'%3E%0A%3Cpath d='M-934.9 128.2H935V97.8H-934.9v30.4Z' class='g0'/%3E%0A%3Cpath clip-path='url(%23c1)' d='M595.5 119.5h-993' class='g1'/%3E%0A%3Cimage x='0' y='0' width='934' height='98' href='data:image/png%3Bbase64%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%2BYrlZAAAAkHRSTlMxQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEAsxv//////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////sQC8kakCAAAC90lEQVR42u3T085cURgA0Klt27bdv7Zt27btvnLPSfrt5O%2BenswkvejFWu%2BwarU2mbZJuwrtQ4cKHXOdKnTOdMl1zXWr0D3TI9cz16u%2B3vX1yfWt0C/0b8iAMLDCoDC4IUPC0EYMa87wRoxozsjmjGrO6PrG1Df2L8bVNz5MaMjEP02qTZ4SpoZpyfQwI8xMZoXZYU4yN8wL85MFYWFYlCwOS8LSZFlYHlYkKwstpVW51WFNWJusC%2BvDhmRj2NTK5tKWsDVsS7aHHWFnsivsLu0p7M3tC/uTA%2BFgOJQcLhwpHQ3HkuPhRDiZnAqnw5nkbDgXzicXMheTS%2BFyuJJcbeVa4XruRriZ3Aq3w53c3XAvuR8e5B6GR8nj8CQ8LT0rPQ8vSi8Lr0qvS2/C29K7wvvkQ/gYPpU%2Bl75kvibfwvfffmiqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqppppqqqmmmmqqqaaaaqqpppr%2Bu6Y/gf/cL3yJ9qSP8ip7AAAAAElFTkSuQmCC'/%3E%0A%3Cg clip-path='url(%23c0)' style='mix-blend-mode: soft-light%3B'%3E%0A%3Cpath d='M0 97.2H935V0H0V97.2Z' class='g2'/%3E%0A%3Cimage clip-path='url(%23c0)' preserveAspectRatio='none' x='0' y='3' width='935' height='92' href='data:image/png%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAA6cAAABcCAMAAAClfzMFAAADAFBMVEULExObOjGalZkTRoXOtw49f4QjMUwbVlWlrla43/KbfglHXH5oeYdoFhhhXlYlPGSWg1kQS5h0kqviwkWfwNZcUYnCsx5XdpIPNC9OW1JMQFXcOSjn5a7keB0/QGXmxWhogJ%2BBbAk7QIFWY4FTf6X0wx5LV5LSypo2apgsPlIiQ3N5b1evsHeTqsKViHxymsLs2AwnbWZDU3CVdzMZoIjaOzsTGCQ/OhU1QWE5Yoq6ytdWNz1YZZHk2EVLV291h5/o7OwvY5L12R8rRoIuU3diZTr8wgJbhrlTQG1Obo46Q1G4nFk9d6jnzn29PzA2RGJgYnA9b6r4%2BPLW5aR7gITNs1FVepullBLyLjt6dG9OYH/Ny3E5NzouDhCkxeWTtNY3WoAuN1PbUx41QXC50ucpHCbTnynZuSqDlaK2qaJpiqu1mSqEpcR5P1I6UnBfUZ4tap2vm3k/ZZVZQxM/TGknOSljaqdHZ4xdgqPj2mn2w0NPZXVfZ4Pl21hDVXYqSFE1RGb1tTDW7fdCdp58bDk/XIDwww4vXoq8QU/z2TF1PzlAYYU2QlycmltpfZcuR2U0TW/Qy1ZGfLk9SDw1QmYtaqn52QxkdXCbQlNfd5Kks8R2iqhKcJk4VHdlb5DaO0yAhljFtnfxMSj4%2B/yUoa9HYoI3bJ5ffJvgllfo334ni29OaIzymiqCm7JQZoOBiW86NFQ4RmhAP3F0gZabm3scExJkcVi5nBNuS51LeJ1LW3itxNbo9vrL0NWErdh6bh%2B7tVcnOz8tIDhdhqsxapxxQmk5QWfzUz1KXGKs0upwURLczSny2migghubkTgnNlNXbIbzxlQ1mJAzIQ0wP1sVIDSkttLDtTHH1uY/Y4s1VVvNy4X02UbyyDFLfaZDWnjixVhbjMxylbRniLwvWIFYUDrvejrV4ec/Q1sxQGEmUZnz2ldphqIQSzw3XYbExbyAgTpgb4Zxn9VYcJDyLlEuSFxpT4zNl3xEXW5bP1RoeZA/cJnG4vA9Vnb9vw22mjyWD4zYAAABAHRSTlP////////%2B//////7%2B///%2B///%2B//////7///7////%2B//7///7%2B/////v7///////////7///////39//////7%2B//3///7////%2B//7//f///v75//////7////%2B///////%2B/v/%2B//////7///////7//v////7///7%2B///%2B/v/%2B/v7///7//v/%2B/////v7//v7%2B////9f/////%2B//7//v7////////%2B/v////////7%2B//7%2B/v7///////7%2B///////////%2B/f/%2B//7////////%2B/v////7%2B/////v/////%2B/v///////////v7///7//v///v/%2B//7//////v7//v//nQH41wAAtfhJREFUeNrUnQtck1e29r1WMUodRFNxGqtciiiCWBAoIiAWQ9Ggo6AoFw1UpRgVo4BRpKFBaWITsYpoqDeChyKRUEADkVaxDIzYgxUrKJIRcQhiaRVxsCH6rbXfBILaTqnt%2Bc7ZO3nz3hL1J3%2BeZ6299s6ARRehbdy48SJpGw2PV2m2zz%2B8e9ou7xfarheaN%2BluVHfzduuz7WezNXq4udX3bH6pRbi1w7a9vT0COhy5Cd0isGX6RkS4CaALjbuwXhgn7G0CATwiyEMAR9SLUIbnZYLMTEGmL2xIy4zQRUSQG%2BBudWIiXOVwujiZEZk6Hex%2BBhudQK3vOoGONIEObsrUGdpnmRxdolqt4%2BCOTq3mcDifcT6TfAavHLzO0XHgfk4iadRFdaKhGfZ05DznM6fPnDjQnRI/g8ahXuCc02fcz3qbE9Xw9bP/tU2MGwvDkYYxf/5nBQWGo88%2B2/nZzs7O/6m/S8Ef9kkDFmUTTAmoG41av9ns7Re9KToNW%2B%2BLPZS%2BpO96Oai7DKA%2B339ri62PhYcxqPXY3LC3v3h7vVssPCPayaV2Amq7wK1d6CZo12NKoOvb4mRxPaBSzAl6m/4dsAOERgChwgiJLwIKEGbiKwBImhow1WXquji6TCBSjaQCZmqBgCYgGwHAqCMXANReTvX7HI6EAhP5lEgkhkPkFDuFIyFSl/gCpwRVAqhTYiJCmMhRcHAXXjhcaJ%2BxFKLa2lpXVxaX69TbuK5wRmR4sEQiEUvBghv1p0S1%2Bo4XyTGLNMV/bkn9a2xo8K4KRUUFg8HgSsRi8Wew95lEAmfhDELK%2BIwLexVJn4nFos86P%2Bvs7BSLFQUV/f2j%2BtUUSa1sxWcVFQqFuFb8qh%2BGnF58Kaf91lAjUG17jqgX715F3fU8sN4vBbW3uVG89m5%2BBcy%2Bz9h6oDTWWE7r9aC%2BlFNguh45daOuI6lClE/UVQQ1IgKwfRFU7BSsAtTHHjZ79lFIkVI80KGgZmb6SnwJqAagUTHxPCWaNJBNYFItoNHggRsUVSKnap3hLopawqYEG4dqEonhSM%2BtTs%2BmEaEUpmq1/rXveRRVLqLtpJBwOawklmsrsAXb2lYuxxhTVivr%2BaZgsVoNZ131jdVz/GdxCgAmsQBOFgNbQQVyyy6Axq5ASArgyN/f30JjUcBgz7WbC7eRv0jSn97wX1vBqHBNUohf/cOM9HRjX0439hPTvu3iC8cX%2B5rdnuevY9pOSO2zaX%2Bh92BqTCoBL7bezba%2BvudhaPCeeqPeThiORT/c3K7H1A0dr7C%2BnqI0AuU0gkKz3qjH6busB9MIPaYCYmuJziKjlOICoRSkEsQSXbGAkmE0tvCLQafuIkxmIpQ0GemIK3G/oKoCte65ZiATVBSFVNJ7zCGcAq8EUx1BU9%2BMdtU0si1JpDoqKuIIPlmh4CiSEDwFiCogqOCi5DolUpwq/tdwqtFoWKxO6LAd1gmeVsSqqEgi4gpnxOJhvnbDhg0Td7rCjRqRqABYRm1lAdt/LqZgMfw1Gi54ij%2Ba042/of1GTl/ajDH9dePbl9R2480vcVrv1oc9MLGgj/VEVPWPvpzWU1fxiHp7PbG7BFM0v%2B0IYn29sB05BbsqaH%2BB0nqhAVKhwfLqMdXbX6HhipCEqZnAj2%2BmxFeHPho5xctwQ7sgAjmF164ugiwRVKKnlJgipjTCai%2Bhmb1qii96xyvp5VSPqY44Wx3RThrpRnwaWgkgipjqRRVgRGIQTwIo6CcxvfpreMhi/S/htOePB00VDxNrLCzefXf9J%2BvXHzx48JOD6z9e/%2BTuuxXsVrFYAm5X46%2BpKGAUFBBOO/9kTv3Pu7hce81fI6rt/L/EKd7ibfsSUPvZ2o2bkZy6GSOK0FFwUi9U78tprD5YjTV8RDuFKWV%2BDS4ZQAVMgdP2HjWN6/kcoayesrwGMjFjFCdEARYY/C/xvrgTJ8iUiFFLfQXohX0zeziGXwVdEK222%2Bi6ZsjVGHZyqPhUn0YCcaV4pRkJKnG2EgSVY%2BBU8lJOwdnqnDiJmHKikUZhagxqCQgqhSmKKg32OFxFEnAKlhcJpfDEV08iuVxy5aWcuhpz2vo/wKkYdbGCgNopZmmeIKAzd890Xogd2u6Fu7/55huuaOcwANVfAza4AkBFTv9c7zvlmkvldn%2BXaxpurULxx3C68dc5vWh89T9wmt3Tf1lVbY1Z/bXWTOlpb3fDrTGmv9QIgPX6J8VkrJGcuhlOGQkwckrB6dZOaWwPpqQJhUaCHEd1DFDjenJIPfKJmEb05p1khkSTxBcAAkIFQkPml3oj4bRLnZgp43XJZOpMkmcigikAUdVJMgmienHVZ5A4mPs1xKaUmhpBSgWnFKhq4ns5iUgm7YVGiC0pocEjsaSnJ3IlXIkCHTAXk0qJ%2BhQTXHFyKsHsEqHyhYZotrJw00pxiicpjW39VU71qZfflUeSsCUkPNVYPPnk4O7dR5ydl2GbsGyC898nOC9zPrLs0aMjuw%2Bu13DFdnaDxWI7MTuJDZyK/jROFa2KpNZrUYPWZa1b4nJeUyv%2BP8np86r6H0k1ssDtL5HTvqJqnFaKpdxv7POgIoPUCQKxnmY9p3H1JJOEvhdbuzGnFJ7wANHELRrfOJmwXmY8NGPsejHJRBLCcZTt9UXjm4mcSjIjeuJT%2BCPA8XIru7rUApkMOUQ5zERJBT5BOdUk2dSDKQWqUQqpNzQ14Mkx7P42TmklNCC1F9SSRCTGkAFONOgoQEqCUy73ZZQSUP/HOS0oYPuKxZ0gpOt3HwFIJzgfPw6bCfoGoCK1R4DUb77RMLgk1ythk/jxT8r3wj8BOHUJzBo0aFDWymsilrj1/ySnAKrtb9HUZtKfi1X7gvpbtJUMufyanlJJJ8JprzGmtBUIM4BK6SmSF1ff0%2BEAtvrWy6o%2BF6w/DRRjRhizSBKSRcLxUyKoBt8bIRSou4qzlnR1xcloiCInk6JUQBldTCAJjE0viG1PdpdDDcxQYzKYBu45oIZn9KldNe2lnOobkoqglqDthWci/AwryCHlhQ2aCkrLdVKQfK/rS0H9/8BphRgM7ZP1u4mWTpiwevXqv//rX//6r1P4%2BNe//r569YTjE44jqbu/Wf9kZ2dnkpgNnaX5s/QU/wmKVpclgOmgdZUuIm5S0v9iTl/SCb7Zz8vqL2LaTGHabHj8Kqa/Kq4v0VNDfFofq7/Bza3dKICNoA4AUz2oAmGvmurhhCdhUUbxKKN8sBGhBlCJpqKeUnKKnEZgyldAeWIBjtSWVBb/rbBLYCMDnCg0aVQKSUfGaHTPcarT6ymFqD5GhRe1Wm2UXiJ3wgfqOaX9MqcUqL0d80icEmwUrJ7AqidyimIKgeqvcOr6P8wpAx0vofTRkSMLV7/5wamUA9AcfXwOQPfxcUz54M03V68%2BfnzZBLj%2B5ImFxlUMTjmJxfjzOFUAp8tBT9dljXdhKdiK/3ucZmc/739RUL1fLqfNu4y7IY9k/PiPnP5SfNrje9302JKbY%2BNI8FkPaLZT0amwneKU2F6hnlIDpvUUhhSN9QZg43p3qAN9TjiC8r06YosBWuBUptdfN5uSyqN/K7zhEYsjMWosRqLJZMTnYl2SjnBK6zMqQ2LY50wuRz%2BsSkms/kYaAVVN%2BzVOS2ghPagSYeUqJNxEA6fUgA1RViduEhf8sNPL8r0Ysv7Pc9rZqQHHC1L6d5DSN099lOpzoG8DVFOtTwGpE4DTIwfXr7fQVICeJrH%2B1Pg06drKQesKs6ZHvaZJYv95euqNQHpfxBfvi9nQvbFowZuooXf2RQIZ%2BtdsqhSpZ7zUmEpsfQ2vVt9JizWY319wvkRP9Ywagdrc3tt/gweuf7G5CfucpoSU0lMDpwYPjHoaQckpFZDWP6eVRjgayygASMEqMxhfoFVA%2BV4DpxLkVCaUkYCWRvM8%2BrfTlUIbOEVD36vWiymRVqQP5RWlVd2HVg4lnhzDgeE0NXKqw8CUZkxoSJ9HSB/XS%2BvRz5LEpCTMGpFdBJWEqXjJCYdVUVVfyqlCz6kr1kVAr3VlGXLArn8spwCZOKmioiJJDJb34O4jywik1tYgoqCkjo6OQ%2BDpmOLj6LMmBcn1uXULUHVG83twvUU%2Bmy3BvxF8QhLSih/0O8oYkpLYCvZzY6YsVgX5l1Tku4zPGlS4xUXDUkiSFBX4R/xCeQWeVfwWTnulEl/2b9xo6%2B3WeNtqlxtSFOvnEB4e7tAIP/NK3IvxA76wLkjZpKy3jb1ogDH7OTF9kVOtAVR4xOJrrJttvS38IW4vM7%2BEUsr7NgOTzT1sGmMaYdRfrq360RTjBhIp7MnbYjIIDkEb4YWCLLZe/wa8qsdUUE8FoHG/iKmxiMoIgIRSGQKMozU4LGMnkdhlRpABFx1yqpYR0awXVpbQdo3%2B6%2BkuGZ6gIZsgnpxeHMlIio6mJnL5XLED4ZTyx%2BRIjymHeF11IieRQElLTERajSEtKQkpebERLBWuLCfDMew4cRUKJ3LJCcNTRaJT79ALqxdCzC7pB2Bca0kjxYSUQ6Zw/WPGZTo7RaJOsbhgPqN12JNvgNLjxyf864OnRD5ThswODr506cykM2eCg2dfDg4%2Bc/0M8b8H3jv1d%2Bcjjx45L1z/ZO7kAs3OThEpTsKXgoL%2BZpmxjEHBZk9msyE67mn7/P39NRUVBRUFSQWvrcrKOl0U5b%2BKMxeC4fkMRoVopz/8rUHKDU8kHen%2Bz9YYOF3Uo6cXbfV7trZ%2BVSZVMfFBQdFlsBNeVlZVVRYfXlUVHmMPx2XRVkFBMVUmJuVuyOPF38gpRaieVQAVBNXNFp9I6svk9PnW3hfTZkMqlrRfkNbegvl6YQ%2BnxuAKiWhSxAKjJEtkuJWkdLFmkID2q5zGGbteVE9kFXdw7DQTPwJHTqHrC/F1HBxuIeZWUC9ATvf8tVjG02MKF2hqtcwAK0JKlNTQCbpG2gl0qslbyBs4EqpWUE05XsryJqqfE9OXY0rIZNUSLnvAxSxvoqdeVzE%2B5b6UU0Uvp7UGTrl/BqdJOKoiZrMLGBYWBw/udnaesPrU0wMgnj4%2BwcHBH04asebSmZmXL3/44YjgD0ecuRx8ZtK4hltw8aNTby4E97v74BNNK5vVqanAggdRJyup35gip/6gnp2iTkYFo4B64KgsqTcuqFBUMF5buW70qFGhoaEX8m9MEWF5lAi0lc1gMRT6J6XISaLfxqlRnYO3wfVqw2KarcyBxKrw8ohhg%2B3sBjeGm4SV2/kmn%2Bzy9QuHCyZhVnZlVcin3vpSnD7f%2Bvpdbe8OOQBS69EBg4U20tRmQ3Ta/BysyKYxps19OH25tgqpbqSq5LiPnroJSbxZb8jc1utBxV1KUAW/juiLygp6Cq5Wr6YQSWIlEsgp2l4yq0YG6soBt4v6KasXdPFoze%2B/XSxTU%2BlegYwIKzpgSk5pNA5HTdP1Vibo9HUKhmCU0lzqChmEwdpAo5EXkusNebERWMnD0ImcgjQSTp0S9bA6YSYJXK9TiZO%2BjtD1JZz27LrW/ql6WoF1DYwkSZIFeN6FQOm/tlmD300dcib1zPU24HJNypnLYy5/uGbSreAPrn/w4ZjLZ4LXjLNGUt9cvdD5yMKDTxhiYB2VDwS1U/w7IkjAvFPk3%2BnvrzBgWsGgiosrKrgMjaYy6t2Dowbuhl8KoaGrgGoG/vPhD2T0NoWI1Q89fd73btyY7e1XteherLd0UdqiNIeYh2kb/zJ48OAAfKaFO9y5k5aWHZA9%2BN7cgCq/XVhpdPHi/uyXY5pNqWi2lur61rNDAQu4orT2EdUe0/urLaK3/6K06jEl1bqUrPbaXr2eEiUljtfAWg%2BnWFykL