOs8sK61Uoo9Dg/e5WeAhftcu00Xnd29BzLUTMqx44D7XKoiNtJLeGijZ+JlRTavtXgjEx5GGSvAtrxcNX3Giw0l5Er1CoGLSoLd2cSixVWg3g4v+phzWQmVL9EvoxkDLY09KCCphVBetyr/auHbcOtQiv1QYs6lWWu4tspxkuoLz6/8ZSoowuoJwO4AShjyQxgaClV/wCwQ0yUbYr7pmnI/BM6JVFVbfmEL27LbI7QHLMuU8QVVAzs3Dn15XayhERRfWIKFlJRs5iFoXD218QizvsvBEAoC3H4gItC6JomKWF3m2N4irrGBaDCqVlfSXxIMXWfEaCqzTuVewbzuB213a7jg95RMK7lzy9A2vV+OfzLNI4KKA8GpTA4NukOyvv/AFGv/A7Av6xxmiBz7+YYDQuKlz2jmnkUWTrpx1H6r8GCPbHov6wFUBAK0UgKKrvErWHZcrEOPtKZRQcNAUwstj+YlloJtS2wNjCYZgXusy8NWSU2ZKM9JKA1yGb7uOauS5kDew/TcJBOQonybl+3WhLs4rqWZC2LDzRUBGI5Mw5WU5w7bG4JjLPlU4r0fliJQ0V50fWvtLQpUgp2SzWYCryZDlihGr5DqKVovY3DNtKlfSPHEDRnVqooXHY/Ibl/w2wH6mUzvFTRJmuVJpsjauejU4WE6fiFkkb6P4h0LtsCd0OXyw6ouAvPzCK88TtG2C/mVzB8iWls6t317xKhEVhUWVsboO63GAYlKsYqFou6fNuYCoWBBbt63xjPqXVmGHRaFNY8fuUBx0HWwMgOYNCZaGTGaDOPpH5LjQqSsgqGTeHmFv1joCi6Zd/64awNAKor4C1WSyqlbgA20bKJm3vu4GT1yF/KD8cy4EiYT1hre88ahieZaYVFHPviW3NROKtg8HycvMwAUp5LU/SphqOLw+yWtT/DqBuwlbjvKjV9wXda+CVoo3UzfGX2SxFs6grbGcyXqkdE63AxSJrGo+dvcsRhUPzMc4gsA0SqWBh8kwEdkG1tm9xhZw66DOJSfBtpHq1C8bo9ynRFkdEHEO+S9xixVYqk1sYY/s7IMB7jXD24XNcUf5mLoImqG4SbX1eH1mcjirYsBQautepag5mRcVYFZ+RePzKGvkWV5/Mdolc3LhoDJqBS0VFMJ0+uIodeo5eEEOWuXHniYBTtdFk2lyvETTAaxAQ3vtqNduapAI4GWLNJWsXIU0Q63dZv8TYF45iAqdBj0B54BgdWKc1KIcmbriKDkccOpS5gVLzWs1r78kDLTZC33hyQneS+rzUFbyPZJhcA1Vt4nSVeJmKGGjuXQGDZZECFSFul4/cy6Gj6apv5GJzxYVizR86Il3wJVG9VFgzbXn0lhY4ms3Aw0XahTutyiNibIptgT8sQ0EdyjNjzL6At8Blfb4SJ9kYq6up+X4lJMZoo/wB5YrHnI+Dg/ceTM39200+5tOdqRI1beQUwWavaGCIhcIALbGx/PEtVCFZlrFXhrNFQSqasIN3aBxa51EaelAApsZzjHvuOAndjKUZNBee+GVjiK3Buu897/EGjEFwKUDn4E1jqO8dpU09FHfFZhKAyErkU2ZrLiFTiBFtlMLprnrEVUWC+Hk8Ijzh9S/YcQa6zeqbp4jUQuqKZ4dfzKbsgQ+VY/LCw2NhhR0bPPcYTCasOfXsD6StSEquhEmBUpf5l8tt3uCgeFOA/nzKXWs1n3IeWbBHRkO4KKSjA8TTA94qmJk8VzKoYguawVvedA1yy7H4ijJhH39ZoHWKarMf6yijd/EQRPsEvrMUDkn/hzczQNdDJ/hAm9DYz4SoUfZTMObW1XuJbLoqW0WajKgSr7qAm+rhhO4hsWqwxEQAcoVfuW5bSxyxFw4NMdhF8rZcYCGPGGBkGzsvg83G0V00HRARryKj9oXIM3IacfeGHYGLa4XwxvycR8WckuPCRMndwR80GhnSMBPkYCziA29usTJXTo5h2HtlGhLd1AYLo43EDta+IXYUMn/krszjiGF0tzGnFt1iFVZVm3UUKHCzj/cxMsusVRELvkqW7j6URXyfaDbPo5iJHBv1CAmzmjmYdC2PPGKlln5Hf+xMCqj2K7mQdTSEvYdyiCYrb2cnUKKDeGC3ltXWYcEq0R8KYcMrOtrOHSpp9zFBo0pHrxZ/swBszdGF2/djpkavMTZ2pfapaZvEFtT2zsiKofLE0kn+jR9YX88WPgxDqfEaD41Hdn5QZGjcaKRs26SzbU7xiUhKaXPf+8cxgVoHBUDleyn3AQIgDW8O8UYfhhsMJZXUKLDz3mVPBcdLwNu3MxuMWytOabpOa46q5d0MFBfI/+xLhpLIhcGSw25B5pDv6xhwXIsOK29Lt8oYjzmgk6UM8/iPF4V4ulA36HjXmGVMTLjI4p1jH1hQBK6lIuV7TvVSrJXZpXmg9wBEZValPbuXrdBAwz6D/ABbCmUFTlUbPMBrJVtS0y3g9eIUD3+ZciYaeeJmDaG6xMvIsqiUW+5pZxsYooK6LQ/MyWDgOD/dwXi9FGZoF25Gm/wAQQyDSH9Q40Wnj59wFl5cgXzCraBzke5vT9745lmA5u+pwzD3ootD3MmzqqGfcYHEAz/cGxXYZLiwiMmcnxFVtlDyJYjuApcNixQzmFXFeyon2N7jZSovC2AyPFl3D3IsrGIhVcGMpLIGawOr3E7FDUcIwpov5gFYMB1TNPqPj60IvbDH2nqt8kG7Buq8u2IT1cos99wtuPqZol7dm2plP0parH1mNAV6lbqx+kNDZmtH8yvWN6G6gCZBgIYKComAHmHg0Pqyhk9rxMXXyanZR4hyN+GYug7bPx1LZ267nJRd+IetBhzEI6fDxNsVYXNVH0g3m44qWmgUtRGRtCBZy4OvxKRXYIvjGEa53xD9IVkk63R7SEC2KoKOnFSqUKTEOr18y4GG1i7wf+4jpm1Mn9RHY+PzlwRPLOPoUQ9vOws+W37yzdFkirlYp0RTGBofMciKtotS6xxnIShSFsALs3v8A8gtFxQh2C+oqCLTyUZxzvrqVIH3k9PB/LKFU94W5Orr7QRgCNwyO0pzxGXL2LIWb3nPiPTBQAcdCOmo3YIcq3C0Sc6nQcAZfmWcRhHYzxnoa9yuNFAIYrTNm8aiMuu8WLFRnDoqMCyLVsuKv049REKmXt3FlFKj3LFDFUl9CVy5nCXeaesBfmCK3JeVrb2z6gAMXpRWW2Ovp8R8+AsunCn6mcVakN1w/SNAJAYyFsrqwRp2PTLI2k/4zGTW335MAaHJTcKswi1XNwqEvkJnGGG+Ylu3QWefEI6W6BR9WotTMn7jKw7LC03qNFrgIN+ZZIdKFWcZiAyYWrWJjVheJk2CkZYT6oGwteoNDfEs/0JdoGMvEoAVLz/MS1JUv4jyIB1KQ0Dlwf+wDQyhQnVRAiKFKOZUWcw/KoJsizAr6vECzSM0fMOZo3a6A4YA9IV44Hpiq7y5vb4iTQthS1djqHTiGWffuU810g2n8R0Cyi/LqM7IdEwFj2zIMM9NQGsMxUjh4dwUuTlgXlja+GI4kcHU2IBtYXM/bC8X1FU0Rpsm8QXh04jctqCALrOf4lNMErO0cegMGN/M5ehgNHjUUh1FqGWVWYHA88sPbj1YzGaSN0ZcU7hqGixrIMT0OwSJf3mWn74o5fWWBzb3iCdW87zM7cQrlhULdQRCvBN63OtQKVHxFJZQDIUBtfxUFrEKUL9mOf1HNdMlNnBKzf9wPBN1h7i3P+5hM4CKrdGm7zjxCGg8zQWYX2X9JYt2KyxNZIfiobqvQoqJrfeIhKwUA6qxkAMrgmJxhcx50aZb0LisJ4TbgDXPUINDzrpV45iGRIKFWZwLZi81KWWZXA8HOMHxFUthYSwMDQTvGMy5ti3mlFPCdPDBtELFSm2NSA1Z0ZBy21eg+sLIXFoi3y3zhi4DYJm3P3K9SgICtRRxKR1YxM+XZ4SCQRLrfhiyupsNpF9FZ+YCMDFoePZFBSfi1MfMNYKFrs+I7HYaUWf7mVPj0kturp9QWDrVGgHmZhblbvuAAyVp/7G/Qt0ahMAs8VNTD2RQSjVhGGhjd7mhaPERV0YQKl7DoU1AI0i8vctLSnCO/cb45YE3GEoqUpryx63OBmL1cbGBZVj5ih65ZzyOyYCaqlValiylhZ5+qIXwSxLByVzbDkMckUxmIxdGrq/iLWDEBx0JbPnIICNpcKQrF6/EEhcOqvQbK/ccbabKD5FG4gbfuHdeJcHijU+o+FxTDHllOVWZ4CfEBWF63K6257lStOtkE3dnA9S1eS5WYFgbglBhqoEZsXGGILNt4WYJSx5uLHfkDCpsZaIBtXBFZ72iXQg80faFtA56PzCfX2bX3BhE9nMAit4suADY7GCgTbqIKoWlfL/eYWCF/Z9f65jsMQQgktNFxdtg9kSmftBHAorvLGmBiWrQEwRUeMZjgm3eYlt3mDMtrNzF5617hQk1838D+ogmhRo1k1BkFkUQOvNHnEbkqOiKRdcXLdLGdAYx1qJKXGMKDOtYcf1LFBwrge/fEAB6AgffcNKAeQ1weXBGpXsEU836uj4lFL9Kj+T+PdsZbdlgjv8txOlFCh7Q1gzmuTxGp6dBzUOGaTn2RWtaVbQWZ2JSX9CN3C3Zb6HHzmXhIxCl3rxK7QWs2Ur9wTKwk09m/3cqdgtvR8omFCvD6IoUrXeuyzOgTK7ydks4qOadx1VYSNv4h0FWVCjAEloxyzGY7G0bgM4e7mUGx8G4KmXldQVaKt5lhW0tOWI2Co2uOYq2p1Dkw4JtiwbQZVlLrVmKiTj0nUwdxgwDdrqF6UVbc1adjUcpScgl38QBRcGcWRIA6AwXuECBQGhcd5MmwZUTFoOw9Gw9xAdr2Ypcj1xHKsAGfTuYxw4ceuIEgBX/lH6VSjKNwiLtyz3xLk1XybN35z1xKnWh46c37hlnLLSnx7gArcrdEobpmOol4qBYYIhZT+8u6cRKvkvuCQIU0QW1QquswNX3xLMgWSpahTQqYLmljN85lY+43fzEgAdgYBFqqheg1ribPAjsmshbOWoFPDFHU4/k0QVpSveZcBpy75/uZbrQ4Feuf97iMik46la8/mDMe+uYjPc5YqsR4tpYcOJVbWPBcWbtTyQWXHLFVBl1CMI3SdP8ACXZYNcCxj/dxNLRa8nsrzLJ29yly6tn5+Yf9yAEU4Mlrk5X7SxLMgoCaxzf+7g8JzKoXQ9hR9rji1UEEum6/j7S4WKYuNVsL9R1i7ApdTFc8vaMNTcclljB05Z6PMI2PDU4gNfErSCtUidvdNNe4JuGVYz7VsfPzBrjVwCDJxgXOnUscK2WLyARccb+YjAZozms817xFNoFqrvrakzR8M58NHkIImzgV58zDl4tKLrxdQ03ZaI2yZuqv6VAawxsz7Iv7vpv1CW+ctZ7qvMRbG5ApfHmXDeOBZhsDXm4y9IKbvzGoOK5u7l2U3tweahQNLcGXqYILMi0nNcPBMCCstsv+6iBpLFuGGCNpl1EVRa0FAdZgrAOYSpj65gLU8eIkZUxgp8SkrdkSpWaVRFcct+SU4E8IOabZdUZQ3a/xDUNi6Wj+uICSIwZQXbcvCopHTeS/M115CynOeOalB2cSaGdvmPdkEQvNKblKjeyVdtYr3FJHAoB8Y+0uhmwWfRlGVn4HL3DabObE9vfHmYQIsBYTLsfmC++pabZlDyZWhLa2/apSgy8HMzjZ4DDKlRUVPmbVVkroqLdEery89RtKR21dykazxmUAO3uYaD6MywALb9yjR9CLNAe75gZt/MqFt7iiKjiojyV8sGfPuUyKbOqf1HVFyrMatFOZUWX8s7IBWVa8zLggAABo7lu1wU1ZiVyxyxMcM2xglwtTDDFtUTCD3dJ9IbYrbO3b6ploGTYMl8RIaoFMq9NrQnjuuoiggqUc2VY3V8Xn1AVd8Tk6U8eOiWeOfqdC3m7+kAqkKuDiBi6xv81UWNITRjs8PIGLvxM/gQNlOKgyPmA/3YisyURa8u/tAsum26TzSW/Y9kayuqyfBc+YCoLSINB2H+qYdu+Z2YeU5Pcovq7L28j7OYom6sGE3Xs9/SbQkZDIU63nDwEU4VteH+kGpwSJl8nqNVPrRQawQR0FQMF1vzKHBQEU31Uay5HANeIUGCGKcRL1hkAv6IlmwGR/zxAlAZAG2vxCo10MlV/LLoMBQtSEBwFAP2yhsqRQr9yAtj7bl3aBcvTV3W0AtVUTeuvfn4lVp2GCxDS3WYobHvmCLNKvQ5gMisy9bBtzV1UGU6ac/GoPKBVYfbf4l5gSyHilfuISgRNAMmNVmLqoIJOnxRr1BC1cFKrnPf8AURsCu8rSWYwrUx2MCwSjODgo66YUZXAOZnEnFqq/mEhyMY4emCq3arHO6+kSREAtQo2Cxrn6TDeK6tmTJR3AvhMXtMytt7lipDt1C7sW1hZqpk2soqUdxQGEb+EpYB7riU1dn1iC1U8D5jVpbfMdFVwZs/iK0BdPcVbz8W4SnLXLeIKXJys3+A2F7YNaCY2xLz13MBW2oo0fMeb1dMQtOcYlkjI1BSgqI5gS0Uc8dQFgbDmtzPECpQxDOs47iptdCi9t14mPBulRBdNGX7HuNeDk7tyGH2m/zKrFNOAc8/65nkwICh5NIXvNTFwoUkrGXvjMIC3smyozzeJSsNLN7ZlH8wmIosvIHEDCoeJto9h/rhSIBNOqlQSEE26M4QuDSFFba5Sx8ivoiuja4B/7/iDJ7lAIWgE3AGuj7eEmzjHfuPXWJILyPsPw3UAD7jgNqp8iPmIXZEdu+2dfzMVTTljVMCyhhsq/cQctraPIuIbWgrcXbnJ/EZDkVlA8xiSHTIPmIH4ATrvECMJu5Q9IRq/cztUtbuiOejV6hpx8XE0BOFhGINJxtLQVBoqiOrlG2rm8Gz+IlRUNm6l2Dnyg0NVjdQxK0AXNvrzAgg4LN1eYl0WwbGPr9ZYqEMvHxLPXof3D3DDGtDRSmsQB7TI5alPoTV3j1Ub4lo28PzLns5c5aV+LzMHSwtwpzxuY+sFMPddkXJEB5NkNCwckprwwIeirIry+YCUBoYCG0N/zBpYKA3PDfGKhKmq3VFtAPMRZkrj/AHEMAtZC5Hjcv0hzqjs5M8p3KZSg9evpHuPrp8R4C68fqVTP14IASphj9Rlu3HcH1cGFUIcwmeZQNin4lMafcK6PzHRN3WNxc42XKsi23Us2FmvEqKD35hgjRzUVPwRW3DumG30Y4tnqAo1dZ9Qrs2lGQziJlS71fcFPnc1pNQARGK0/bEwEgoNuVLfiJ8FaJbUgCkFwecXFbcQBbTqvpEnhFZFSvZYlsyeQtLfOYCl3VaT5GP8AcRB7MBVV1k1xoJWsw+EW4td3rjmVoxGDZwuy+s5g21HiQxk0Jp35qCaDMjHzG2NaZULxf+YtMDowUYFXGKIbos6WtkeODweZxwUI2PONPuUJoLsAux5xR7gvZ0LA0J3yrDygYxfX7XC15tlLg0ijVDmvtbEUJ8RhoCG/NzNyCyKeOpm3ltg+0QrKcbI6qw3z8x0azSzDOMykKqwJvF14YRYRYsoeYlpU3ZTSQzE1ZcEtQruGOA0tRRd/EBHafX6SvZ4F1TxAurRdrbzKFd55K18n6jsCLSgDo6bjCh27a3HouVuiZkgvLrzAbxtaraxB6QZRQXxZGTSG7sj+5gKhkZXoxgRxaq6E7qFvD0H+4R2sKc7PESRyFWB2hyzOtbg3jIsqSTdhxfHq/wAxptBoKfpjiWTVy0qmwdV39IfbAwLYvfEALbUYVyHxDCgMtPrLyC2gsTliGWiFWPH+8RcJw3Xl/wDItK+Ctnj+PcHUsKKKcX081P/Z)
Produção local de malas em estufas de alimentos, incluindo tomate, pepino,
Em um estudo publicado recentemente na Nature Communications , os pesquisadores examinam os impactos da geoengenharia solar nos resultados econa´micos globais e nospaíses. Utilizando uma abordagem de avaliação de impactos clima¡ticos macroecona´micos de última geração, o artigo éo primeiro a analisar os impactos econa´micos das projeções climáticas associadas a geoengenharia solar.
Embora a descarbonização das fontes mundiais de emissaµes continue a representar um grande desafio, a geoengenharia solar, processo em que a luz solar recebida éintencionalmente refletida para o aumento da temperatura, pode ajudar a evitar as piores conseqa¼aªncias do aquecimento global. Essa análise éa primeira a projetar a resposta do Produto Interno Bruto (PIB) ao padrãoespecafico de produção de geoengenharia solar de resfriamento.
A metodologia estima a relação hista³rica entre o clima, representado como temperatura e precipitação média anual e o crescimento da produção econa´mica emníveldepaís, medido como PIB per capita. Essa relação estimada entre economia e clima éentão aplicada para projetar e comparar resultados econa´micos em quatro cenários clima¡ticos diferentes para o pra³ximo século - se as temperaturas globais se estabilizarem naturalmente; se as temperaturas continuarem a subir; se as temperaturas foram estabilizadas como resultado da geoengenharia; e se as temperaturas foram superaquecidas pelos esforços de geoengenharia.