%2Bx9Dsdc8ngppkIKT4Ip0dMIakhGjFuqtkEGxpejpkBFTktozV8DpzIeVveqBXKZnIpTKdkEzDgcdd9GFRbpfS/eRtU36MgFnT6/24MqFaCGhMiMHn05pSANoQQVi49wh9vjfksSSfYIQ1Os7mW1voTTnl0IT/9UPWUUJLGACrEYQ9MJq1ef%2Bsgn5ZJPyplLIxrGnRkz4syIIe%2BlrLH2SXFMSTlz5szlEeOeXb4cfDl4Ddhia5DU48ucD5q2tlawKkD5KpDT/tf64j8JlLiz01/BYhi6gm3HlsCl89eiXFZGhY5aSI3cjiryJ16jgswP6G3AaQVEsv33vRSo3rbZYWV2sXdiouNyyx0cmqLnrJ2zNs8%2Bi7SYeJtYv9v37t2bm5Y2uCxMi2OhF7P3Z2e/FNNsvZr2wfTFZqvVg%2Brm/Ryov5nTX9JWTNgK9bQaOO21vZTFFfYoKZAay4ylONVndgXwKS/hNDeOmdsDam4vtgTTehkVn%2BIZGQlWcUYblUYSysg8GZkaqML5MHBrHOH02M1iOE0iTBpiCpxyKE45ermk9db9UTT2TJnh9JbkI6gyfal9IgalISEkf4QvIb%2BhkdSRnlPQTie9FQZBBRUFx6vgJiayWlm1v8Ap6zlO/xQ9hXBSLMbhmIO7H4GaWkP8eWbEsw8nBU8alzoieIgPKqfPAUeQ2AOOKZeGrDnzAYSss89c8vFJfZoKkjrhOASpBRAg4pw4lkbU71JfCE6TqIk5kycbhadiCQadGo3LgAFFoaEDjxxZRpVGjYrCSTr4DgbjRmdPF/lrANQKcknRj3zvRZLdhXCxrKo5GULSqnA3X2lMpAnfJLLq%2B%2B7IyFKVKrKbX1X20MHhYVhYWNki77AwwMs2e/%2BvcGqQU1sK1F%2BiFSWVBKtuRjUOv4XUlwmqMazt7YK%2B7tfI9hr0FKCMlSKjPWMuwvb6nuoFQYQRqLlGoPbsMo3UVYaRqZB43lw8S3K9WNAbQeLTTJlQP1dcx8nU66lQUFKi9l1xrFKIwSmHk0nOAqhqMtCCmCKwYIqNC3TVPZzqDPPYsIAOZJomI3kjnGOqQ0ThbiSwl1NjYFFHqZeSEL2qAqQUp9ykJKcSS%2BJ7wfBipshJoeDCnmsfPcWN8XCqa6uB01p4C8vAaesfxylIqbjTYj1R0zfR8/qMuP7s8ocfjDuDQWpqw%2Bwx18eNOzNu3JBLl2anNvj4DHEcMSQ4eEdwsE%2Bqj8%2BtU6uPT3A%2B%2BM38WlKZBB613yWEIhBIZBxtrAhiVP/OTtEN2AF/q9H4WxQNKCqKGoVp6EePgNPjB0Pz8XcWe65Cs2/VFGj%2BU6aIpky54Y9zeyhO%2Bzev7WK2N8SKDibl3o0Od4Li4hyq%2BGExDn63Hy5a9DDt9iITfpVKVWreHWZPZ5bdsZl7r9zEYdfQ7I0X91/MfnnTZlOQEjnN1v6aqBJae%2B3vbyW1V1Wfg9bAqeC5WLW9b/pXqLe9Uj2hyCwRVAOxQLahwAgUlMk0aCezh1JmLtNIUKmaXsSUnCDQCnEBB6CU7SuIE%2BoywfYKaDIdR0ABSTiNWHGsuF1IjKyOSvvSSBoJl2kg6SHjYj99UkmfTdIX3KOgwk8egko0lNQ3ULkkkvENkQOP8hBKX/tqqP5JcRqCMEIkGlKCCloiL3EigSrWkysw30sGZYwnxGANUq0eVFcWma1aK9KDCtFsK1ULjFX5SS8A%2BbvGZdjsVnFnJ6jpsgkTTn1kfcDn0png2TsuLx2CY6Wpl4K/2jzr6tXQq9Bmbf4qeBwIq8%2Ba4MuXv5oUTKoftr25%2BvjxIwe/mSIW%2ByKnFgxWP8dl/G%2BwQEsVF1yiiqJc%2BrYil6gokNOoC6FRowYOHIjW9/juUReARi6bPQUu97Zr5zWaCgLqbxmXWWQ0X%2BbiLm9vpUNV%2BeA7ZQ9vx1pVdZelLbpzZ5etX1psY2x5bJmDgz0/jxkfE2ZiH%2B9QVnbHrtGkjOSSFmX/EqiAKOV7bbX/EVNtvdYNJdW7z8jMrzRf0nsYNbLBzb2q2h4hoJ6UBRY8F59SCSZ9cFpvyB8ZrHC9QYaJnoKI9mhnj%2Bk1wjSXqh7E1G9urt4Xo/EFTgWkvBc4BXHVc0olfGUyAc5Y6UqYVmkToZMAjzJ5rlyG89gg5lTT9EEqSi9FqYxGEdrDKTW9huKUlCER/ZTLDVQnqvVcyuUh2F8wwIhnYg%2BnYHdZVL6Xm9SqwCg1EVFV4JIMXCyBMJ645krpqSuZqAqIUkOmvZyyemr2/0BOQX46/f0B0%2BOr38SKo%2BAzwSPODAl2POBza%2BlPm68WuVzIzy%2BYP3by5IL8C1FFVzfPXHop1cdxyJDL3z6bFDzklo/PqdUTHjnvfuIvgsCUwWBYMPrJKUvTyuZqiuDXwC%2B1UUUXou6%2BGxoaOmrgkWVHgFOxRsOVuFydZNQ2D8j3ryhA49vveeLZ2vIwE6XWoezh1rkPI8P9/BZt1Vp53/bOXnRxUaN32cZdZt1md/ysHsaYRErby2LKm5Um5iSZ9Iuc9vbf1MAn19viQki73H6LmPr%2Bp8xS3zSwwKCrRpi2U/neehKd6oNVaVwvp1Rg28spiUyZFJJ6PWX2BqgySnhzgV4KVCrri9VDxPYKSWIJA1QZKTIinMrUNKehwGksljLIAFIqPqXpJGIyeY0YXdkLnKp1PWUPasOQjCGVRAshQIKIUgchMrkBUwrZ52JSJycnaoeEpQAUl7y2KkgGCQdngNNWFlbhuxpzSvlewivFaSuV7jVwKsKi/T%2Bc0yQWFvQ6A6a3DvhYB48Yd3nEB8GOjj7XJ129euHC/LEbNpzdcJa0DWMZ%2BRdCr/7j%2BmxHx9Qxly87XhpxC63vwgnLFq5/YiECTi0Y/cUUSxMKFFuKvt1765b1rVvbbvU8U29dunVrzK1tYy5fHbBy0LoloStDRy07DpwqxDcYmteKvr3kY33LGh7YP4y6oGEUUAFq/%2BafXsw2NymT%2Bsb6Ofjtaqq67%2BAWJFVGm%2B26vX%2Bj9/6Ae9lh97wdwvxu30kre1gWHm4TE%2B0QOzc23CS80e2XQNW%2BCGoy9P9IK7JKllr5LXL6YsT68riVQBpBZpIaFT3oqdW7XmosVW980dyi6yXuN87AKTOOYpUaTyW2t28iiUgsnCacCsicGl8JJaeZwtw44FNIVmpQ63r0lMYdWj08MNYGD3NlqJ2gqXIaZoiQUx3B1JhT/SAMzUArXjAM1pD41JA4MpJSObUhlMqfE1ScsBZCihpQQJNY%2BuLAVq4a9DWRjMlAUAq%2BV9F3Inirq3GOCAl1JcOnotpeQeX%2B0ZxS80yPOE9485bPAcfg4HHjRnwwJtXR8atZoVEIKbax%2Bldoj%2BcjqZdSHS99EJw6%2B9IZALXhzdXLnHevf%2BIPzPUf0yRXFruA4XJ1b2rKey80x/dSsG0esGVQ1hKXLaEDnVFPk8Si%2BfnXZo0xfsOafdcs9IVKSf3zvRCaJttFl4WZP7QdbGXi4Nd4Mc3vYfKcrEPu7nUt7uf4h7Lsy7bG3nNwcGBWlTl8b25SVTYXvG90/W/gtBfTZAOoycm9%2By84YFIg/%2BugEk59m3v7r2IaQRlgxLUHVKFQL689JpdQ21OdxIS9CEpPKRQpAuEJXlcIBBNMmT22F4mNYxIxNRhfvX4KJHZYjAQXc1FNsT5QkEnhp5bpxiqGVu%2BptIlF%2BZMTPaVUVT9WSuHZm0bS9SzL0PNKkxlWacBsMUHTwCohU47g97Y%2BoGKaiIyVYvookZT3cjlO4HpbFVxylVTeA5sojq59OCVYutayDPPGwQDDrjGnTvr3/IGcVog0gOkjgumB1ODhl7%2BFwHP2nlCX/PlA5djtj8eeJXxuMCC7dUO%2By9WvxhxwHBJ8Kfjy9TUpKT5vYhHhehBULEG06%2BcUURGrgM3YEnrd%2BjlGnz59Sl6B08tFUes2LSkKHbV72TLnURfshrEs8otm3sJbDO1M0XnN/N9mfPv63uyNaVUOdrExZX62g/8y2KFKa%2BV3J9ykm883qQozD6sKK43E/bIgK6mVQ1isX3Z4VVXavcExJkH1WopTiESzMVtEttqezBEBNZucTs7Wgyk1yCqQKiXwJkulfVnFQtsXSfXtffgaY5rp2wwP3wjYizAYYmp%2BDVW4pItQk%2BnbEbj053MRant7bKw2FkW03c02Fot4hW5usUQSMZykYk7CHVIq9WBKc6W5cfXAGyIJB%2BCUkU6KYOp9hFNKUnWZQpkAY0eJAA0xCKiQlDFk6mjE4PI4aqclCUd5sUCYTifLJYzmIlw8WRdgLJPThLwSmo26q6uEFtLVRYZeSvpyaiMjw6RqXSJ8KEDpkWtDUOTpFbRPI%2BxaWlpi1ghjTxbHxrKrkuvE4SaG0Jw8PbkSiS5RASaWCzckonN14oqTWLimmYIaOwRCa7GWl13h2inqdK1gV%2BBCLaQQCa%2BKjPUUx2agwxteId9LzCFApamoYLP8LTCHtPojn9RbZ8Z9%2BGzcEJDJf4QSwzt2w9jHjx%2BD7wVBhZ3HZx8Dr4vOngVN3QySOuTMiBFnRgT7%2BFi/ufDRkYFPWiUiBi6jpOin71W4MjRFX415Tw9mD6eEUni1XjNrS%2BGgtVGjBj5a9mh3aP5OsZhxIXSItf4e2KTcmjQgX6NwrVD01/deXHTR26/qjtXD8LCHi/5yx68sPDa8OyxrpNLNe6734ADpXLu57X7K6DAT85jYKr%2B0wWllZQ/vDb5jUi6QxuLgzP5sbWx29n5trDY7wMApVX6Urb2YjJQGGAAGJKV6TgMQ0OTkgADy0quwyVKMGG293SCw3PW81%2B0h1KCjvplAKXn6Ruh0mSQH5du86x4pNdwFuprZhUkXNS4cqJ/CZqN/ZkYglNrYWAxOvb2zbWOBL6FbfazUw8NDJmcKBTQy0xQECcUSzkqxS6U2wkQZyqaUKQVQmUYtl4zK5OrDVMwiCQViOyAV7md25NJ0JAAlTMJOSUmXznN6wlG1UBBC4%2BjkFKdyWZecx%2BN18fBOG0ElzwY2lWBLgVOZDKxqVwnO7larBYm6kpIQDxu4BPBiNAkgepCWaxnCs3wRVMoHA6kku8tNrNTQbCx5lTe4mdwSGxq3kucklkyWuIpqkzC7BGqqYHG4YnESgJaEled6TmuB0wK2aOdOUUVBAZtL1nnAFUFFIlYPprVY9SsiQ6l48Aqc4nxRcadIw6hgd1o8weD0VKpj6gfBz74dYX0g9frmopXzzxJINzw%2Be/bx47E2YyE8hd2zcGo/vHxj4TJrnOOBlDPjUsedwdKkhY%2BOLzxoJ9bM1/hLfs%2BiTJOvzbp%2B4OlHxphaP0UtRc1MmT1pS%2BG6Lz9xdj6%2B7NEnoQVTds5luGxOccS74Ik3jrl6LalnPkO/fK/3xY27HKpiPe74zbXLC4toNzEpix0M7S%2BLwP6WPXx4e1Fa9mA7u3rzsMgwaWTZrnu3y2K9qxxs4Ycc9HQ/JaUBZEMNlvaWICUDqMl4PjmbMJicTAJVeCGcSgOSeznVN6mUqYUPBn5QE/WUUnD2aZSyZpIHeUZkNrf7%2BnY9GPlzRg0uXd2OBpjU2Ortr6E8Hw1thJBnyZOT4lwhJmLrY%2BtlcsuaGppQyMy1/Lwjl1kvENb3FjhI9ZLJ9IDYFZNEiGmutOe0nlN5XG6u3v8yQZIBVTuJL3IqR1BlAgKqWg2yiZxygNOcowIBSKEa2c2VE88LxBLebWgCXaVaaEPrqpTRPHFlB1DOrpIuNSWqOiee3BIsLhw4EU5BRfGM3BJbr9M1tBKKUxwwtQzBkRZ/TYllSeX4G7BbCcdwAEExq9UVXLAl2t5EBYvLAfxcK1j%2BIk1Fkt73trbWtha41u5EPa1w5XpSC7JQiBrpKTklemVOySAn6mmSnebJQeAUXO%2BlNWdGXF4D3vfZrCgLTB4ZtUUbNtiQMzZnMakEj/kDrn6bmgrW98PgcT7WqaecJxw5%2BISh0CgUIlZ/9RR%2BW7HzB8x0fO/pixEqOWV9CvR0ye5lx5ctOxJ6QSMSS1YVfWtt0Fx4Ol4uek3BMixg0%2B91zC5WNVnl3dkVw%2B9mzg13kPrd25h2e/D%2Bh7fv2Gbfub3o4e3se3Z3qpry7OGGmHa/tIimqkXZAW5635vd1/dmGyd50fJSPpjgSYQTO8VpMiWrQKoSdqiODd4YqyWLLUToxRQxbe778DWwS5EKsipRr3VvafFqOVc6Ry0BiTUOVCEGjehdeyEiyN3d/VCNTE7WIyuBkFOWaw%2Bn8kJk5KUnr6tvRjRSAzmopH0pJaDmUgkmEqZCNBohEfvqJJkYlYKmyvTpW8rilpTodJWDVhwVCmm0XBkOy3SAmtJ0iXJQRDCwIVj%2B0NUljAN5FdK6BGQlQrUaMCVPcAklNYAdcJqY6ISlSCU80uS8vlZXro9J1WCeDZwmYv5HxEq08XDiFky2oYVwb3BpIaDZXVwsRkLJTfRETgv8/UUVFRW4NSxMhuOkqKvgdsHocivJD52oD6dTkFPElPXKnLJ63a/F%2Bt3O6Hp9hgSfuRw85EDquKtR8wmMPc0DDDBy6nH2MTyAV7C%2BG0qirn7Y4Hjm8uVJI0it7wTnhd88KWApCm6IkvrPqQIE8tKLnJLQ872nH/3X5tOF0wcuOz7hyKiofH82Oylq1jgDo%2B%2Bh7d0c2voKnO5yMIlotwtX1fEd5u7yqwrbvz8tbf/Dsqqq%2BFIHh7C0tLS5sWWHw80%2BjczK6w63uZcZFpO9f9FQ/WSZnkjUsNOnJRuO%2B%2BomAglwBkjJqxI22KSIq5LwqsVhknrwvxF64/tCe/4U%2B6S76sSJxdBOqNzn6IRUXskQqbaDiJKlicgSnk2qxSdaHpTISL7HUy2Loz2oO3HihL0Tx/3ECdWhXDJkoy9qqO8LKvjdWOBUCtrae6pD2sE0RKrE%2BJJUEs43zdSpgVAdgCrHKW2IaQ0TOA3x7NJVbrpZXCPE1BGwWoOKSlOX5NageZWDUupwxVAZjwcGuItmQ2WTcFmWLmq9QHDJPB6N%2BF44QjnVk4oeWi%2BiJQTNEuKOaaSQF2NTBcDT2tk62cZmMnsybG0quV3wFksw3F2JiYAp3shlJXELRHpO/Xs5hSYStbomwYfU%2BoPBRRxrjTmdgnpKMH1lTkkpAKZmwX%2BjnK7%2B14GnqcFnfJ4FOzqO2xz6DTI6v4BRMH8%2BPGBnPnSGhX47efJkOHvWZuyFUcE%2BqZcunxlibX3A55Szs/PubwrEkgL/fhYkYQ1gEotxoehMyssoxXbqzT3A6cJlx48MBDndN3fylKJJ1mh39bmmlA%2BvruyZvdBP37sf57RZmcTZNfGrYsLK7AY3e5c37n%2BYdi8sL8%2BdXzrSwcT73r25fmExh81K7dfa1/FjMpkm8RCaem%2B0BdmLpcjsEVNKOqmBGKmWxJ1S7L2YEgFNVjKZSgBVKaUDo4iplHRlciNSKyUOmFTwIWXNvwFT35MtJ0gDTk%2BcqKvhIKRk8RYyx0ZgWAmwXhgX4dsERLeMDIkT4pploHNxgpq6E6oT9iWe5%2BDNh%2BSxUoJmnDQOE1txYHGlTCV0OpOOv1ngFFztgE5RathjGjhlIqYRaMszOYJc1EtQURBImlogZ3Z0gMMNSdQljp92szgOkMXhUBpiCr6XF0ILwZ0QUDedEMRTJo%2B1IZDSePrslhqkNVEdAn8Oj6fGMRiAMEReI6%2BpqTHmFA5L1EZyCqzixG8sZADeWnfeuFHJq%2BSqdRwQUq46V%2B4BMuoJoFpakmywa62Cq8DFq1srMCFkWLEMs7idrUnsgoLWVhROJxH5jgvj%2BPS/a6lTr84p/PlJFQxGAa5ZhvWCb36Es7%2BDg0dc8rm%2BOXT%2B47MbCoqw2CeUKvWJCnUZ4BJ6zWXAAJdrcAgH165N3vD4cdHV66mp286MgJj2wIF/TTh%2B5GCBLxs47afvTZrMBuvgX/SP1JdYXoLr6uPHpq0dPXDZ7k8AU%2B7OyewLV9c4Pu3hNMX6q6J8liuL28r6zXraU9%2BLnHonR95ndptYLXIou9Po15jcfG/X4MFl3YfdvfIOm5Td23rv3la/GBM%2Bv7Q7MlLF73jLRKr1Dti/Mdu2Ps7NVhtg61Z/MTs5rp6phVDUWxubHAvGNVYaS%2BVykTemtF6phH2lllDJbNRK6UyIRK3QP0qD4ggFQUFBdK0SQ1a61CoZIkA6FvjFCTIJqS9BtU8TfA9KeELFbwEEVapDXZxM3%2Ba5WOiAlAojsL6WmguOZfYOyGmGWhiHS4PChfqI3FK%2BShWjLkFO7TtIighxwxp9rOVVSlFCEVfMH4HGApm5uR2EUmbPVo8pyRhTdYO4yCB4WiK1aHcxOsVYVVYC9nX8sZuVciHmcamELxpiHB%2BFsJIJ7%2B8SytRdXfJcG5s4oA1o4qEfwKSxDQ3cqY2HlNelDsEBUCfwtCDDuaiwSChTnzUqCampQegwpgVWSWoXJ5O2gm3tvAGNS1ZWcVIo1BDXjrUsceJ0hVhSdQ%2BureCNW19nJ4lff/31pM6ecRlcNNcV4Wltfb01ievEQguMpYLgdQHVKURPCbMscqKWZTwA07/1HCoKcEkjrOwVPdl95MiEU7ikSqrPuCG3Zs8rsgBMN1wYEPXDF5XXdn4xw8X/ixvXZnwx7ELXF6/9IPvitfNf3Hhj54w3Lox9fNaiaNbsVJ8RZ3BE58C2CceP7/7Gjq3p/xosbLZCVCG6MGuNYx9Mb926lGrtk7rtypurj4%2Bevm75wIGhoRcYms5ONtvlH9YplOdFUFPWXL2gUbiy9MNc/eKU6Kl3uUlHKb/Jb79fmImDX1mYSZh52R2Hw4e8Suvcy7Y%2BDAurMgkrc4Cf5Eink7CJriof6j10//5kq/j70VbZGxvL7/sFNN4/SbeFgNSvvByfd8qjoUu1jdHl5fejo5vghJ/Sqjz6TlN0fBBTq4wLcogpc0gub4KLzKamcrOm6PtBdKayMaCR2WTGlAbAyfvRMWb36XFMYW%2Bk%2BotNcpgPhLlnCDLlX7p7tTyQSEj2iN1MvulFIIgD21tvAzbXRhgnENzxAk7larL69i4BrtkSQc%2BoyWDKgNPFoKeAKfyw54KWagG53Br47RIEv086gjroHSiW4EdBFjv0fEp79ZSKUaldasEynFiaizfjTXL8TgpS3wt6WmK6YlqgXCaggd3FADW3oya3Rg6Rq2WIPATeG5EY0lXJK/HwCEmkhYAlBU7rbUDzEm1oidxKT49FW3ldYJTVHCc1wunhYeNBGV6w0PqyXlBZFFMnNRYH4opkIKeJJQqsvn1dDKRqnGg04HSyE5hiy7El85261JaWZD0HJ/yip52tbPaU2tft2OKdRgtnu4qTGPngRl8Xs9nAqQi/8Il8/QyLcFq7qlZkyPa%2BOqdiEfxJdiwNRKfLQE4dcZUGH8fUy1H5j8c%2B3tDqMv78D98N3fLDO18MqHxnxrV3vptxYeg7539o/O6NYe%2BkD7jxxTCX%2BY83BFpEfZXqaN1AOL31JnC6frLCv//LrrBxOIWRH3rZmNOnKZMm/QMf/5i0%2BvjxUdMHLQkNjVqpKRCxJIpVA4IdjQZvbo0oeo1hNMWov5x6e8eEzVFFmiWnhZvcb7J6ePtheFl3ZN25Fq8fvRbXuZeaOzz0u%2BNQFhOjOrQ13Ny%2BJdq8TDjUe//%2BbAcTfpjfxY1%2BYfyytBh%2B99p6bUBjeHd4I553COfzw6XJjWH8sLwqvkl4uEmYtjyMb1LV3R1DT9bSzcFlmzTimZig8O7uqjATk8i8B0HJyY3xke4ZzIAgEPCqKhO4mynDQVXE7ldQFdsDYF41ds27Bvty5%2BRJOPh1LhyJhMvlcMUcnFYGP/eCROA0kyawOQzK21JDFhprj/AlaxrqdGpORFwIxSmQx%2BM9qAEkmdJcWQgvt17qkUsNe4C5LOnCeWi5SB7hs6NXTgFqpgHaXGqKG8hrh6FhDS/mg2hy1NPiFesqa%2BKoeeNY6pDbgYroWVlZGViilsXmhvDGjx9vaRk4vtLSs6uysosXJ6MFVo73DIFT4wM9ti6Sd/F0QF8IelzglDaW/AXR8sqpURiiqaCjKLtqJx2pOyqx5CaBBNvMZftrNAVjx1qOlY8dC39s4JMnFiKODhPDuLA2OFz/fedxoscUtrhzZ2tvnUOreJXm3Xf9RWw7NvzkkpQR19PJSUFZXxRUkSED/IqcFhSIOzs1BRV2/k8OOk9wPnULVyg7cCDV8dKsC1jcMPbaG1/s%2B%2BGd77a8MWPYG%2BPf%2BcLli3dmDEz/4vwbM2YAp0PfuAH4vvt4w9gNBaHjHA%2Bk4nshQl19fMLB%2BQz//q4IqEhiVSiSWrkFRZuv9xmX2TygqKgIZ7UtXLZs1PJ1P7us7JS0FrA652qirqa815NEeu%2B9bZtd8sWvwqmtudkhVWledLmJw4zuchsbm4f2YX53/ILKY8IiY6TSRu87u5LvNEbm2vPD7kiY3eEx5kLt0P0BF%2BNAhLXZAbZNJmnZVl4n6oJik7VBJlZaZRi/SXifzzdjJmsdTO7L81TmWmV5WHlcE9%2BEfr%2B7%2B7C0PqbbjGlV1STNU5UGdZw06Tajn2zq5mdJlcnSJtW5T4Mag%2Bjw4XR6Uynfnq5lxhpySr8oqIcgMD13w3cwRK4SCa7s58uRcCznZB06lPVpiUQtiBCcnPPp4e1O3M8P520/jL43vWuOfWlp1qdqXwhaZZ/OmTMnQ2ZTh5xaeuSarV279udcMMBM%2Bc9r15rN6fg07/DavLVUg1tDMmVxcWDQgckOaUevnMopbqkolXjnDuOWS8ZQwf2WqHXq4r2D0nOxoIEUFpFS/AfTCwv37Nlz%2BnRxZcn2scWwFxh4GjYlxPbmhpQs37NnJC9wyZ7TRz222vB4NCeIL%2BUdAGZNYGUgbztw2kGBqs/0liQCoByIX1F3caSVG1LDVeDY6/ajR78dvWn06I%2BnzgsMfJDrWTx69LyVYl8s%2BfVETltF5%2BcdPXp3lWbVyn3%2BxvW9reLzph%2BPvuvfaseucBVxuaCcTiWeXHC/LCqPNKVVJKJSwK/IKaOgs3OnhsEWa0hh70e4OBmxvpOKJm/YcHZ7/hsz4nf%2BMPLGhRuVlSsvzKgs%2BmLfvoOjTa9uGT9ec23Y0Dc4wGlUAXB61mXzbLJkKM4af3PChN3rLX4Hp/6sCjZEAxeuPjNO%2BD4dUXRBk%2B/feSHU%2BfiyhaMGLbn22s7O1oJOFtu/6KuU3kqI91Kuh65KehVON2pNovkqfmSkSaRAxi93iLXyCCtblHb73qLbDuEP78V673p4b9dDv6rcjpZIaWx5eN3hSCmWNQQID/HNbJP3a6O7A2yZLS0qc6U2ll6ljNOa86OZTHNVDDNZaR7Oq1mrCmcqtTHxyGlGTakqq5EZ3n2SGVRezmzim2cwT0Z2R9PpHdHdLfHKRqW5SrX2pJZOd1eZMWvo9Ei%2BGeZu4rR6VCNeziro6WIvnnjXrmYxHLWDExbzsjBYhXC1O0%2BXKWwvVcEH87IgDl375eLFJ1rW/qgiIW3pfV2EQO6OeSQdxanHVo/uxSdUeTVY11tzCO5xH/kz9Vn6xn8LJLoeAJV2wF9c2iHtTSEBpmCPDeGqnk%2B6vnfIqUmmtJISXVdxQmEgE%2Bw1KiqeB7RGvv23nJycv%2Bb89e3CykDL03/LWZceeOxvN0%2BHyGRdIM0hgdP%2BmrPWtHLa3/6258FWDx6Pp1NjEIpYFhcvTw/cThQfjwmk4IqdEql0cEgJfhsFF6eSKsD7WgZOf3tHdfWCBdUL9r6/PJDnEbgkJ2fPPvZcTzJFPBHoq91XmHPzp3zG/Hnz9uEyQNRi2tBe31e44O2f9oEpdtWQWFQEekpSvCTbu2oKSf6K/gA9nd%2B5c6emgi32X39k2YQ3U30cyQKgPs%2BuztoAnI51eSPgu/Nv3Dh/yOvEYi/3JSuLfiicFTpw948t8KPw440tLhHvzBhQdMFm7IYN%2BaEf%2BjiSBUMPWJ9a7ex88Imrov%2Bc%2Blewk1oVFkXz%2BuSRxly9poFo9ELosuPLdo9a/uW1nRoul31DMTnq6vWUlF5OrSeFThb/fk73b7RVmrzlpXKvOdzy/eSt/PBIs6bysLK0tEWDG28/fFh2x2rR/ttpaX4Pu6NDvuc7lJU9rJtTZxW7yG1jNuipmVsAcFoXkEw/t%2BQcP8ZWSi9VDo0DTnmoojKtssrMkpcHnGqD4pl0M36knFfKz4uThqvM6VKlktmkKoWf38hus46ODHqpKkbaGF16aPGhmkZ6RilwmkGXH1KFYwZYKSXJV0DVmFSJ4WEX7bV48WJ3uq%2BdhNPcPLfZrlkiAzBPLKawasoU1pvDztpBAJ1q7RK8uWUxlR5WdX/K6eKdA06zEmMJpyEeHi2AcNaDGnoQM%2BQQBr7pS7x6s8nwgXN0mZlu9cBhUBCdYNlBOCWYkn1q4iomhXswJYIq0%2BFXO6lB5tRHEwbxPABULPmDKzg0s3xHW1tDQ2pDdc7bR00D9yQkTCs2XbEj4bRNbJyQmesRaHosIaGw2HRaQsJwML48TCTRUD7B4hbefPt0OnD6uccDwiloJo7foJiWkMJ8sL8lCleuopaL5YOmo6sbUm9ta2jY1lZ97LTnVs/TO2Z/uLnehvoKC0/kdOWm2bO/yrf48tixeQWMXk4B4E07Jn61T/Q6O18jIsEocop%2Bl%2BjpFCKqxPu%2Bqp4Cp8P8XSVii/WPlk2wTnVsIJgemFc0PwQ4zXd547uAH7YUrcX/zcWqxeeWbFny5N3d/8b/9MWL397ikvnOjKvnXQo2PH4Mgmrg9EDKQudlA9%2Bd3O8vtWHt01RMBs4YejtraHvnDZjif2PYa6GPlh13HvhuusuqJxqNuJNV4LL5kvXT3grgNaOiJuP3Vv1WUPtyevHiRtvyyE9VJ0pPvtUSIwnj25ffflhmUhXWFE1vCop2iAwLL4PQtCztoUndyLWqGL/bt03M3KNjF9lu3Mg05x%2B2zd6fHF2Xlp0c%2BfOXfH60jBmZpmUeUplpk61MWkbGlVdZ0eOAWGZQmZ8WOK2rGdkd%2BWlycgyfH/lpRg2cKaUrgyJb5iitGqX2i7%2BnK2NK53hF0q2CTpaq1nYoG5PBBgdRo6tSppZJvqWp%2BSUGWOaO/1leh%2BgcydwIXztfX90hkERVi7s7/LI90fIlR1i6%2BMTiH5E21do5%2BAKXvSiNPGepDnHHRG%2BmDQ6jHgrJza1DTmvQ0soJpyM/BR2Gz1OpCKnuD2jkSxIxQwQIkuwvNDm1g4kmHck1BeUya5gd9Aw6NuS0pkbNwbxOolOX09HZS%2BQd22uYepRBa2nFE9sS3l9bWLiiuu1Y4PYHS04v4RV/vSPntKUlL85mq5CXfr26%2BnSx/NMlg0by5HQ6LaTEc/vWrR5diSGVx3Jypo/1kDJrtnp0eIRUlliW3OiSb%2BgaNoMWZxNSUtklE0y22VAweTL7dW5lINw0va1h7%2BjT0/dMW7Fjx4qZHts/X77c9IbARsd2MqXNnet/Pn9yxXjTqePzL2yqnjgzn1HQurNzp93rDA17sv/Kwobqj1d1il1XkZEXEQtkGsFeRUhdhcJKBnIIq66/vIb8fxqXqWB0dnYyGOJhn%2Bx2dl6Noyo%2B1j4HUtdEXcDyhm%2BiBmx557vzA%2B62UIPm8L9/%2BJup/97ttZiMoi%2BuHAC%2B12XGG9c8QHwLoj70oTj18XlzwpEJ6%2Bfb9XfhFfznkG8iXuUy4pahAum99xytzxS9wZlckR%2BK32rjPHCUy%2Bus%2BQzx652g4dRNTyGIBds7cwDocT%2BqFfuOy%2BDa2sAp/BTy61RN8fy1Hov2/yWNLqyKjOGH2X8fFh4eYxUnzmy0uRfbXdfCz1t0O63qvvv92OzsjQH15vw5WvS9dY0ByZGf1thD%2BEmvIpze12qV5l5rmeFlIJpmqshwExMHLXOOin%2BorvsteqMW3W3d2hB6Hr80CDjlz1E2BlhlqdzpSnP7B%2Bf494OsTrqr1tIbGwPMVC1BcAuyCnGfNi4uzg0HVftoKrbcOvzfOqGKzKtH5xuRhf9xWdzOG5ZkTJS3C0A%2BgXneyNJP7%2BONqro5NZ9ntcAprywnwBw5FRBO5VK5gVOpgdOMvDxcKyrPHn4MTrQcrsmV0YSJWJPPpJN0LxbxMqkkMMSc1HTT3FwPxLamAyE1KGoIfqVhiGciZ/4ewmlHTwQrlyOnOVM74nh7EtoWpNNq0ovTLdO/3pFw1HR5cfoDD8sa3vCE6j083ufLA9OHpsvlPNOpU6du3%2B7pmZhY/HXCjtFTHyiZ6du3py8vLvYMTJzB8xg7fnxx%2BvLAQF4Xr3K86XLT8RYaNjupstLSw2N6Q8PXgdBMf1oxu3ppYInl%2BrumNzglO/dN/Xh8ZdLdu%2B%2ByV%2B3cd3el68o9V6pnrrTI5%2B7bt8/U9O4%2BDTt/ZeGtiTP/Wyxm4KIjZM1QzCGxRKtqKUxxOFXEYohIBlj0nzH95XoksVg8v0K8c/3uZc7/ojzvrQM%2Bl13m4yzTd13ecPkCODX1OkH%2B5xd7rXuyfuDufy/2omzPkgE3MLU0w6Xg8YYNY6O%2BuuRI6anPKeD04PzX%2B8lp79Lirdc2f5TSU7Ob8nTNZpfOyYx3Qwc%2BenT8%2BIRRRavErgyFmBU1a81TfXj61PppSsosF5Gigv0qnFpFHua734%2BJ9HKI784Lv5N2%2ByE9PjL6cHdeXmlkXnh8VVhMzJ2w23H2SPK9i4uq7p%2BLj9UGGDgN8AZOk5Mj36qJj1TZ11QFaJmlqvvJWmWT6hCzqlzJZIKe3ncIu60E9Wwp9Yo8SU9uVL71PYDyJfG9lJ4mNwbZe7nT400iv2%2BByDYoHjjtaGxsRD0FTqHTlVIlU4ms4gq7xqAiquIH5yh1VLkf5nT6CkAgFx/yx%2B%2BqXQLn%2BcxdpcSyun9p2aXDPNKJupEcdaIT8bOlIXJKT2kUpx7ybsIp3cDpuZHAnOX27dt5%2BClwRY5GlcCoD0zluQZZ7EBNjZMBrTiBBqer6RWVuliDVQe8xK4uz8LUL2voRpzmduSm763OOS1VDv0pYcfb6bQ5N9cV8tJB7/YM37t3xbTCYjlzeM6CwvSaQeuOFcrp24sLv16RsHdFYTHD5vPhCTsalr5fWPNz4NFpN1es%2BHp65VhmTeDjwmmzJ978erSpkLf82zGXLl3/dt4qNltRCeSebrhyLLDEw9IycPTstonFlSOPff3TDd74ec%2BWjvl6z7w97397ft/Ir9//ePzRpalXPvj2NEC65/2JS5fuMc0HThsoToFQT7C8iCkZLF1Vu2oVqioGp1ifz9LUvjqnrsDpEeeF/2X4Rgrrf1x7DJgWuJz/Ieqd714bMG8xxeXidcudj%2BweNMjrBAUqcjrD5Z2hb%2BTjtNQLV8dhEgn01PHUauTU7ndxSia6vHb1jLWeU5x7%2BvTygPNstn/oKPI1cQNHRUlaFZqk2gGTthkKIXCqzLiiCyyF4vdzuvGid7LJW3UxNUFv1YXPDe822ZpWJc0IMzPrLo3kdx%2B%2BH51XdifSLIxvHh/u/r0qelf27cj7kXRpdvbFZCZyahsQF%2B2u1Eoj45nM8m6%2BfR3R0%2BhkbXJQS124OTOZcCqPiy5ngnrWPYDwlBmklGb8nKVSmdWg7w0KqmuZE6RspB9SHeqIMbE/dIhfmhFE9NRKmRxz4kcrvaASWCn7C6KK5YCZBFQ7X7tmO19x15xzXuR/THWoqxOc/AmvL7FAxzIdg8377aWUYeUm6nRNsOu1lqOLyJTpEMOWT/WcCoj25jL1egp/WBDF6QOIpumfWwZmQcirOpQBQAZJPXLJQCrOlCFzvalAlI6RNpYy5CKpcrlMjoKaQc8wmF95SJda7dmlmz9t9kh6x%2BdIL70jg0J1%2BYode4%2BmFxcPz6meFhhSuCLnWHrNzeodK3JyEhKqE/aM3zqturownTctJ2daxsjlXyfA%2BbYdCXuLLZYApg0NO/amp%2B%2BZmLCjOiEhZ1oxs/jolZyE1OoF8M7A0Tk7qnfs2JHz9bwpSRyavERzdFvbsZCxiWwbj7Fj2v45/e7phh3fagKnjtkB90/855W26zvPT2%2Bo/sp0xd5b2yYmrLtrurTt1rYrV9r%2B%2BRWlp6vELAaXZ2kZ4iSiao8YLJDSVatWkcreVasUGmoc9VU4ZRA9bfU/eMR59UeGr465frVgw9jH21%2B79sUP1777otbFFI2u11%2B91k3/98KB/26ZvumvXi0Y6yx3uUGGVIdFzQdBnV8UnHqAkuRtq50nHPzm9d/NqaI1dNKtXgSfpgy5umXy3MzXQncfR1AXhq4Sd/oXvBY6LuXp056CpdRJRSKFqD/Jq%2Bfi0437N9pWNUW6m3Xklla1z40xuWNl4tAdnlsaFqnqjvy%2BKrIq4k5YUyQ/PDLs8PctVrGxd8LMquJAT7Oz48L5edr6ZG2eOZOpjIyP09Y7qFTdRE%2BjtdpkwJXvUK8MAt9rTgfG4pkQn26fw%2B%2Beo4yPzsioOQTqS8WnyGljcnykl1lGmH1Hx5yWupN05DQjPllaqsqKDwoCVLEhqqQwCEWVLIhNkSqxa7eTSGq5X5IAFBDj5mGxbwu/BR8I6NpM5E31JVdH0/ma4bgMrwuzx8IM1NbDMsKpRO97c%2BUkj1Qj7dVTaZA0qIaX5XUCIvntNXSm1EMa1IF1DRiSIqgoqEwimXSSLyLT3%2BS4hQg1g%2BIUtxlyubqrBDgdP23HyIwM4BRPZhBY6SCe1Qlvv30zp3rHvMqQwoQdX6fz3m5ry7k57diKnOqbp7cPr94BEjttx47CwOXHEhISpg1/Bttjxaf37phdveJmYfrpFdUJX48ePTEhp5B39FjDxISl7/974tt7Aqfe3Ltp9Oi9CQl79k2R6HROoqkN1Zt4SQpxrMfYZ1faCscfbZg9XGN6rG3i0k2jl07ctu26eErhrerLFtOWNlxZOrxQY7FpxbNvZ/7XP3cstVhZmHplZmtrKwOn2ZQ4ocWtBf9LglOipyzYsESvzGkFAwSVwXC1OHhkwupt1KDMgdTLV8dusHls4TLsu2HXhn43ZcDdt8/9%2BOXoPd%2B