"Embora a precipitação tenha pouco ou nenhum efeito no crescimento do PIB em nossos resultados, háuma relação com as temperaturas", disse o primeiro autor Anthony Harding, um estudante visitante da Escola de Polatica Global e Estratanãgia da Universidade de San Diego, no Instituto de Tecnologia da Gea³rgia. "Aplicando essas relações hista³ricas para diferentes modelos, descobrimos que, se as temperaturas esfriassem, haveria ganhos no PIB per capita. Para alguns modelos, esses ganhos são de até1.000% ao longo do século e são maiores nospaíses nos tra³picos, que historicamente tendem a ser mais pobres ".
Em um modelo econa´mico que projeta uma redução da engenharia solar na temperatura média global de cerca de 3,5 graus Celsius, o clima mais frio aumentaria a renda média nospaíses tropicais em desenvolvimento, como Nager, Chade e Mali, em mais de 100% ao longo do período. século, em comparação com um modelo em que o aquecimento continua a ocorrer. Para os EUA epaíses do sul da Europa, o mesmo modelo mostrou um aumento mais moderado de cerca de 20%. Embora os efeitos de cadapaís possam variar de modelo para modelo, asmudanças de temperatura associadas a geoengenharia solar se traduzem consistentemente em uma redução de 50% da desigualdade de renda global.
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Semelhante a estudos anteriores que exploraram a relação entre clima quente e baixa produtividade, os achados da Nature não revelam os mecanismos pelos quais essa correlação ocorre.
"Na³s achamos que ospaíses mais quentes e populosos são mais sensaveis a smudanças de temperatura - seja um aumento ou uma diminuição", disse Harding. "Essespaíses mais quentes geralmente também sãopaíses mais pobres. Com a geoengenharia solar, descobrimos que ospaíses mais pobres se beneficiam mais do que ospaíses mais ricos das reduções de temperatura , reduzindo as desigualdades. Juntas, a economia global em geral cresce".
Um passo fundamental na compreensão dos riscos e recompensas potenciais da geoengenharia solar
Harding e a autora correspondente Kate Ricke, professora assistente da Escola de Polaticas e Estratanãgias Globais da UC San Diego e da Scripps Institution of Oceanography, destacam que existem muitas inca³gnitas sobre os impactos que os esforços de intervenção da geoengenharia solar teriam na atmosfera da Terra, motivo de preocupação. para cientistas e formuladores de políticas.
No entanto, prever os impactos econa´micos da geoengenharia solar éum passo fundamental para entender a troca de riscos associada ao novo campo de estudo, que estãoavaçando rapidamente. Muitas tecnologias emergentes foram recentemente desenvolvidas para manipular o meio ambiente e compensar parcialmente alguns dos impactos dasmudanças climáticas.
"Existe um problema com a ciência da geoengenharia solar, pois hámuito trabalho sobre os aspectos fasicos dela; no entanto, háuma lacuna na pesquisa que compreende os impactos relevantes para as políticas", disse Ricke. "Nossa constatação de redução consistente da desigualdade entrepaíses pode informar as discussaµes sobre a distribuição global dos impactos da geoengenharia solar, um ta³pico de preocupação nos debates sobre anãtica e governana§a da geoengenharia."
Embora os modelos econa´micos utilizados no estudo não revelem os impactos da geoengenharia solar sobre a desigualdade de renda dentro das fronteiras dospaíses, os resultados da pesquisa sobre o crescimento do PIB incentivam trabalhos adicionais sobre a governana§a global da geoengenharia solar .
Os autores escrevem: "Nossas descobertas ressaltam que um sistema robusto de governana§a global seránecessa¡rio para garantir que quaisquer decisaµes futuras sobre a implantação da geoengenharia solar sejam tomadas para benefacio coletivo".