%2B%2B/Hy3aMPfjl95eVnR5f8eM7LtOjGd6T0oejCWOR0UgPoKX6r20dvOk/Yvf53%2Bl5XIFURNWtciqGAwfrp01v/GPDaqtbzuIzDsmXH/z4qaucwi4Jrmy%2Bl9GKKtUjcCpGi4vdzunG/rXnMoTqzjgzz7sbBc%2B%2BER3fHqO6b8e1LVZHffx8WxtTFhIVHlsY0lW9tqXNolIab51W1xyZvbNTWx/BjANO4mENxTLpJPKCpLFW1BGil5qpyiE9BR7vjmcT3HmLSpfHhGWaqugcPSlX2QU1hHRkP8lR5cjPwvXT0vUFWSlTbOSZmHfSfQXMzgNO8B0FB5fy6JVZB2AmrVnpagVVmHPG/BlIxdyThcpdgoLm45UEWUmkYRgGRzer6Eb1uiU7nm5kZDVfOdd1ob94V28xEss0oTjN15/ScEj3tAD2lGzhVJktr5rTAZ7Y8kNcwc5FbrE4iGkmySEbDpEQ3c0kSF/NIHUgiWl%2BCaw3Wxxs47fg8IwgxhQugwx3pN3e0Vefk5FRX751XaXkUOd3%2Bdlv1itOBgaMXLKjetH34joZBvPThO9qGm07PAUN89%2B74nxJmJ%2Bwx/Wlv24JBZ39On9ZQ/f7ybw6OTki4WTk6J3Xi6PTHgdM3mT42PV3sOT//4wUJx/adxwoFxdEr1e877dxZGUdjPJtYXbhvamrbtwVTF1yZ%2BMm7737yPnA6N3/6tuqv8me9v23izM0WGoZp8d38/Cf/3GatWbkJ9LS1tdYVOPX0RNfLhQeXxKcoqCIWZpT0nNa%2BEqdJSfMrRBZY23uLfGEMcDqpaMMGm8ALLl%2B8g5yeH%2BByt3j5INMV/5y5qeXt3bvXnZt3/dLl6YOmL48q8kdO3xlc5DIfAlSXWbP1w6/W/8IR1P7PE6fGkLmAan7oZX2ASurvrZ%2BFFg2ANmrho2X4vTehr3VqClyCU1IMFQ7vHUgJLsovYLO4rf3ktHc9/P0b9190CDPjfx9Was8PHzzYrqypO%2B/7OfzImCyVe6l9d6lZaVNYeLh5efPWcC/3sKowEwfzmHrb5OwAbX15d3eTVttUFc3Uxps04aS1k3XdjdqgML4DFvMGdZvjRBimvSryZFC8eTj43u4MCFL5TfGRTR0ZpSafdsSo3OODyrtbsuLLY7ojD38azn%2BLfjLeXFV6/z4Eu/fvN5l0r80IsjJ0ww7lf0mhPkWqTkz8b7OdnSQPbNCJtYTTlroWfLSca2n5UlCKCEqwWjjTjHCqa8YifeRUdVhGCnt1gOviE/Y1ej0F3pj0GnfCKf5qeAvVtmWtZQ1ZuyEuN4hkeoFVZpyA%2BF4MNU%2BePAm/eTL0%2Bd0OJuV5T5JOWkeNPITH6xLcfXvvg4yMkYRTYJQo6ukVbdUTbx67uaC6%2Blh6emFOwor09GNgW9NrOgI3Lai%2BuX1aTvWgGt7wtupN845VV%2B/Z12VjM/9oQsPby7cea0uY/vnW4pup1e9vGr1nzyUw0F%2B3NeyxXMTkVfJATyrn/XR09OUxDcfmuc61a/XXAKebNMCpbyLj/StX9uxbDoBP/nbHldGzfrhx3vRK9dIts96/smAmmNy2BTNfz9cwVu6bN%2B/oT2OuXAnctyl14szaVgWD6wlqiphyuRqMRzEwBU5Z3NreJmqlvsX399QNMhhJoKeMJ7sfTXjTR8/pmFlRZ8/aWBSFfvHdsAs3zm8x3VLstXjx6A9Tx432cg%2Bc/u9/f%2Bhza6bXYq91KwctmXHDBfXU5bWxj8f%2B99UxPnrje8p5wsKBkt%2BbR8Lvz7g2y9FQuEvUEr%2BAKvgfoaNw6d5Hj0YViewuzBpywDDv9Ol7jmtmXZ0MnPanqLjPfJmLOILq7WfyKV9VJYmI7I4dfO/h4e619nXdkaX2qtLS7/kqVR3z%2B7I7Yc2L7kR6rU0rD%2BPfr3KwxVJeILHJxMQ8rCrGTRsUbhLml5ydLDRzT9aWVcGBUmolLcvTKpOVTWHdJlgCWHY/rLs7nE4P765qMjcJr4qM6WiqMqkrsyqLbKkLqzIJP0kPj4y0j1Y6RHbX2YdHdnfDyVIzeoZV0PMdNRUCxt45NRKOROzbPLgZ4tS550A%2BD2Whqm4H2eJkdnl6Wsoz3Yw4jcacLe9GRHu7rwB9r%2Bqwjsr3IqeLD0FMWbcYOAXdZMp5COe5n5nSIHopxrxZD2p46lw6k0nHYiPAERNJMoFagM5XP06T0UGnGjk4mYFP/QM5rQkp4TlFzLt5DH0vxSmdPJnLE9oSRhenp49eUL2gcHthTs7X6SOB06O8oTbbRy/YcTNweHVOYU06hK%2BFH99sm/jTjYi57fOn7m24uXzrzR2zT6cLi3NSq3P%2BejMH/HPO0b1tl6Z6xPJmpMvkY01HT7t586/VbQ0rTGvnQvzkP7XhyvtcUecNcev8pf9s23N3ecPE9x8/m109dcsPzZ1PtrUt3TdrT9uCj1edL2yY%2BPHkCv%2BVH3%2B992ZOzuxtVwJX7gHfuyoJOQ3xFJGUL1ekn4WKvpfMayMT3bC7/n5OKwinmvW7l/Vyen3WhbNnx7oUhc747g2XlWvPeS3fB1TO%2B%2BqSz1c//njw4LqZY3yC19edWGy6HOc3TpkBnJ6/lvh4LLtoqR7TA6ecly0cyGb/fk7ZF4rOWButugKSap3i88Hm0AmI6aOFoSvtimamHCCIUrVI317dgl9D009OjfTUFr9VMTnycKmqO888kh8z%2BLYfnW8PuNjXuavq8uz5pWHmpZExkx/OXfRQ1fLlPeGhyMNVVmRVUNtkW22jg4ODlVZqq7QqLweJTVbG3Vdqy8sby62UUqU2PiguOVlpFX//frxfU3lQUHR0eTQwVt4UH9QU0xTPxDNm5Y3R97%2Bc4%2BDndzJeGW12P9rKqrzprTlz7t%2BPbmpqgttP6oX0eVKxSQFV4n%2B7umQnUVGbB%2B%2By%2BxFrFX5GuzunFcwwppgimnd5f9/L6WGSZLoRATosycOM/kkaEVKJDOt7s%2BS5IQhn1vYaeQYvS0XGZYBHe9wrHbndsgaXgmASMUXpDAIFxcEYGVm2IZeJFvdkR4ZBR09mUDu9elrDC6nsEsx7Gzkd%2BXkQRS/2juX/hCB0qFKZPq06Z1366ZycY0RPgVPpA%2BS0eHh19XQeD65umreiYcHUCO97NrR5CQ0Lpn95rDr1p/E3im/Orv56%2BPXhw1d8Pe1owuxLy23kleNndMl4e3JyJh6bdh309K6rnd2Ufeenbqt%2BX1NRWzu5IHDMjis/7Tvd0PZ%2BwYeX2o6uHGY3rHINcvotKOl/n8fB0smv%2B8NvgzFLn314qWFM4CzwvR%2BvUgCn3JISDeGU5HtF1KhMLUPPKcG09vfraRLhtIKx/sijCad6OL3KOHuWMWBL6Iyd56fDr%2BTF67asOzFo0%2BhxjsHfLdj9739fTrWeOe1nrx9XrsPh7nM1M2a4dL3x2uPHk4ue9XLq7PxKnIqnFPVmknpovTUpdBTF6agLrxd94GNUMugzb8CqClzlSfQKnG7caBtuv5bPD4tZW1c1OO0vWyNLu83D67pVJyIP1ZWWlsZE8u/Ext5rDFPZSxfF8NeGhy8iX6qoDcgOCNDaapO1jQEBEKYqk0FQG7VKpbYxObmezCXFRZAak%2Bl0ZVCyUhpkJVVaSRuVVsogupVUamUFBCuDgpIbG09mfGoF2/g0JfhjKz%2B/xpM/n4yPh%2BtB8fHxjVZW8bCDDwA0vvdJQNWzKuuyVx362Yl7Q/I6HY1sltM5UsAgtiNjq2aCCG/M9x6S%2BAKmnPsk9cvjJOqctuN97nIyfhojkSOnpVwB%2Bt4TP1p28XhzyLTWcw8e1BBgfxy5/UFNTU0HzvauqUFMSQePi7O/ZRCpyjvoepNLVBQ4JazqH4hkTY2cV9nVPi9n2ucZI0dmWHVQEKOknv5nTs6SoVbK9GM72o49KEROl99sS9gDEJvuydmxovjrtrbhEJ8mVA9C3zva04ZGG//TjrabU4v3tiUsSbxneTM1YbTn%2BC9Gpj9%2B/PnbOVemewaWcMQ6z%2BUTEyYO%2Bib/H/%2B8MvHueTtxa75m6q22ry3yNf7%2BdzddSphoum9Jw%2Bxn%2BT/taHh/peb1lSC2S9kr9zRM/GnVvj23rny1Mn/8sW0TR5/Nf7Lm1rbAlZtAT/OdFAUgqE5YdqThMvRLJaGiihRc44njr8BpEnCaxNJg1eApQ3Hvs6KCs4%2Bv/TC%2B6I0tP6pw4NTL1HTdcq%2B3f/JJvbz7k3/PvJ76bPqJtYOmW3gtxsteS954Y%2BhgF4vHNi6XD5C6Qx/Hj4DTha/CaWfna1FrUvSCCmGoNeHR%2BsOroSREdR416to/LqX0liJZrym6ptjpr5gsEil%2Bp%2B%2B1pRZ0cKe3RB6%2Bk9XS/Ze//GVreF54nn2kfZ0qqzTvU7OYtNzumPJFabtM%2BFvb74XzR0bGEE6ztRsDArKTk6Va24D9%2BwO0cbigCkiqlKxTBrQqG5OVQHBAo5IZBMgGKZUAYyPQZxWkRH1shB5UHtSY5hf06adwJb4xLSj%2BpJVfQJrfyZEn48mNeOyHoFIP/YZCVa%2BpJwFVqTyPrzrRcmjQg5FzcMY3fyQry4uMlvJY4pC1dS1fctU/IqdiwimpR1KV1jhxR2L0uTgrUY56mpUJQeziEy1zICjFkZuskT%2Bv5ZNElPvImi9bsCg4a1De2ry1Znlv5WY8eIDuFuUUUcWoFDNIGJhS3AF51JnnQCVDqJUlER//bdPPGQ9%2BzrDKyDAErx2nE6pvjk5PT5%2B%2Bom3HtM8LExK%2BTk%2B/2VY9bcn2wJ9AV6eZDq9uGx6I8WmhKWaDp2oquVOPQbQaiATvMXXyPNbW9n5xoGng1OlTAwsXNBz72EJTWXx66ujqtjWmT258O/HKirvnxeLX81uXpzY8s9gHQeeef85O2FPJWDK77dvJ8yY2TJx5d9a899uuLF2VP72hbebrQGvbs3dXzps4e%2Bkn%2Be9%2BMnvbNlPie11FivkKFgamJEL1dPJ04jJEJI/E4ooMDQT2j%2BAU9DSVFCk8BU4Zj/NdvrhRNGCQF1UWeiiq%2BMfFXlMvpQ6ZeXB58Ow1M39c3LJ85aDFhNPFXjfeGPrdtQuPJ0cBpwiqj%2BMtZwhQX4XTYQp26IheTtH3ompu%2B0fR1YHOy44/GhU6gMoiGTi9PGCKYt9OzWRW/zg11lPc29VUle7Otw/zOtG98S9/uR0Z830kX%2BVuX5dVGskvzbg3t%2BpQuZ9fs4kq7M7DqnOBdQ%2BlF22HLvLWZm8MAFWNS9aCroLlZWqTL8IrU6tNDtAqmbhQmRIuBACfSmUjMiYFGkFHgTEmwRSkUnmy8f%2Bxdi5wTV3Z/rei%2BICbUEAjeAsR0BYwQLE%2BJgpRLAUCNOgAlhDBmFgRaaw1Ik%2BDgLa0EB75AE0QBAEjtQkJCBaCCNJSEZSkRaDISxwGkDgaU1oNUP9rn6C1d27vv1O7T3LOPic5gY/yzW%2BtvddeazAHFAidtOTYISt3MMcuRhcDILe0xIiDW%2BxynlEajEGqBxUTWJDbYExYTxNmkNrt3Lp1KwohaxA9prk/QFOpW8cuX0YhRw/cuQ/0elqIOG3ARoPHeskouqj0csCsD5LVKA5HhG5KJteXoT%2BBhq3JKFoJ01NjpLTwv94AW3JDskiLENOLqTgYjR2Jn%2B3Ec3KKIXlBqRU%2Bu/hMTzVKKdi9ex5WHBYKdcbiaIJ%2BlAkNJeWHdlSUlKxd618xmVipQyRWoiHgigPznUIrOmIrA8AzDZ2f3zSZePGaY3ZHYvbFyou3Kyb9Q%2BIX%2Bvb3xy6%2BGOA03N9RMn/%2BxZLbxYKHof0d2ZWVlU23S0xUbu2VxZWhHf3WR4DTCZksJC5u%2BKLTxbWhsW5uvjgZy7jf7abNVQBUFVQy7K/q7%2BmSzY%2BbTGUhbbX2dUoNSjN7%2BMSzKc3M%2BpuNGXGq8xT3TVZWroBpPa0LjfzWu7ta0RCmzC6Ebtem9E2bsMiHpJfjNBPT0/Un0KI22FYDpwG3br3VV3P0ARYvCP/rAs//hv/hG2m/PNm8%2Bf3%2BnmK4HGKJgvGx%2BMGQFV98Z7jvG9DTdxCnHojT915OT%2B9n2ey%2BPjczs/qdU1heUHi2P53n%2BOnKsyjtytEFeS8kXBm4vmEiU8Cj/XlO3/gYReJvexRWqChtAA9ubNuHO5zHJOFgNHiNsBWKsGRR2T2DsDB140cfJzfsfNDQwD6mICn9Psz1e2PaOVx0QGQeJhJFEhZOp7wRYx4lkUiioqK61XUt5qQyUXhLSl0KCs0FPOvEvWyRublI8UDUTRkxLztgbm43GCNsND9g7nxHISrrNvcCaRxsMX8gUpjftQM5jTEmKYgtLYB1DNbssMeL7RmtKBMEKblUnx1pp36MaIr3GC2B0X/jgsBqXFHqI1ImVpOQsnXurVgAd3KBjVEC0tWyKo4xpp%2BXA/KTd86F3G89gC7klz2f48E%2BUCTka6P1Vi9GYTC2x8aOgtHAEOoAd2ALX9BT%2BKvdC3oqjafXc9f9/aKPzxbCM7cVXhALQ/wn0/on0TZ5seinxbEVB0KKs93SJvvT0tImK%2BbjAkxiE/tj1/l2xC52XxYY29Ex2d/f3%2BF/EZeQ4Ph6Wn9HrCOuzL8/rQM%2BpeN2iIUjvN6R5uExmX2jHa6qJlWTbj2ezTas1tajD/0T0afGTao6LlLxNs2p/SpfGd6iRDXg4TYcNNDf08r4edh6qcz7SdPkQL//9afDaasH%2BlVxA6uvMRyH4%2BLMRmU2LCtB1ZY1DhMTVcsSLFxtZFZWrCoZg2oF9p3MG5V6Ecg24VvlVa364p%2B/1gKVW/2h/Eg0NIE6Nf75mffe/RK5p3HwvLnb0la2ofxaza0D%2BmxYpTuf7ENdx6C8g//1X6f6QU53Xr6KG2uY%2B//FrfDzu3X1G5t9q7BF5mD5ntj747vXWf/pwrYXppQsq6pu1Tx10SfuPfUc1HfeWRHohKKS/qvmyom5IaRTgKrLwe%2BZrelTVlU2VOp/aPc%2Bj0fahnHaGMbqLu0Vlzawt%2BXkRM6IANrwY5IGsmJmCXkm915Y%2BGeN53a0NewMJDeEfaYQSc/55Z5Lmb7TtnVrMpaT21x9enA62HwmeUlbW9uS5JHTdmFbx7aG2SFMkfWLOE2G982MjcEtZc4zY1uTSaCewqiZhiUjXm3JW5PNW%2BxaxCl3w0Cv2rzsxC3BYtOZZErMXYzTZw%2B732IqBi3VB0H4EEkzzzlKjujLgv9fPvn5OrTeCFdXNA9K4sxyCjmZ2LzMg7np1THSli1GdKSnEk5hvKgBk8/47rlXt5ZFYOtlykpfbA2iIvGvDWM1GHvCJkQDQwQsfIEATusF5H6ieZc5WRVqkZ7W13Nv%2Bl9cSN%2BiJOieYarUagNfr4itQO3va4uKtmRUVBwA/7QiNBS7djvB1rZ27d8r/p56uOLvGY9tbTNAYzs6KioOh4RolLUX4c7XK%2BM1ILlwueJ25ThVkHHbv2MS%2Bk4BJqEd/hUdJSUVoYIpFt6ex6j9u78/WtjmX5Ixao/PZIZ0%2BPvatDbjDodahx42AVWVyZwqQh/KWmW1TYnWr4%2BCPzw56e9bEpsdQLXwhdtwVAfuODV%2By2f4rglX9/hr3FZ7KhMv62wWMFk8nsxKJrOnWTG7prrk%2BpD8Z1CCe0ej9dH%2BMKe0dOSfovqmaf2rPfKCaiyXVV1ddK1mQ/xWPacPQixw0Kl86vH%2B9U/azR7C5QjG/ANznCqOrlj4MfinNjU38%2BB7CYF6Yv2P61/J%2BvOcJlVV2TDnXfH49/ygoyHzX1n53o//VXPwl1PPQH3nl/YbNa2t6dQkVtWfHkf6EHH6xt8aw/awx7QxDQ0F53INgpO7k0t7g/FRpQ8uJ5vPmO/4Okx8zPmjHK/khkDbJUv%2Bpui%2B4Af%2B6PQb28TJpSSfYL6kLXkmanrah8BuYBMJdiPsqDq7mF7gfhphOqen6uS2ETHfuKyhgRxTZ7q1QRE8iMza8K2SlEF1cikbWbaIzsulY5F2LQhDeGuUOBoUNeb3Gsip3vaFTawmkZO3NjQkj3VXPx46uWdPVmZ8BHkrYD/WWxbPzRoqG%2BvtlWRh1ZmEvdDlRowlw4sK4/jja4zoIrhUYPM2Rym5PDZG1tDLyy6jD1NQ4qt7Z3pFmgg0D6tvvWO9MyTALlpPHkF74ZgPgfArtgTMMyUgg1eovTAX86tFIvtsXkYab1Tv/vR2JUFbRBA%2Bb1IpwbhyccbFxRlrAyvzo6N9ajMuVmryKy9WVjqtvb22stZoTfnj2uKMSlxIZXHtQqmRxcPixU1NGZXF%2BcbGC/PzHTMOX8zPf1xbabJ4cQZulGHfbM8YNXmacbO4irUmoDKjKeMmrrbWkzfh0NnX3HwtxLE41STV0dFCcDR9itds%2BTDVswo/xROMjnpu/MC6I4hBxT30HO3C448eefiwWMAYLb6ZkfrEM/WKa7q9wLE4RMCbSqdSHz/mTdnTrj3mTk10NVN5TPvmo8289EW8TiazmTfFarW/j%2BohTvH6pgA5IHJqqo/X1zeVmfRHOUX%2B6SdoHOnUpV1Ll57K69ktW7ZMdou67/6KWr1rE/LgAePAzp0PrrTvP%2BKbtqsJyD06/zJauwgvivruH33T8Kr3T8s2PM1Lu7T/0iWXvBMrz6y/bsNK%2BvOcsmySNmzEMmz/hlWXjNQDn6K0DhtPvHh9/5GaKloXcAp2xp/l9MMPc899/LewqB1tdg6PGqKycnINTivIveTkRlNyKfzFOjemTLeEjQR73cnZHpVMwvu1OUcpxB%2Bey00BL5SQvDPqb8fKy1PMG5aoT08Dpwqpz%2BkL4aTTdafJpeTTgwjTwboUxGkUW10XHKy7XDpjGmPHH2sgicFPVQdLtpqmeKl7SxUE4BEuicmlvTEtLeKYFgK5oUEhjnwBU7vf5xUoB0tTbeo8EhmTIN1y%2Bl8f/fCPwiyuq7tGVwR/QwhPI3dX%2BhCnsPBthOpne4aysk5qiWIpJ/7kyTU/FD6%2BFi89WfivNSdtXLeAlK35YVZKIEaKL5T7oKBA7QWhkCjmF4n5Op1xtY7PRxMpYgQexqmPFrNsxXrRhB0WPYj6RKSlPihvEQrIR%2BvatGgZdzy4c09fr1yojdYI%2BfphYb5QqSQQpOUx0dFF/OjTC4PrgvPzawmEhQsXBkef3kKPvxZ/7PRHeziPLfo4Rpw3axeWE6TS/HxNvrFGCw66MDh4y5ZlAfGP%2Bz7bsuzoUeoEHo83hCe%2B0xC2Lpa8/jg9Pn6NkbzZfoJVXs6bkDGpsmbDdPkUnofv4zXz8J3N1FYmtY8qs2KM%2BpqpbsqYnTwez8FhO3DG7GTa2zPBqJWNo/yD0JcxeX3N1HGWO5dKHR93tz2%2BPWliimff1WXfDPtFi/B4%2B/s8ZmvVhD0ri5WJWhZ0qrLk%2Bi7LhvUH4pFQ4KAV4vTHle%2Bvdllw6calS3k938sOHfLesGHDm1%2Bs2Ieizx4AkfORs5rRtP/I04ErW3duZYTApcs7wewJXLTwzXmCDVw0L9PksXrVjV1LF5z6EuzeV16GUyptSs6oOQi27erf5MY/dcJ3PnD6yu4rv8lEeLOGwUqa4tFQJfOkP2f3Ik6//pdkybk7OQbb2iR7nB/lvnq6e0xBbgAztXTrWHdYo3nYkuTGmME79wzuRS2ZNsi9c7ot6mu/cz4p07nBM6VR029ICefUyQ2kH%2Bp8yA1kpU%2BdT%2BRIXQqBXUoOxjAdxPQ0JSoqOKZFCxpp7mNnRxzbKQoeHAxW2zmPmdbZEcZKFcGIwpaWmMulvWpgUx2jnklumCES0TX99n81MH0xs5NQN2gnFG9BSXZ/OHnSiIu%2BwTMzZ1Ha7VlX19nZLMTpniwHfawhtMKTQ4V7PlpTyOE8Hir81/Yf1hgdtzVac6F8zSxanabP3Vs%2Bi2U5AjSLtEW6oiJkqRK1WLguATNxn9m00BXz5zjVXyUiTQWHFBVc4xhdkA6VY%2BkW6PXu7r63Kz8rB/8UbuBjQ75g98bX1oYUhYSEJOTni4u0QK6xRqMhaKOLNAkBAcp4lIAw/trjelt3tMBAuaVoC8Z4dPSaLVuCt1w4tAw3alEeTz90jcocb%2B3E46c6O/ETTCYT1azfAjcpy20DNm4WWAbQbSZkMiqVmc7lTNnz8Bxec5eDw4Q9g3H96eJ169Y9dRsOTYXbebRNrXg8i8NtZTInqlgsWRVLZlNFZdhTN4%2BOCkCDq6qsLDePbrYE14vFah2novBeeyZzU2aXbGICzxBs3sxkoQIXcrSBX2oFfin8o2OO6h%2BJGxxPyrSSjz9BcYMeeR5uTwcW5GG5kZZ1bqj54ov7NSua88ucyrC5mbGdrxf3HPE9eHjnVifBZZDX%2BVvL8hdt%2BOK7N%2BfVoHgkWU0Q6GmP2aUFaGHbJ5%2B%2BFKe8Ppp9zfXV7/y21swvv3x5/sCTV979dHfPC5Orp06NAqdZU1Tg9D/5mb%2BN70XhSD5tI9tffdXgTs7bwXdzcu8590aUkcuC7cwbLhcY7blQEBWuCKu78%2BhVAwMDu0fwPgdJmN/Xfj5vpPjVJQOn08d%2BOHdM0cCOGQwGTgmnT4vFPnbQB05T9HqKWB1EbmR05EwDW23nNUgcaxAFe4GABkeNmbYMIj0Vt9gByHaI02A7L7VYHc4uS24oIMY8A/X/bOJI00ixGoS1ZXBQqxUHo%2BovKAX9SVTJN%2BttwPQfhZzZ2ZPlYPVufxtVnDnp8xkgC1c%2BQ4kJQadmywv3/G3NZyePG21Rlq/5TIqScxae/IxA9ClH60wJKMgekAJZ1RuvWuWcX4l8T6CNjwXp6udYtMgr1T4b4wVufaRGoOWoLDiWJoUe7%2B4edDvf5wL4pwhUbHxJSVDmH7h9%2B/Xbt28fWFuZAKpeBIDqjIF5jbEmQYPyYD9258KtIMfxSmVRUXR09AWteAv9%2BJpl0dFizZaikpKLwvj8IneZTMbEt%2BJBSDd1dU5w3bnMCboWJfdNCDApKQl5YsViwjuY6RNJSfbNzZkcanMny8HBvnZtkJtKZd3fbzbsyNiO7%2BxsbZVt2pTFSmodl8EfmawLBLLKSkBljDuVHMZR7au8XZ84Hj5wGOdt1dpa1WoFnKYjVGW0dKqsFW%2BZUZLhLbNCo0usKnmV1Tg0Kzl8EFDq/Yfie/XxSBinaXm7lgb1pOW1X796aNmyZVc3fPHFon3lb%2B6bVyMImf/gAMNx69biK99fefjfW%2Bfve/DgwHzHfUebv%2Bi7hXGK4nsNv0/M8zAL2rXLZeDLles/%2BbTqJfzTPt5UUvrVjQtOYUVjnrfVX%2B79ef4Hn79Sc33/i5zu/36fFSsrk4cydWfK/zSnH247vSR8x6sAoMG/RpxzcnO9ugvYWy%2BrHZzDl0T9UChqmFGSwrc5P7qTi9WdMTBIaVzi5%2BfnM%2B2H6WlKik9Krg%2BpNDkypQ7YlE5/NBJ%2BDODsRXqKAEVqCi14IWDZ3ZAsibHLmdPTFjuxXdRWUzsv8QzitAVD8gHS0xa1mqggU8A65kfCRX2L%2BZ/bC02tYJOjCrpBU%2B3sTPlY4J62HGTsApCY9fbJt9/%2B1/Y9oJwXosqxkqSFWRdI5mGULDnnOP0korYwq1A8cpL1r/LyIQmq8DBrNCSlDxkdNyKyuxVls6aRplFS4JLEJ41EC6MvbJGKhVIlQR%2B1AGwS4QGcqruRPaxEcgpw8pExK9Zbv1p9dl5tOYeOZRmLv%2BZuXVLpc2yLFOMUm8UhKJX5t1Helf7%2Byclsp5CEouhDW0C/NXAdrNuiBLrrY/dr7lsSQFKlWxKKqqOLhEqAt6%2BPmm61LCG%2BVlmZWHEbJNnJKYTaxTRslrHwzC6qPY3r6jqBp2ssat%2BMz8f5ojxIlqCOE12bJvBdILdUTmsXGLkOePuMDpUqzmzArOepp8CeB/Zrq4zR3Afa0UxlMDcx7QVHBSDCAmq6d4nKDCdj2VRxRzP8/R03U6lUFN5rz2jGJLWZSt3MlE2MliQGjcrAOpajgp/jVIEAbp9CYI5TqX/AU0Nx%2BJnerWi9zPq9cXkeu65fX5DncqUGlX6Sgd17/%2BrChUc3CEIsGPsYNfNw%2BQGe3z9xDAmo2TdqOYpzsph3Tb9eZp4MLRTffb3fZcGqVavaXeJeO7v%2B809t/jymwFvWdlZrzSqX59nwV6PHl3tf%2B/nA5s275%2B365dd0oKc8ls6TccH0B5vmP0nn8D843Zb74bkfRpaATr6a69USefdO7qteJEnDzp2Kjx89Cg93HuktJRHCnD%2B%2Bk5Pz0b1twOmrBs7JyO49Np2COG1Eme/9jkkato741bFLL0ucH7WRjg2m1CG7d3DwBVLtgrWS5AYFFqygHisV2Q16BccER22NtMP0NHiOU/CK0YFvmkzikxsU1cQ/gmmMhF1dEFEdweebqtUKEvzdq4VKPsFYWK7VGnFmtZ%2BhIjScoSG%2BYjbL6DPAVC4h1Sco5TTbePeTJ7NAODlGUu3xIR9pOUf5mKPhx9fH22qUrnRXSretMVmqfCwRCY2V1Qp%2BNV8p5FOUUpJEqeRT%2BHydthp2FApfg/YF4LpSKFo%2BRQ3UEolColoNBBKJRLE%2B26C2fNYIhFhqG38toKQkP/j0IcCUj2xlQF0rLQ/w70gMLQkNjU2cLHHMJwSLt2iKipRKn4UEQlH0li3loMPxW6SP33x8YY1tUVF%2BghR8ag4Alc61ko07cPKbSi46ZFrcjl1r4dDJE9jjbfBdDkn2PO5UJz5Le6zcx3ZL0fwDa0ME3PgLp8uPyzvBiwV/E1SzVQYOqCBIBWqaisPhRpvtO3nyTNDBiSQ5K7ML1JFqb%2B%2BABz8WPN%2BpVu%2BggXbchENm1pri0FgnXBWP1zeBb02yt29O72ThO7tkjPF0Jt7CqcRp1B78jgk5t1XexeubWjQ1lQV8TEzQpv4Qp0mZmVVWSeN6TtN6Vl0a8HC5tLtq2U8oJGnh/X1ffNdcE7h16%2BUHD%2BY77WMY4656h1juqzzw4PIYOKgonwPo6aJb3l%2BBR7t7aZqLxyVUZDzu25Xvfv6E9RJ2Lw2k0Ya1b2PQwMDqU6dOrUYbtC9Xfguc1szb%2BP7c%2BBIW/WB2ZAMYEZlZ6TTaf5Qz%2BN/s3nP/%2Bpv5HYNXc%2B/ckTiD3Zt7N7w7ubS0ISwnzDksvKFhp4QEnHrdaQxvbGy8k/OqQaP5MbT4dBrsXuSfpvhM5/pItjY4Tw%2ByS7eiaZmo4JSUYOD0uZbOcUrpLZ1RBw/a6TnF7F67F%2Bzell/90xa1mDRjSlGUjlGIkS0vtpgW9dzWAi4semKcmvaSdDqKgqIIU0iS2REShUJBkZDbFN1h5O7yKHPzqKyTWYSwbkV3vWl3d9QeLvBH53LdSd1kijYsrJt0XNptKnElwRuloiwK3F2tVHR3K%2Bm2FEWCjqyUSCLYCrbIWBEokhQoyGxSNbu3rIBMVhRUKxRsUkQ3mS0hsckkRTWJzGZLCtgKBVGoVBQIReEYpUT9xKlWi5IKajVSJXBqXZIfI44GY1fMx6SXIC2Pr7VOjC2uzXdcXOHmX6kkgCGsCck3NlYuLC8HFxXEMyAgQBq/ML48XqoJDKnNj4/n7NmTuQj0C4TPweH%2Bxo0CPN4i1G2xAM%2B7f7QZj2dSq9J5gr6pzqmpx3RpfH3CsoDaUcEER0mgu8ZfE4DvimeBqMpYsmZ7hmOiykwV6sm0qQLHNclqPH1c1tXK2g6qzJBZMpqnHBwceM3MdKr9uOXT/nacPDOzfMvDh0txljZTPJ68ldbFpAqamSy8rFnAsGTSDAWCI5uPNjtkZTKpluNU%2B6mpRQ6ZmfZUZP7S/siK6Vb9OvHMPpTP4UTewNKDPfv7XdqPGKISp63z%2BjBO5wXOzZWJGIGX51%2Bezyibmzc9gPI53Pru41sylE1J9v2lNJfl%2B3uQnu49%2B%2B7nli%2BBaRI1PR2sd%2Ba8jetWLV2lf8BuFXyu04HN%2B2rWrX4HWyKO5k7fGdi1mwnfN6wsWvo47c9z%2BjEYvn97w/yRwat3GhtJ3WD3vvpoSVS3SBT2KCc8PCysl3wZcHXO9Tvd2PjI%2BZFzLuipeZ3fOb/puulzhGRk955O8Zsu25lses5PUXo52G/QPPxYyuCcnv5Kac4ggVTa0B2M5kP1eprTYke0Q3rqJR7Tc6r2wuxewFWtYzf09o41NJQRI71e5DTy14c6Ug2PGBTlr1aHtymqI8iS3gIwmEmmZFEEmSQiG5OSC/hspbFOwlYOZZlLHksUmstEpYKYKedI2GWuEd3G1WRib3W9QknpppB0CuUQXWquJYvjCxQUNspWXU%2BZEZHJ8STw2I0pvREKY0WEgmRc3SsRlWnI3QjoboqugFJQQBaReiXwC7ALNBJyGRs0Np7bTdKwo4SIUsSpGCVWkWoRpyjAN99/cWBMZLQ0vhxsZBBUrdKonF7bnhgaCF5n9esV/heDjfNrKy%2BuPXyxMr%2B8/HGgUyWcXbxYnB%2BvWfg4Pr/y8NrFFx3HuYX/YBleC3FyKsY54Ds9HQNYx2uz3bKv9PGam48ycI6VTsWjgsztDkxcZSUuIHB%2BQsj8SneWzWOqoNbksImjgMHEOyBaZfYMwWI36xunsjM679nY4Fk2XwU6OVXi3LdU4WU4RzClccyJ7SwbmYWjU6Xjp0/T9udzeYKAwIybNxyfsLYncWtDcJtHQ0xCLGWyzY4mTo7j9nhqgKMjlbd9YhyHLuDG4deY4OIcM0xCcNSkP8JpK3Bapc%2BP9O4/8waW39i1dFde2vUNoKeH1lzdx9j31ltH9ZyicIcHDKet86%2BW6WMfEKdvvvXFhoX3N9gAp2v2XR9waV%2B6a9eudpd/gnv6AXwF/HlOwXyn0eQs2Ybd11%2B5knolNfWKZ2pq6pFXgP8Dsnk1CzywVCsumJ6aXa8Zt0pPyswCRzv9P14v8%2BJ474fbpsMeGRhs%2B0hMkRQAhzm9YVGk8Maw8BiFaCZMBJq05FHOvTXRkc4jXl7wepT5MRSAP51yjjCG6SlwSto5FuPn11b6oM4vJXIk2A6ze1/EdDAnx/TyzsuUGC8vu2DgtEEU44VxOmZq1xLzb3oaE5FMVohEYw1kfuTdmN%2BCqtZjikCFBzESjQ3DHeYKSRilm01SsyURyeCukrpJQolCp1NQRAoFWft4SKF8rBEZj4lI3dqszKzjsyQSqZck6uYruFRShKigqGx%2BWRYna0ihDj9ua6sgRplHDZUbEbuLbLslpAIJKUGjkIgo3WXkamONSESKSBgjK8jgvOr4ugIyiK1IoSlgk0Tu8bbwPnaZ7jHPWFGmQIhioKLBJGW5VEuXIp82/lqg/%2BL8mOjohfHgsGIxhtKhIWlte8XrIaC5uJKOyfnR%2BbWLUSRDRejiAFztbf/sHuuKig7rtSEBWwJCmqzBRI6NzXC0lDFqb8cm9k8OF9tbDMf6Wi0eTutQuWVX2stGbw53dHRMZt8MkMkYa2OD1vnG%2Bt%2B8aR1aLJtovuIbO6nqty4xYTA6O%2B078fhO5mio29pPzycu3mglq2IKigdUqoF%2BsyZHgafvMNjD/UGpAivZ5odB1iqVma/ZwHCA90acr5m1yjruaaqNDGc2/HRdkMrNLOjT675m8BYTAXXUV/V0lEkdNRmOOzGgss7ACcZHM4JQP%2BjwKPUP/KkiTr1ZWL7Blf98Z6DnkpvZjTyX5eBwAnlP9u3b8MVbV%2BeFYCFiKOHg3xmyzQfmMC0tnQ%2BcvlmzaAMD1VzkgMh57LpxY/9yDw/g9JWX47SqqqqVNjVF3XB9v4ve5EVt/94fz/zXfOa86yg46RfQVBdk/PZ8f3V8PF1Ok7dawfElOP0wd9u28EYDgxzncHZYY869eztaWu7G3L1z59EFXYJQXcAfKYhuuTvyyDkqPNy80c/AIJy00C/3Qx80f4rZvXUpfj6KUraPH5ozJfgNnj4dXDcYzG4go8QLIJ9YHK%2BdXQu7YWuE0M4rxdkU41Q82NJCDCaNjdi18BGnyOOMbCGCfwouaYxoxlRM5JNLL1PUXs%2BVFNGJ1sa1zO2IkZExkUSANWZE0iJpI5FNCyJmJObd6l6JkKIDTkkKXbUigmwsYeuUUvOI%2BAhRYLd7%2BmNXTqbUJ4toXkbKkj/WdnP7EnoV9RQS2LhGSnq3sLvoOEVR5CNkazmzxG6psruAJJGQbXVsCrmIHKEoMzYmR4hEGjJJo6sWdVdTKGRRgkJEUhhTyBQFPyGCza%2BW9EYoufGKmTIiUEqcM321F7C6ahpMTwP9M5CealA1YaGQj3FaX4vWtdVeqy0O7Uh0KgpZWxEbC85qhb8Trta6YxI6oYDt2nyjkNsd/v7DCOIST0Pc7Y7Y4ezQios8uL3kSUZsmrX15O2LzbjDHR3WwyWA6tonTEaom6onNtH65s3Y2EoG1RE%2BbjjI2rrD2gRVp2ju7OxkPEx0K97o1OF2RcCUMRaH9puZBZll%2B2cccfS3Hm4KcouzTpUxTFTWw0FBKv%2B4ODOcpaev9UDJ%2BfNmk0EBmwNWx50wUwWZxanOB6ngxgHr1Kue582CRmWjGdZxZvt7gqxvOzJwvtYqs/1Bw9b%2BvjjLKhZaOJ3%2B%2BwWDwe51wPR08%2Bdnzuw9lXbpUlr/DRcPD8a%2Bbw4div7mas2tL946ukJwufRZhKdgxdGLKEsoktOtFvMWvfVFzYp9AahuseH3JzwWLPW9vhQ43bvyR3BPp2h/ntPWKpsqGjUzfd669lPPip9Ce%2B3HM698erVmVx4Wmo8KtP3yTt6VGqYVDdyIpFban9DT39Q/fWNbI%2BL0kfPI4PZ7OTngfG477ZXjdfeuhFRG7kVtbIw84vC1l7Pzndx7DuZRCz88d25hSm6Kz0xD1DG0fs14rOFRynQ%2BcOqDxpDuOgcDp21aFAAbFVmHbF07oaShISymLqYlOCzKLnKmQWEM3BE1orZIMR8cV4UOOZok02pyaW81MSayl0xs8YoRlW6NwNicay90EaXI9I2MRDsJm8wWAUJkRW9E1BJJOFsBuyjQRLG6zbTNnK0QK%2BMjekVkUXwZWSQKyMoUK7oVplIRSUQihBdmZYV1D6lJRuC/ioq63QsU4LYWwU7p6srvhTcmlJEieuFFDdwbAZ6qQqSjsEkS0FMJBZU8JvWKekkkkTFFYUwCaS2TgDNboONrSDN8oVKKkQqWLcpar0UhEgBq/jWn2xnESL4mQVpeLxXqUJRD/ePHOP8O64zi4srbHZNND/MrKzoSwehdHFvxukX%2B8GT/7cNOTk1uFf7Ftr4d/f4mVxKcrD0mD%2BOLEz2CPN%2BsvRjf7Ik49TSx7h9eZ2LBuBk7WWLi%2BY1JaL/qabNgbVq/W3bTWscM/wqno6PW1qogk9FvzlunmV05ai9jHO3Cy8DntLhfm606KLCnXol1G/b91N0xA1RUkJGB43lmxKmedo36Dqiaah1NglTAKXWdmdtynAD3flycIyPgBKB784pJ3Al437rUpjjVzc0WJarzo4yHbgNmNz09U319LQTzTwyYPfT0NDkfN%2BC72cbGBjSJSu37vRmSqirQU6uqpEWWH5z5cf2XHu1L96cdvJTnYbJ745qcQ1892X3rrYVH79/Pb2hAEirKP/rmW/e/tziAeadbK%2B/fevutL%2BbVoMHeQzYbUvvzTr2/7volD48F6wGncQOq1Z/nlEcFRR1Pkt8aXf188Rqw%2Be2P7/34yu4jC1xO6TOY/XICjN%2BNG/6kJ/zb%2BqcYp397FGZggLLe7zC4dyfnVWjbcnJy7txxRtZvWFgYe6w0ufHjr72inO/suGfQNvK3r4HTv6Uc0yY3dBNO/3DstKihDfDUID2tOx0cbB4u1YKe6sTBhJi2yNMxSFP58BlqAkFMkCwxtYtRNMxQ0GwpZSY8WM2vBv9URwQ5XWIKEtrLV4ujksvAlm2JaCjtJrbMIfobSFFT/7ojmkpM1RRTPjqoTU0JEompeKQgUm2qFpv6qMGPFRLE8WqJ2lhpJOVvmc2a5ZQTLtRzZpXKocLyrMzM8tlyH2nWUBHf1pUu59J1mvp6ZVER/Ti9XltUpDSi226x5fNt4/ngd2p0ERSdUEOhaChlBRSQzgKKThJRUA0EGhN1QkqEWscHB6KaX80H6rVDmRwpH4FKkM7OSoVqIh9u1sQHOFVcJKrFxhrlhXipBltFM%2BTKwYVOgmoinYylBBPWxnaUmFRWmpT4xz6sje3vv5ivyQ95vT9xcYh/bEcI4yiPGmDt/9%2B44tjJ8582MwQ8Hs6tv4kKEE42bW6VWSYmDocwmg0ZjsP92Z5HS9ImQytDAixuJvabgGqqghwFUxMBP3ckrrVkdRo2T3WCre27uZUa1GHmzbJ52p/mJGvFN1vUshyqnjAEm4%2Bsi4vrsUyNGwjyXGTxxMQ6bsBztGnAbN03lk/WmcUtPloLSlrMYHxzHkAeZRx9eGLgKRVXMrB/dDxIZR3yRNZa5Y2z%2BuD8QNBDhj2VkRp0YthTZgOi1jc%2BLrf53foyoKdWVa2LqE8%2BOXP2tdVpC/bfWNrukXfiyO41hw599ZVsw8cLr97/jhcgIj%2BY/819%2B6uoXptr33g1mfwgf9GbK/a89eYGlMMMZQXtycvbvz9o%2BSWPgdf2njnzJL3P6iX0lDeFccoy3I0VLX42h/oayrryyt6BZ%2ByC7etyqaZ54k9z%2Bm962tL2DwPg0muHgcGrOWhM12BurtQBHbeP9IZ/9Madxsawxkd3DD5eErkw99y5H96YPiZMLlVofYIjzRvYI36gquzS3pbTPoSoZIlWONPQq9MSItuWgJyetmux6y5tEBnz1WrJTC%2BlJRjN0Ni1eKnNZyJbYviUmVJ2AbFlJIyt5vc2jMG7zBvKiC13WyK2lvbqrdz/tc3JKRGBSoQjcQSAMFUL1WoxsIldg65YHCMWq1HSBYI4%2BBgKM9ozNDubmZXFmaXJM%2BVAaVbhUNaQUblRlivnuBHHNXNiiG40W885LjU6fvz40JDR8aHjqMg2p16JkFIKNUIN0IbiHXSIXP5cU8NFUEZhNbFah7xWBVvCF0s5mUNofoYolA4ZadEsq65IqQwIuAh6GgPUKwlSpVaoA1Dpj7m47P5JfbLPm9HRxNCOSf/bt2%2BDJxpbvLCjo78yQGccPz/NLdupo6NJYH%2BfSrUP8u9wGl3bUWGdkcpotrdIdGuiNgPsawUsw5DJyR6ZYTOvU%2BDbP1nJKEnryGB4LwtY7DZQvHHtpLWvBW/RSfeQILfb34BvymtuLrZWPf3A0fF9lSrQ0Ebl1n6NiefxLLxZrPFRk4zD58/HxQXhnFQDGdRFXbLRIFW7p6d1XNz5nw83gbG7VlAbF/f%2BE3u599OBAZN9VtTUEyd8LWqb4t4fvTYQd/4JsnFbqVYmce2%2Bo1wul7dxcZz1w/FWVl%2BSHDw3m/%2BjrmImqlOcvvnz9etXnljtsbQnbf8CD4%2BD38uWLfvqK5sN9wmM%2B98t3LfhvuEG2XePDd966819yoXNG5oXbbj/1sIVb3%2BH1VX8aplVzVKPPI9Vq67vWuBxYu/eM594d43LX4ZTWlWVVXoma6Jm1eoXwpG%2BPHv27Hvr/4kl4daXJ85bfb2GmvSXcfpxSpsfcPrIy8srx%2B/Ve3fu5OR%2BfQ9U9Z4BaGxuTuOSxtOnAeM78PI9gx1L6t5AhcN/mFZ3N5QmkxVtM8mKyDq/lEFSckPykjAFOzlZzRcllzb0KtqWJJuj9eF2do/gfIZMZvcmo6GhGKJiLLmtMXxJMskuRm3a3dDQwG5jzySbq0nQNTcNS27olXi1RKLaTW3O/5vR%2B%2B9thIjZwnfVpmgSlY9AFcOFu5FEwDSGiAKFscRKqNDwSaOTgClHDtvs7GxhVmZhYeHsyULOrNGQ0SwnMxMroMbhlBtxZoeMjGZns7KGLsCVoSElQcnna2FDkUdonJbPJxDFfCL0wbQlIrkk8IV8CpFfTaRIKPwCNV9ZPqQkqikAqpZARPOqoKfK%2BNr5t4vhSwVxqtQIAWu%2BTkl/XJvt5uabsTi2H3FKyZ6c9AfTN3Gy3/oi0b8jrlonXKiLSEsM%2Btm64ybPYRGv7/7NDlXGxuLQxP600MMWnYB5Ns3QIjZxbZ/9VZO4yaeGnbz7DniTSevKzSX9qtQum0NFT93SHm5c229tsuXNRYvetmhKs/6Ghe/Crzi6uD9OZW1tHdc/cJHhrYrbP8G0v29xzcbGCpzKjsnJ4X63oJ8OW8eZ/LCIxWL4Aqc4fzBy%2B/vb0wbimjwRp%2BN4vPfTtNWpsqyp1Lg4X4v8prgTo9feORG0eXyq7%2B1FPJnJCbeMcZuqqn80Z5hlm1imy6fkrCo56/dCDtC8DM27qvXtqfEP1p9d/1pa3tKeXUsvLchLu15jiczZ5nnxqP7pvqm3%2Bm71vfXmCuB0wxdfgCX8xX38W8bA6f0Vy3469NOyfRsXuLikvX99l4dH2pdnV777uY2V4CWGkZKmMllVrcBp6/ffm70QyPvla8Dp2ZX//DWRw6nlG/eNZ7X%2BRXbv1298HPbI4F5ubu6O3HuIz1x9ezX3UdsjOAKc93J3gCXsl4umZcKmp/3O7Zieno6JkphGhYdHOccQfFL8/AajoDU2ohWoBHUUKYpEIkWFR0Vii7wHnaPKIiQS7GqUsCVGzZeYL1nSZg79lpgRUji8l9QY1Wg6IgI/jzQSHkUSRUW2OItIZeEk58g/0NQxkeCPtiB5FavNJYhSNZ%2B0hAQiC4KKWAVGUcg%2BgXDa57T2ghFYulFGWZwoHbA5hKA9aYSF%2B5afBKWdvVBeWHgSlZCBfflns6gcuVH5ydlZFEqPLVRDVGLRu%2BiANBsUUwyOqJggFIKZSyFSAFciaCy8EbuDqC5A0Q5CLYgxEIlbe7tWJybqElDxUg0mzErpY4vsxFBH74DDHYnZmqKQ7Mn%2BpoyL1RHzL84PvGvdoaqO5ufnX5ysKDnc0d8jwONtOpufTk4Wd308VLzWLTF2MRXnn9g0gR9tnwwdvd/sODn5lGHYicfb%2B/bHhgCn1p4Cm2XRi1FKwQP9wxnRpxfdp45mewx/gAZ8GZ5m/XHW/WaqILd%2BsyOjw6o4C2Z63%2BPjNt64INWwbwjOMchtuYUJ%2BJXLslhVT4Li9jt%2B83Oc2UOcYy2u1tHWNUEV937rFI96cPVq3NW%2BKZz1eaSn4J9eWz0QZJmOd3DI5E2ZnDDzfWJjw2IJMlTDD6npSVOsKpZc/nv%2BaWtr5hTNqqrKITPJ8pP1Z/aeyGvfdQks37S0/Rv3eR86tKVqw9Gj97/44hY80eAucLpoxcK37t//7rsVi764tqJv0QpqAqpZ8f1yj7wFS0Nv7vJwObH37Nl34buC%2BjLjSJlJLBZtKjOLJatZl/dCOrMv9wKnZ7/Ne85p%2B6oaGfdl9PTF8V44bHMO%2B9gAYESa6nfPAAURIlrvhNs5YKbvqwBpDrimYArfM4/6aNpvx7mU6ZQfPjtZfmx6OmW6zqeuzm9wMGWhz%2Bm66dPToFjBwT4oeRH4qmikdxBARWtLgrG13QiXGD7AAyavGM2oRIrhz1kMpCEzFYzVGHBVwXJF9IEM/RFKI4mmUaYKUqQkyhTx2UYCR1VCUSu6R9QSiVpMLIgsALdVTRyREMWRpkStVkyMvHCBOMThS%2BhczpBSzJnI4hQCprMAY1ZW5p5j5Z8BpgBp1tuF%2Bh7Yy6i8U3k5XatPaARiqg%2B0B4sasapGcfhaH7QuXIjxKdQWaQFZtRoL3kWWuJZOV0qltmBDu%2BLWltRqgFOwgZEZLUT3KOtrb3eEjtYHVMYmJlaGJJR0JPYUB6p1%2BbUhGvFwx%2BT8AF1IcclkhW9lbL%2Bbp4x1XCYw6%2BjAGXI6mwUPs91i85/4Tzald1lkA5LN47jYSTPcVUPDq7jstOwQRkmc9fXm1qqEjESV01Gn/smgwKJlhoIMN7egJzxDeybDpL/DN/XKFZOHTarhK4KmybiHm6s444wnlsXZbj2bLYFjtwU4E7eBoCdc728cgwbaHQN%2BHjB7yJBxmxmjAssA0FMbPE/2/sDAB8zmTtx5lW8t2L3A6X6zIBMZLZNG9aSmnk8LcpRVyRnXz8eFptqDMMnBz6P9btBrayYtHXGalWn16ZkzK/%2BZlrZ86fuT7QfTPA7uvooEVVazYd795g0r7q%2BYt%2BL%2B/Q2LFt1HNu8K3v1bzYt4845uQHJ66OruG2it/PtXDi53cTm/8uzKz6dsvKlTUy8VOCgHTsElqDnyYunEd0BQgdPniRxc4PtknPZX2L3647Y3Bpf43cvx2jFdNxLeZh7ufDf3HqLzZEw3ibAHoM29c%2BfRnTsgpq8a1C3xmt7hd84PntPTQOk5Pywb0qDfoB%2BqLIFFIKGVbKhj92KLASe1xQ7btWDBCWiyRa3GdljIQqS6BSNVrX42PBQJeJn%2BIU5NFey2ZImkDVxCitqUHCVqY7PNJTNsiYjNJpuq2WySQsFmKxQzZQXdZLJEqwgL6xZ3X5B0d3cLbRXd3eZ0kFTwU0E3385yyCw8dnJPIdbeRrBCf8/Jk1h5J5T9U5/Q6FkjxhC0McgBDdZeQKVmxGItXcmnFPCFdLoQYYqQJSiFagrxgr7Mdz00XNPrOCWwzhcq0fIbpQZuEdIDbleEerrGxy9OnLwdUuRUARYs5S5x/u35%2Bfluk5MlTiGOh/37YzNqmxL7SxwDvHGHExODBJbzjS1llkFpicWO/pNB6YaCbBV4n9SutZOTP%2BMsN4%2BuTUvrETCQnh7ddNz2Zuyk00bccJrb4fk/WZpYmyWaPOnj2cs2%2B6r8U68yBO5PTKw7fAU3O9KGTby5Fo6HHz50c3tqYYlba9bfnv8we7XK95sAR9/%2B1fsdn/i2tzeFeHsHFGd4bnQ8EXe%2BygFv9TQuDifrNExVxQGnQQNfjlJvWqt%2BDrEcf2JyuPaI74BZCY5KTfWNO9E0mgR/7Kwqbnrf70qbfArjlOWQ1frBJ%2BtX7o1zWbDUrf/S9QV5Hjd2y4DTn65evbUPPfbdgv2%2Bo/NWfL/v6L4NK/btu7UCrq04/tOhZVW7r7t5eFy6cXDV0nYPl29Xvrf%2BSaa81Yr3cpwmYZxyr36/fPULnJ54bf3Z977Vrw5HaXsP1hi2tra%2BxHjvC/kcUKniNxaaNzoAhTtyHjWC%2BRke7mx3zs85XDFT2pAsARcV2cJITQHZcPOPUnakpACruUDquQ/RIQUagAqKihbH5Az65fhhz2egIjwHB70GvXK8clpyWgb14X8tAOyz4KLIX9H8M01NIlMiZiRkkURBVvPFbRIFm2Laa0qWlLEjhGXsshmJ8YxIpyBTysjG1WVkEcmcTxATFShMiaLg92rkpAJUhRz0FCQzKzOz0OjkrJ7Twqy548mhz8rLjfSFZJ6lUpkDVeiDgo7A5MUybROJfKmUjywBqVQIlFIwaUVdolaJgvDpdHo8vTb7QG0R%2BLREvjFSVGT88oVSXDaYrG/OzqKipxmB0Qf%2B2y0xO9TNLe31/PzEflVsbHZo7GRHSSCh8nZHx/BwE8huaC3j4WRaXNDwcEeop6d1f5Ogk2FSYT3ptniFRYm/v3/Q%2BeFEt%2BzR%2B9SSNDPPTpvj1IexiSbNDBN4h5lZUNyw/4EQd6m8k7FONVkCpjSeQw/5WZXtObrWOi7OLGh/e3/Jw%2ByBtKCD%2B%2BPiVOcLig4Mmw0Mnzdrbx8wC%2BkaXTw8oPry/fYBldOTb%2BL6n8q6JryfmrU/kXXJUk8MIE5XLxhl4oJOnBhY3nNCpTpMfdwzcGL4/SBVnKrJUWBjkzVFq5JTqbzfI0ZOA06tWCz4H7EEUNd/m5e2f//SXe37%2B108ltbIDqGybT/99NOan776CYUSwvkh2L5aA09wS7ELy6x2XwE8F9xYdSktL2/gtXfPrP/Gsoonr3oZu5fVKgfPGexeedeGKwOn3nmWUNvll/P/BMvXZS4Ny6lT1zewuuRy%2BV%2Bgp2/oBfXDliUoyD43d9A5HHRHRGLPhEWZo1GfZLLd9ntIUb2QPWzw8ZKR6ZQdKLUgSjY4PQ2cfggmMDQ0jzpYFzwXLOiHPV%2BQUwC1ZdDLzssOJffF4hZi9IELz4IBXxwt%2BnXIaAS08g%2BAai6qriaTZthksogC8ikxF4kp7AiFhKTgq9W9Ena1miwxVoiA0TKygixSkJAb2UZS1Gt0ZInIlUsyRVxmcWaHhtA4UiFoJ1zgFCJ2sRcKZ4cwSKXSoaEL%2BpXdc6vW9Im0hXPBf1rkiIL7imLwiZjVi4Z6tYAsBfW0AKotPd6Wnp%2B9NqAoBuO0XKoRAqdCvkZaGxp7u/bNrD2WGRUVt/OrAw/EQqvoiD1Q%2BV3H5GQo9GP9SwKNgwMu%2BsdiCVpu1wpkjqGTkyjRysNmnH9HSXMmF6XOT1wrOOpZ4l%2BR2FERWuLZjG8%2BMJno6bCsPj3D37%2BymccwCU106%2B9PtPYNjL8mZ%2BE3H/ZPzBDYd07dvxawNjY0g4o7HKtSVXSorJ2eOFmrAHhfa3/rwMCQJutE61jrgz2J1gEsBm7tsEqV5pYdFOht3B7rS2VaefsOZ3s2ywxTg4Z9A0JK3IJGJ6pSfVUqNzNr6/OBEwZXmlQqVZy19eFaBtWGlUUFu7dvqu934wmwoqOtrNakTNmTzwHULz0mF1xKa7%2B03MOl/cpu2VdozuUQ4hId0FTN3DnQi5389BVj95H2NI9LS2/cWLo8b/WJves/%2BcTSyopHq3oJTJOs4BdD8UzcJNqtjftXz1m5KNXK8M9nz77ngqq4YelAv7%2BFfRX9BZxu0/c%2BXohCHV79MOeuM4mNleFumAFzsHssTBwVFuWFxPQfdx6BrjaaLzyN5DRlB8rZO52Ccg5OI07nTN/gF4N6B1%2BkFAGq19DBueiimBfidV%2BgVN%2B/i1HqNYJI/f83EpsimSH1llEiwO6ltEnMu6spvZJeiWSJhE8C3eTz2RK%2BQsQHLSVXo9ghopBiqohg85URighyvStJwsGGgGdnZznw7c0xKjeaLeRkcThZmN%2BKxplmjcqldKnSx2hIii1oE2PL1lC9GDEa/VVKsaAiLRpFEkp9tBfEBWrkFcOvgyZjhETTAnVBgRANG9naIk4v5hep9Xoajwkq%2BKfK2sWLM%2BL73s7ytshYvLiWXxRY2ZQdGlpyODBQHduhgmvZTYsDi4iniwJDbi5e3LPYxMLdppWx%2BUZPT5BvsWDqmsnN4r4puvfm1Js9xYLmo4Limz1NNx9ayAzxzOKHDwUfFdlya03W5fM6jzIcF/f09Dx9iKNzmw1Z%2BHGTjJuegkXUaxYWlo43HxZbycavPA3y9V33%2BTfe35icb/rZxPHwz75OgSFOvk1BQTePPDR56G7DGLdM9e1ZvuvhFfd6zdKbqQIq1zsVfkyzjIm7mWGSEGACJyybzZ%2Bue/q05%2Bm6T8dt7h09su7p%2Bfd9U0d5feM2rEyq3KqKlv57/qmchaLzaEmt6GD56Sdnzu4dwKRx1a40Dxezdbuveh9ag6EKB%2Bis%2BenQlkNrUOcQ0tJDh5Z5y3ZfD/JI2wVW765dLnloRdsnn%2BOTrKjpVqyX4pRGy0yST3BpmYa7b6yey3u/GkAN8n3v7Ld5v/yClbVA6UB5fRNVf4Xdi%2BXD//DDhdsGl9xBAQ477kR168sTblV0k8Rvez26Q1I0PrrjdW77PcD0zpK6x3Vg9y6EZ91pHx9E6PRCdKjDQK0LJqD0fxibwXZ1g3VzlMLzO7QSjYitbvkusuWuPrw%2B8m5LpJdXi9fd56R6AZstiFBTENKRuwAqHP7PDfNjwQ3tlZTNgCNKKVArokQkPkURYV6m7maz2SOS8ALTMAkxnKSWmJPYoKd8haKtm6LQlZHJ5AiKqMhWYnpB65NVyEHZCOVg1HBcZ49z5jjlzHE6BM6lVElA6VGwBeKAJwJQCd4oEOpKo/OLlHSNsAhA1QLmWmz6lqIGVomY%2BasuiCxAJjDidEul2/xAvpqoi%2BYbC9HKVqSn8DFbEo4v4wkE3t7ck9OE/HyNzri64G5BYGB1JPinW9YI841RQJMxMTphEW/RuExmY9vHe9sAb3jfZpyauX371auGmW8OHafe6mTZ2MiaVxg2M5oN8Qayq0ftmTKHzkwL2kTVVYbMAY9n0liHotccT6o/uQe/kemAH6dO4B3wP0VHf1U/hZdZeq/ZY981teh%2B5uM9bxdWyXkW%2BQuDhSHGuoLo6JDAomX/sPHePDUlyCxcJPO22s6qWrZse7NVK%2B8a1wa%2BEgw7ZdRxd1vbAHfbdDx%2Bgipn3bNppaY387Lk3tTCe1VMwSL8lPc4DTgVyKts5Fm/typTjkXRTtFQBPuiPu/Pz5xd%2BZqLS/uJG6v2H9xlluey6/sNVj9hMvoRYhVFNKCQe7CGv1q2DHD9bHzf7pvteS6XDqZev7l8gcfAayt/PPvK1PbMKctxnk3VS3BqhUaHWrldfTT73UcGMLs37x2UbTvo4rcrv80DYlEQ/oIjVzN5fbTWv2C895mwbvtw26Mld9Agbw6AimW1Te4Oj2rBb2tcwu5uyc3JyUFDwDltj95AiEJDo0dorQxwijXUQzlW6n4zeIRyaes91F/zG2Gu6XO7d872fSE2cKRl5Lnli/X/XVP/7Yp6hCQZKYiUREWZFkSqJSOmQLlEDfuCqKgRYgFcwx7EEVO1JKpALVaPSGAnJqD4JT54tGjclvDZSaPZLKxlZmaBAQx06s%2BwPWfISIotCn/W0CAQpqEIMe1x7pBSST9O1wp1RDVfa8RBk6YFagoFOagUCtrBCYVCRPl7lbaVbheNkdASKdV8jVIj1Gg0QrSeVVNf39fXJ3fn2uq0GmOdTlddDW%2BpNg4cnkxM4Erz89G6cV2Rayu3L53ZOQEH7gTKhCRPtzd0YDGZhpnKeLq7vWFnlczQ8H6noSHTsBPIaWZuasWjMyZTJuvsNOyEBihz6ulGnKxm5gQ%2BnbsJj09aVhSdwLWnuXvXF/HhyMNzHvdlDblyr13Lr%2BbzA3W6oq8ogdVFCXQbq/GpqXFOveu4lVVrlZW7axXKh%2B/OrZIx8Z1dreNU94SE%2BgDXrk7mBI3GsgFhlE/xklqt0qE/0QXOnZUVNrchl1f9/rxMkhzZl5iegjNY9cEnZ9bvfT/Nw%2BP80qAru3Z5eHgcvL7hqvdPKCj/0DJE6TK0kOYQktJlW%2BCMsfv7g2D03rix/8aqg8s9PE58u/7Hzz8dR8ET45kvMYqUNFcnRr6JlkQz3B00F%2BuAVooHLf7n3i9/0RdqW31wN7OVx5tykP8FnOqP59CusQ2FDN55FK7AajU0sMPCwho/HgxjO/%2BwAw32vmqwo63RL0U/bPRiQ0vFpzEn9d8Gee3%2Bx5CvXfALwGLExjyLsf/fwxgwUOfAfEFER0xHUPWZEVOsCM2/ObGmzy6AhEUSsbkd0DYiOkehS6DqaI5IjO2xmZXgYDjxQTkXZuc4Rd6pns85SQVO6c9KmeoTMGCcIpsXM3WNjC5ohzhDaCpGp9XSh5TEAiKlAKGJ7Z43FPIrTbjYf9E4srpIqCZWU3RKZRGAWiTkV/N1tvXu7twumnu8LVwBTvnV1RR%2BtXGldUVsyOOT8cbGRcb8atv0rqmuLoy3CVqnIb4zs8vQ0JAmZ3Z22ru6usqBSEP0KhMj0hABuokJ1wy7aJuO013lU/Zdm%2BRyeVcSx5Wb5crs3AQ/UN6ZTnNNSHBnMlHS7CIdtws%2BDdWOca%2BHcw32laELiNdodEUJCbZWNFdal2tCPaqoiIpWWKHM%2BFyUD3%2BcS%2BOOp7vbJtTXc1HWbfg5ra3PU6y0Puv/oTzbLwzdZCVZYqCeGPB4/%2BmNbLel7S4eaWbrru5mYCEPh/Scov1PKH3DT4dkV3dfMUtzcbnxcOmN/ZcWeHis3rvyx08%2BeCLLzGTBb/EycQ4vIsuquYKSr2Bzpl9%2B%2BzTjtdd%2B%2BUVfdLH9ek2VFfUv5RRD9eNHS%2B4aGNzb4RXei1XmEJEiiKZl7OQwTGcB08EljX5vpGBA%2BqXoh46ekYrZv3pQ7exeRDX4195cpWFUtKIOdbF8nuKY4BfzMmADwZEtz6N5R%2Baec%2BxhQJpiDGJmceRcF71i%2BnzTs4y9zRS9rlY/CzMsQKSiuR/4udhMkDgGi1bCYA0WEwhq8QWjQuShorDCoZMgpZzC2dkhlJ0b%2BadIULUvpPLEbFVsp5TSQW6HjtOVF7BYe6VySAnaSeTziRipBXN7OIJQKhMOg55GRlcbA6fVRB1QICzSY6mzBT2kpbu619vq0Dm/GuRUrQu87X%2B7WucTr0mIV%2Br4dHsUm4ASCXYCrhNG9ROAlH2nPbPT3r6ri4lBCjsmYhnrGnbZw5NbT7eFH1WksaXbgizT6103dWItvYtGS6%2BvT%2B9y51qheuBW6fW24yDOwLWVa70mwdY9wRgwra625QbYwv1FCYhd9wTwd9Pd613d4SbgtKurC0HKHaeNuwKn8fVc%2BH5Il//v7T/ktLUqs8vygzPrzwKoeZeWtrutcvFY4JLm1p76fc1VS2%2BQ0ARgNBpD9adl3t5Xa3Zf78lzyVu%2B6srymzcPXsrLG9j77ntnPn9imQ6cWllZ0Wh/Eaf7Nu7/ZU5PXzt7fvGJZymTTvXUXEWcZr7d%2Bldx%2BjXo6blz2441gun7jw933G0M06f8byBHSJLZd3I/RFavwd0l4cfOpZxL8ZtO%2BXdS9bTqp0//NykNfl4QHM2yEtB2Gssej3anUWJ5/YMQjCWrxtiJ0U%2Bsqn9VyYK5XgEGZwF2XvA/dfRX2Z1jee6V5xM/GKjoxFQ9l8ueCOCiZIHEEbXWR3oSCelsVuYsinngAKYnZ0Fch4zKUQ6yuTEkLWYBo6heoU7I10qPG9HpQ0PHjaT0WbB4KUKlkF4vJGoxSomUZ5BCg1O4SXM4sZKvruaLAVPQyyLgU6dBvi2lWmMbb/uYxq13t9VjCqBS1NXVThcvUijB8Ql093iNrh4wRQzKkxCISa5yQ0PXelpnl30nyBxw2YmJrSG8aU5OEYy0eg2WLVHfKNVFxjp6OvZWQ/suWpdcU98ld%2BVyXVHBYQQtE/SUmZ5eD/ckxCcYI0yrNe7u7nBaVKRJgO8RTb0rl1Zfb0XT1xNnMmnudC6qXcF1d69PqHcfZxoyaX8NpygRGMqMf3bl3hPgcS7dtSANdi5pLu3LV23cDeavt7fe9IWO7OqG3d%2BvWoBSc186aLZ8afuupavTTvzz3TPrP//GEuQU43T8r%2BE0yYZRc3C1PrBh9Wvrz5R8%2BYt%2BsPeXtHU1jFZaOi2JlfTX6ek5IHXbxx%2B3tIW/sf3ev3bc7d1ZunPrWHJysnnUSO6r93bkGkyHt0X5ICf03LTfMzD1lKKM978Ci8aTfp02fVFYsfrCGKkYpKcJPqd9ftMuXEAVRKXwhIYV/dVXERX/Ol%2BJlnJiMYFz69kin1u3/wu1kXOyO/c%2BNTpT62P3MUwjTWPmpkBjIol6TrGDj/RC%2BckhpKVotLcQpBQ6s0MAqlL7zD/FRnbnxBTcTPqQFFjlHD9uZMTh1BOJynotf4hOpwsxl1QvqpRnNjCchxwwq0QMgo%2BrA051aANF1fBRpiWlRhNfb6tUGiOjF9m9FHVBQWCIUzVxy2MlHwxP4BSQ7OxKOu66CZxUrryra8LWFjikGdKUCa7pQGcXpqJ6SLEerV6ZAIxqbDHZBgWHbwadrWv6JlpXlyHCm%2BbuCnDCwd2VKx%2B3tWUiZzZdzi2qToCfiMkpPBPi3eG0WlfPdbeFu61QSfH0ri4wdQFW4HPcHu4DjXW3ja93R9Vm/iJOs1iZUzy0EPXs3r2nPFzaV6ftX2q29FK7i0tamtvBVUf2Qbt61fAqHGq%2BH71yUwUWr4vHpaVXbrT37Gr3GDixd/2ZT1751FKWlOmQVPXXcSq3odYcaddz%2Bstr7505j6ZRsUIWWCwSqkz8V3KKQgi/fmPhtsG2Ni8Hg4/ulI01JIc98rrTGBW8MPfeqwYOI%2BywlmMLT8/5oykvoFqHpk0Rp3XPQH02ePQbUIODX0AVSSeIKCrjq6%2B6jUGK0lFjCanRBn/kUjQRgrZn7QJ4dsekF3yUPvoM83p40SJsPb6R6gL1i%2BESps9if9V64xchizEuRmcFc3qKYAU9xXRVjIUDCwmEC0Yo1AHDFIAFMxg4HaIr0e%2BLMvCiQF2QVDAdlVjEH8r3CYavdFY%2Ba0SX6oTKeimwyuEAeCChoLmI1DldRWO%2B%2BSXWgWodJq1g9yK/lI8UtUgDVi5fpxGCuEID0aPo9RRum08pICr76jFj2LYLGbxdE67gJHbW823pdO7xepp7kas911YJENmDJYvJqKH%2BCSYvvUhZbws2q7Ie/E1g1VhjDPAZg00b704DIZRjSgqmcj2yi10TNOOo8Fp9AmDqjn4rY0Qq8JqgSdBUVxe5gx8NriuYt7Zc2nh6utVcgTasEBR6EeSUi3IP/kWcZmYm0WhT1Cefn1m/8t0THnkuHjfeT%2Bu5sWrpJcDRI81lwcF1V66Pfjp65cq6gz3tLml5eXmnlg/fCFq1vGf/ahcwen/88cwnTyxZmZlvg3sKmE79RXoqpzXXLNdn8nV57ex7KGjQBbmnq5/ubk6fmkpitbb%2BdZx%2B/ey5LcW5LczL4J5X492WsCVh4Y/OYSvc7oa1RQX/bdrv6%2Blz5%2BYE1U8f2ZCiz3aPBnoxULFSFb%2BJb7BraXkmqNiUzZwFjGoRBmtfRFV7QY%2BpdA7TuWY0tzcyMqqvNxpCzQg1Oh17k3QOG6E%2BsR9GbMyc5OozKKmfCTBajvq8oRHhSLVeTdGaOBRJL8aOxAIxqDnSdqOhk7DpB31nhzhGSoxS9FtqsaxkUlcOh47GgKVoQRz8KvTjWdDRAn5DUiJFyXFV6m1dlIVQr6r6M13t68OBxvxqohhTTBDRIjRQI8RWzlCqlQlCgFQJnAKo0KqRlwo3Vmv6%2BhJACin0ri57uSt4prQuwyTA1pbOldO6XDXunVxXeVGBrotGd9XL6Jyacm01SndXenyCzpYLGkuz1YAgamyN%2BcaAXhGYr3IajQvK2mXvjn4ocpjrrbq4tiD2Oleuhg9XAGpk%2BQKoYDAnwK9RjygtKnIHUQWvlIbVVARbGUQ4XmNbn%2BDujkH7e/7pH6lb8RtOUd6SKdq1zz/58d295wfSVi/ddWnp0lXvt6et3t8O4pnnkZbW7tI%2BkJbmgZR0waX29l27DvYsX7XrlEfal9%2Buf2/9Jx%2Bw5lprKy1z6q8ZSKJNybvmXe/Hqlb8v97OP7aN8z7jbmCwsEnAg4NZqAQTdM9GxQxbjQOUyKt7hN0ikbXCpwKCbRw6dJQTW6trwiveNUZ5YGkE8%2BzsdtQwJjFBg0oNSNog%2B6bzxRB8f3QI7KhuA5eH5bqgKWwC8RqQnVDsQAuzaMjd833fI0U56Ya1ct6TeBRJUbSsD5/n%2B%2BN93%2Befv3TkyHYqoz56dPb4L68NLoHTq0fjvwenNz%2Bmp7Ty4Gs3%2B/fsufvtH2/64Qvf%2BcozXz10cc9//OpXr73wzU0vfvviz/f00%2B6JtBdxJ%2BHLlfSuAPXu3dD88r2fCMwXwo5B0d0gdi/t3g2ctkwCqIf45macVQ9K6eFj1pq1VscqspobxVHDgXOUf0Hg8jPhjAdLlnTggAfTzFuEZkR/7UzbLHdGQtRp%2BCSXGR4InyZG6evmzLcSzXBB%2B54mDPBKOMjaerRbE5HqNaGWOYu/S2iuRVkka6%2BWmbAnclEzlSi5zXLKy9Wo0VdEpFxPy5zaRdN88xc/GF2MlYWcOpwMsqOU9oXZLQUebKPrIYrkmHJOU9%2BFpmU/yAZZqZWtVguSpzEVBtetuDZdSVd9GdGkXHVbuopolZvekFPf9Sg35WqeEzA45rSq%2BklZCqCMRKoHIZfUJPOgrro%2BUuEO1wnUtIKXp6sMehqjpb51GF4nVsGlJMUqRCzdz/j2p6zup5NVimkjaQXxrMtYeh05BVowq4XCEhS1b2Dg8hlI6LZtO96fv7NxM81127h7I8LR3fsBKjDdeH7z4eOITnfM44bX73w0STuIvzp09Ct8Zf68nS8srRenw0ePRq6dEFu2PQKnVJbBF%2Bc3/3naRki9QCWp339e22OcAtT%2BffsefvGHmzb96b9/eO/evS/%2B8Y83bfrmvQM/B6Y38YgOo8L4tjG9KzSVx6kXr7dDVNF131nRkxZAEvuX8kQv32H4EG2aJPYjFKiSshKvfFhcuyxJkix%2BtGldM3J00JBlfsrV2iNKK2Z3PLLZRStdK/PJ5GSdE6HezvTA9ZZ4lDrT7BGbx9A24SGpUySl3PZaWiZTKxQyWpPv6iRP5LQooG1aGbtg5zQErJplllMlOVei0gw1MlDkKTAFt2YCnEKaUonTjtBTnvKFoMZ4McYEB4rCg0ghp44zSnmfmBPc%2BtwD2FapWs1VJNmWG9W8m0tWGz7P/yZ5XpfJKk8OhYySnPqynASsmky7CSsIYClzhNDSzcIl4%2B0BYatbjSCExRVF0XGb09IV35cq4E3RKmXyvXp2RBRncLdOQSqnuRKwNGWRmJpOkphSileHnLI6l9Okuj6cDsXVgrowUXim9%2BSFS5fu0yS3/V/etmPb6%2Bfnj52/s23z7Z8ePvG9d2nBh9vzu47tePo3tw/v331%2B29nd8L/bx%2B5PTn7m1eGjXyUppcZ4vuGNvT6cTnz%2B6LXntu06S%2BsLfnTkyKXtfBWWE%2B9dG5yYMAz76oJhr6%2BennqNWpP23QSp/3b3hS9%2B88cvbnoRzvfGw/49/X/bPz29b9%2Bpr7VrMl9r6%2BkrbVDFitokpq90gXpjDakdUNu7TdCcMOipkNQQ1h7awCHcMEmg6nmSB0olS5M0SVoV18d4VYAqx7VrZABvzXWFPW5naE2Th7OJ0sxigoe4ZHwXxRQ1SHyzB9JKu8eQHPc0QSoCVcr78ufA65mK1jJLME5wvyWEp0056RfsRsYrzUYB6koU8MpNAFqyMySnJc8KAq8EQreObw1Tvm9%2B4QfO4mj5u4vkJUlQ%2BaoQQlCDABFqID3ANzmh7S07o85MKTaaKsvDWS/bkvykVqn51TxT8zZCVdunvK1g0nZlv%2B15BaxVKthEIkkY2yrRqDAbaNu2LCOMNAMJv13Z5t%2BjQjOhhdDSEQXQG67E0gZCUKoNxQIJeooolcJaYYLJFSu0KTHVcnDJBTSSZlTH4ZQiQF0nPY3TFos0PTte771w7iD08Z/uQD23vfu9zcdheDfvOPGbHYePz28%2Bfuf4/Lb5HTu%2B/PTt%2BfOAdP%2Buy2MHBybPXRgylgr2oL3AKzLrRSlGI7OwMLzhufff3XX20aMz2weOgNNdT594bsMwdFRV4wvq0jr73nCVUL4QC6Dc8xe//ptf/3ofcQtyb96c7u/vf3izv0tQr6/R046qhqN7sszOtUvadwQWFwl%2BzHR24qb9BwnbknDCRGsz6CArhWOV1zXKSrAqbVJZN7CkuQQsLfhHVdCeUqd5nueiFsV24ELR4XxJ3UuLH5ZnmpTgmqKiaqYGt0uW16plCvhqytPEUoE5vyDXSE5zOeo6zNgsU4P3LXsZN4FotFVqLZa8QASn5VR5K25785//G44zlTpNJJoiBCVOKX/kebzGCX/L76DPcnnUNGdiqfJ33Q%2BoXOP6PkN46lcpoYgza4R10iS1JohcL/BUjbagVjvnatJvIJb1Gw18aq2WBteq2oqiJnGX6tLbhB6M1PnD064EqaRCKTCtBDFRm4npoJVXUwGtbkOYmUGcpg2DC2raULKKkg45VdeN0yXi9GrcSC6/%2BpkBeN%2Bxy%2BdpQ9Ntm%2Bfn5w9vPnHi8O3bmzfjlvlj0FSY4XfP798FSsfODRw8d3K5TjuTG/h1URKW1opYWB9Oj6oGiw8/%2B97t43d2Pdp1ZgwB6vNP/%2Bt7Gz43yBqDKr3s353TT/a94JGb31OnpvvDW/pP7WtL7an%2B7%2Bz5uz1AtasdqVtPu1nlSaXudJIAdRXRcKHP7oWOVkNH3nRg8lXiBbfNZkDAcoHVpY8NTXI5rZrbhhawdiHa4RVi64pr0VrUorkvAI/v/D3TI7YDL3GTfKCECJW2S5xJELCzsxatZL9SI1A9evOwVnDV6rHsZMGlmWo1q2SS/c2D0nyh0SiotVKpnLI0zyxvTSUCOPagGbQSoogKThf//hd/lkgIPRUZ3VTC4aDSYoS6x3nVKFblZZnUPXCawmPv3fvDW17LKbGk3ahGbM2m4gx%2BJiNVrfI6qCwqpxHQ47Y8I9I1OKyy4pNF9rdUt9hM82SQ5DHWMlmkYRgGA3wxJW1E0lRfSatMhqQqMOIQWgSzKRFKx3SOKaS1ItM3iVQvRJXXcnymSIrR5rS%2BXnkkVSVOh%2BJLn33m6jsHL5H53X7sdYzdJ94/Mb9j2/uH/2HHTzdve/fw/OHbT//nRsosvX55%2B%2BTAwfv3zy0PDy%2BprB63lwyjbhgqMB26uj6Yfl4dHl44%2BsyGaz859uj53XeO3R97NP%2BTDS8tHG3kfYh33FhaRz29SYNKM6KYSn0Pp25O3xTtv/toZRYKXPv550PefPQKFU1fWbsxxd2wnfduR1NpiNSR8Llru44Wb4RrkW39pBXKeLYnXKIaosdN8QGRaRLi6lkhplxcCdJVUsGqLA4KyWQFg0wxiS7JLbUYiRB2yprlW5MeKPXwiq1IHVM34GzTmm0mSnyfYVJ3a6pWm23OlvCmYRGwpZKF8LDAalSaaWqZiTw0ioo4ciaXcT0tUW66Hk8dBW6WLHOpZXJFHYfxfesLb4065rfKiylhbUWyiAQVQupVKLVDVdRsNnCoJYHwgLiWxx2d2h8CN0kRqawxwCdLniK7qs/bG6pK4ALGt5NMAuXjJku241Sut9TtwHw/KRp8/UGZQX9Vl8lOS0mrMmPwuIEOuNNJKGoaAFYcXdJFmpfeUpxxcsBwvboz7lQQw9ahT/jLr/u0eeMwTxyRAtepJENl3MbHyx%2B/E6eddBJksNDwl5cvnDs32XdpbPuZO3fOn9%2B9e%2BNGSiVt3Hj48MZ3d%2B0iof3e5Y9%2BNNY3OXn/nXeG5up5cA5qup5nnfQU3hYBKPv%2B288%2B%2B9Iv/%2BsP/urkq89dezad//1t9W/ltD1OTZ%2BaBqqcU6BJiPJzv%2BC0f/phR0%2BvrxHTNqh3d15fMw5d5LNoesJze/Cuoxm%2BtENY9Fxt/fvW1q7RVU9JJOD/aG8zojYIDTHnVuIZJ7FcQhevBKiiUM1Q4ZgSqVxZiVJcRqNTtRXqOaIdSmsuOWn47FKixctDBzxriuovs15zlgPd5FO9yT1rsNmeZftLhYxnWqpfyDe2FLbIUXy7ZLmaFK1c2etKMLu0qIoXNCGNQcUkUscB6lt/%2BVbMoWRWh1PufFtCUSstSvhiKAD1DdjN8BG00ZSUbZmBS40MfoOpkaQGUxwoajXkkGURLX%2BgZKk46oy3bESmRCQRU40gjiQxTftJHHRHUqVaDFyrpruSDq%2BiGL7iQk2Zwqq4rEMZeZKXj3FnVHdSo3pQGa2MBJWKLrlUNgWZcz4VUNMiQKWk0rCo0aw7p6LnIa/Wl5dPXjg3cKSvb2z7R2fOwP7S2L17/%2Bv795%2B/c37XmTOXt4/19R2ZpMh0KF5fUNdyun5D5aOBQLX6s2sb3vuj965dq8cX7HXh9Ov/O6c3p1%2BDouJAUIpBuIag7ttDoPaTon7tupgZviqpHT2lcb2L1Ys9F6/T6mEHPmmIjiNRxzwd9ghu/XDrbx%2BLYq4YtdPzhiBafIhbYlHEoTKOtCbVpLiPZ5xyYWWHssNRnFZWqOcoX7AzmQzLANam2dSiMMazvKY7xVWX9gOf5T8KdlnOaBN%2BTcvYU1pNdr1acoudafgNXGailifhyXNSQsrtTZTLLc%2BEOtKiZpUStBFyeqWcGv2X0dHUVpqeusqpw/WUD2Dq6Q9uKbcIVep3IC0t46HjTpANKoFLBZl01TeSrIU7dPylCFAJQTmA4sUQZrZSgRqxcyoxSh1HaeYnGe/4BaUIHFU7yahomlYNRWEBaKdefcggcWpU00lZkZghORBO/qPxEiGqlZERHRcuZYuUuk%2BcxtW64rI5gWmajdTnyPFWiVP1SXBq541675dOkqTev3%2Bpb2xs%2B7GzZ8/CAu9/fdf%2BR48eXZ7fPjZGi3ROnjt58ktx3s2LsfDkOLVtinz/8aW//pMNL/X2xgfXIUv1f%2Bop0UmckqQKTqe79HSP8L5iAYfH9PSxlt6Onrb7edusvkwfL1svW1MvU5jYPl6enQ2bBREv0qJ9i6InluN55ZOYxZ00sZMvN78KLI1PqOJ0JYpJcOlMEksFWU3L5TK2zfJMbagsI2uem6HFHXLRKU3jL24qipjWgxE3E5T01WQ3p3laYanmWQhRa361sMVHZNooNPIT4XuFm8lVoJ6pREmYXlEFFbWZ8VE4yHFn7UQax6SSDHUQkvUNbj24xW5lPdFaK0jG7yMm6YhdCVTiwJYc/ATNkFlaJJJ8Q4mZASJIqDHcs6K6rs1yoJM6A/FL8JhBJRufMDWSSd%2BAciKyVOS0zdJhHJuWVUSaapaxOp5YalHbA8QUR2q0Mj4qjSgjus7qbITYrA8iMp2LMyArMB12SZB5xwOf1bb%2BnNJiwJT3nfvS8oWDBwf6LvXRurmTP%2Br7EY2BPoxLfX0D585deGe5bixxThsFAlV9UpzS7KOGUf/GS6MbvtH7u1ZM/7%2BcnpoWRwhqN6fAlH%2BKGPX6Wj3d2Z3hJVDDOPUQB5W3Ch4gWMMxRRo1pdFqJlCsqBhT4RXBlRV2G/GYMWHSMrjtv3RAKvj9UBBcBrR8NvaiGeosZZ8C7oi7OiV43wS/QVqDMNlhCl0Z/j8RcuYYcUcKK8wxKK1NrazM0iQ2r1nK8W5GtyZP2C61308UVjJ2odDYQgWaxgolrCxXXoia9D5DTfk0DTzltGfNlIGo4zhrMSXjy5tuaT6K6YCxB%2BzWg%2Bwb2Sxv2TN5pXU81dJjZiuQKDKtQjo9KajI0FWoIsfUVgKHUrbQYSlG2SjXlr2KxBqDg77PKqlywAziFP9KpgJSolCKq64qCE1TNCvrih%2BpajrLKpG6LOFltlqjFXDKA1SnotfJF9fj8pBqxBUWrxtxVyHzS1WZCOSUp5M4qeqT4HTh6sJR%2B6hqDA/39p7kqjo5MHBkgAMKPmlMnjsHKe3tNQbz9hDJKedUfWKcqoODlDaPfAOcxuN2vvAp%2BN6b1JXPj3AQrf2rY19/W1DvPpZI2hm2Id0IORWiSh29Bw5xTC8KUe1pHmh39M5aooMXF1NayCoFjp1aKP7kEUu60RAyUQVtidlioLUcau2VLs0lZMu03kmC54ybq654tcWJZ6CI0LDA41K8iQuZ5fMyvKxd8LfkKeS0oZAZCmD5gts1vA6L%2BgU1iLdbyHm5jJxRk9WJWi4D17uSx8MLvN9Ci0oyOKVqacqkdwzqCCzzGgyvtKT4X31KTB5fw2mlJFodstkPbik8RtVjLd5%2BHzMJcLMVCzxGNRY/cFhVJYMZSfJEEnHaSsX0N7xsALrHK7Iru9RsJFOrvu8HQE5WKS71qdFB1k3y06YrSWR58QQ%2BWLURzvsRQ9IRnFKRhV6rroxQOst5ii5i9Uh9hPPpx6VKRaHMsjtn%2BOm5ZDpdHxEd/BHC1B98Inoav0ob/xYKS0tLn7869A5QnRyYHOjjx8DAwYGDBy9cOLm8HG9QO0M%2BbgCiglp4opzyINWO/Kz%2BbFpFdLr0qfheIabT3ZyK0f9wFdeHoh2pKzoFo3dfEKuUUVPv6RtrprTxnl7Rgh82H%2B319nqz3mw3PWFs2ZW3zSk53ilYk3Orh%2BhdCOeDUnqWGhdCmb2C%2BI8uttJRFo0FCVqISCyTUupYY4%2Bniy2eMe5wCyVleHsAsDb%2BlxuNDLTS5u0r1OK7Ep1yNc/KTTDZSyU82EjLjXqW13wwkY9adk6bKGwp5Mhz53JSU5Ot8pUUrfZQCvAqA7HJhcA0UeaYOl2zyB1ufPm0GZhkcBpkbz1QHtx6AKMbo7Z53Yvxb4nhiicb1A7ISAVp9poomsLPKo6pP5BE7ilQOKWKSkUTxqjIEpi6zNNJvEvJ0wPdLDutSjae5tGt4RuyQq0LTK8ofP5onemOI9VxGgWlwge0YhUlnXaVuKJUHF0ekfTKiD%2BXNoBpZMRUIqGcIoC21XWqn3YPKoPy/xKAGofvrs/Ve4eW3%2BmMoeUhI9lotJO6nCHBaf6Jcpo/uhD5WYRvwax%2BOvHpa53gdC2nXZhySe2S053hBPEbnS6kznSZblD5Z1eX4F6vudfitM7y5txOO6%2BrfTz7k1tTF5UzGXmlJq9Q6laIrZh1ZrZb9ABrOMohsELeFlOiqaBUacIVe0JRJQIXP1Z0SeA0AdvbsHPRjJ0pgD5OKlildK/GajAATXOxVaJGJ1ezalF7IlrIZBoTLBOt7LWick6DSllmeWsr8OhVtUqQSWqzdxKIRPG%2Bkgqdb7lLUB2aNkMTZRyzlM2%2BAUgBa/aNWEzydN6A0HJS4ynHk2KOzpJ8qjgG5WsrNp/wnU66KUo1EdDjqYA6JQKNAlAwGbhay5M1ybWT7bYH2GWAnWrBGEOVfcNQfVWSGBh0KorKEKXWFVlCrKzoML54SirLPOWMjztKek5RFEoSK8ylcJXrKR6vwxWn336inA4bhgBjyVDrccOArBogtXe5t7c3Hq/jmBP9uwsLfAJbF0lPmFPbVpltH6VbPwXfe3O62/V2jYcdUHH%2BDlfUtXpKK5a9IPR0543OTJluUAWtHNTVjl44070HAKtk8QZByFGb1o66at208qZemfjMPcjx7sAMd8jwx9zKWh55R9Nsz1DhmRv4YaGxOERjUIpvnka0glCxECDnlH/kchk2AUxxCyS1sIWTisuMW9OCqNt0M7KVoF6GppdHJFuz7Wi%2BAa%2BcyUW9KP6z5BzTmntLZHXpTYE45ZiKiWzEqZgL0za%2B5U5tpkJLJZmekg0eZBGcAlSPKqmIN8nLppyWno0hUJWMpJFst9k7plrl9UqfWuehv/zZKagNFEZyqkopx1Vdlxk286vVru4HVXIqkmyIegrFrFRtrphuPJn267C9iGGDSoyUdDz1VOop/gZAnCK4FWMoruhK3Z9LUpZXUZhoHnyCnC4NLwlQDaNO/YRLnwWWvj%2B3EB9cgMXNF/ITgkkbmPb25p8oqF1PDkDx3tGgCadGfp04pfLLbx1fDy9xTH8deopzP46HtKlMaH0fUjoJkvpYVeYuQA17eneuNuCf3nno9MdZPVQ6VGr2rM6WaRtSiVI/YXNgu4%2BBa54ruY8398IUiz7BnEgDyZwyMcIMEc9FBc2KmNFNa4uFGeT2oL6DBO2zRhtIhO4X3821Ncon6dQyRYwt%2BKgWi7hey%2BTcIhSzZFrFmmcVi0u4u9aM0mO2ZFbkYg4PwwvRPLLaiE9pAipnlCd9qfVo0QyzSO34dJxLPa/NkPFtBeBSfyOIBYg1EaGO3LqVHcnqpJQxKtSMp2JKtZiVi6SiRedKpRip4nqxmKX4lTgW4mfqWQmPKhYRmrpJekCyKCjFGTcnWbHIipTpxVmRizK%2BKEpwyAEDbLheTKZxB54QIoqfSnqaqowoxWH6lcwV55gkD8uQUzw2PVxUlDneih/qafHJjKVPuK0%2BXKwX6YOPod54sVgo4IbeoeKnOIa/v37P9T86YxD7GP7CZAAAAABJRU5ErkJggg=='/%3E%0A%3Cpath d='M0 97.8H935v-.6H0v.6Z' class='g3'/%3E%0A%3C/g%3E%0A%3Cimage clip-path='url(%23c2)' preserveAspectRatio='none' x='11' y='11' width='61' height='75' href='data:image/png%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAD0AAABLCAMAAAD0x38HAAADAFBMVEUAAAAWQ2iEprs%2BeIMAAFq60doOPWFgiaaZuMoaKjvS6fMnTGxARFdad4x/m6%2BZpbK0ur4zZpkAAIAwZpLR1doETIQbQmoSSnv39PL/AAB4kbFedIklZZ2SvNqAAIBTdpFwpM0ASYBcfZ8XTYEVS3EgTHJUjLwoWINIZ4KYq8M%2BdoO5ydvQ4utLe6RzjJcZP1x6i5weTHl5o8O01e3o6%2B%2Bsv9duhJ%2BmssODmbMXICk3WHMfS4kSVo2uusSEkaMtT2rDxclrj7c7O3ZPc5I1XYOOo7ZBXXluiaMdQ2EQMmAbPFxqe5MWVY3P2eTz%2BfwcT4Quap0WU4VbgaceSXTj4%2BOLq801XIPG0twETowAAP/l8/k1c6YISXxUaIe3vME9UnFLa41BX3jD1%2Bmiu9iirLl5nMAcVIYmU3qqqqqZsMuJpMDEzd0gS3je7/WrvM%2Bsw95QgLFMX2zW3OVujbA9fbgKJlVqmcQbTnx4jKoTTnogUYGauM5beJi5xtSAQED6%2BvkoX5AtWHtWVlsMTIIrTW%2BktM2FnLs8ZosQSHtCdqUtSmQAgIBDYYLU5fTD1eNkfJ6ImqxPeJugx%2BpPbJgfS3hjg6glT3YwWHpDXnnF4O%2Bku83p%2Bv1ul7mAsdqPq8JTfqUsZpP6%2B/SFpL8fV4ZhgZt6mLNgj7i4y%2BIdUHpuj6euw9BXbYQMUYwVU4mYqbxjcYRii68eXJFthagKR3M1YI1VaoFXb48aQGeZs9IgW5GuyuGNsdEnUoU4bJ40SWHP3Os3X44sSmKjw9nn7fbc9P4AYJ7GytLc6fFjgp9CcpooU3oQWJtdXV0QTn240uN5jaPX4uq5wsxje5bh5OyEk6sqYIciVIB0hJgNUoMxW4UXVYQ4UnIhOVAoLzactMQvUm6txtceUYYfRmmsr7g8aZJJWGve3eQ6caTs8/cbM0c3VXUXTnklS26xtsoeTXofaJ%2BOpMBVVar6/P15mbhddY1ZhbR6k6waXYh9pcttiaiPnb/K2eMSSHOLm7QYVImtvMlYkvyJAAABAHRSTlMAn7b/Bf3//9NO//cSg4//ywUC////0k7/Af//aP8Cuv8O/v%2BwD////f8O////Lf//a//////%2B//8L0Qib//%2B9//8N///%2B/vtZFC///v//df/J//3//y3%2B/gH///5g/1T/kf////8t%2BwP///8w/////xT//wgo/7H%2Bz/L8//4E//%2BqBv9u/////f9uAv////z////63/%2BM/br/////////mf///l7////9//44/rb/FP/%2B/v/%2B/834/3b//9D/Tv9GK////wX///3%2B2y4p/v/////////8Vf/%2Bsv0VEib////6/v/%2BMf9G/zRukKP/0v//A///%2B//%2BD/////////v/NPM9/wAADS1JREFUeNrNmH9c2vedx7O7Oa%2B2d94d0Hp43nK4qEy42gjCtupkiHZTiEGpTrmUgdQDKjroqU3gsKWg7BKUJtSBBAoOUOcYJGa12JRFUn5kxy8xkZqdIdF5rKlX7muk/iwj3eNaSNPb7r%2B9H4/v4/F5PD6P5/fz/nzer%2B/j%2B359Dh3604j/%2BWz40ZVHHvnekU%2BG3/rtI4/89uanMy9%2B9HD4199%2B%2Bcrf3h889qMvnbNNTze8/f4rh27%2B6NzEoEJ59oNXr3w5NfWNZ46/feSh9Ot3Ju48/sYbfY8/WnvpHm0QZCu8/d/Hrt0Zl2m05YYSQck3v/3y197svD3%2B1sPgb5wr7sXpFD1FReftctcGVtnT2Ai67F3z6rK18wm2QXuKvHYZNNSDfPy7D1t6QCcVYggJfDFIh9u0VArBPJ7T6XY6wzyi0AIbpM1B6yp0UBd07fXPw08MFc8xylUq9mkBi37mannUPGIJSOzmg0pSOCwStQXp3LoKiv8MS4MsfO5B%2BHsnZcxNJvT0rYqo2yFcDBhg2Sy4dHZnVl0VJMby9CeSQXdb1HOJO4fzmrzPZ8L/ea4JCZVqyLSVq12EAJbNpig3E3ECK5/QjWXsWrhdsxf6JRuxWAulxwCHQ869kA4/c448i%2BZSvPhoTu5KXGrY7F8U7G5vbVOgUIaUcSEf3sVlw7llHG4b/R7MbtdaT771qTh%2B9UHJjDJRxfcOqBC5mHuJzbkdLPweDSrg83frL7DgCwtaVXwFHeCo1bljHQvdidWA4uR7N77zCfzcNEizWlq6utXQWk3CSLQeAZ8FP4BzQ2AOj%2BcSukOrR7dxB4EVIz3OtnSNCIWh8Lqwwrb8%2B7M70te0Vh%2BoLxkQt%2BY7ELnJEXi93Onu6nKrysvtqUeFCLp5mIOyRILpka/QcDSWi0OYWL77D7/P/Otvb0f9/teK9jvZHhU4dzGqMquxHtqtW3eerNE0PXmr89IBds7v13rYcPoldrHVLDQPL/e9%2B78b/2Wnd4HcM3ALfuoOnyTPOuot9l2k2rw6HHN%2B/uik7jLNuj9tw5mjU9WsijMmryBgZ7amFe2bh/3zOnyWiNsEQmTl4zsnBkAzjUo%2BjBnIN7I9sG7F9cgd%2BEZAmzOJBpzw2m0Nsi%2BtYq%2BCTI%2BWIEgAQuHTBLKuWr29BYcH43aV/9JiOaOboC04vI9PdvjnjdgxQETiWhXIZ9Lo52e8g1E9QHIrIMuaikRBsQlHU7aUoYPgLsbOCqfkKKh4Lh4QeCb3AJEIFZu1Xv9hulzea7KP6fVAHnx8uSY74e00ma7rgsHVaoA3soc4Vdw4TtZt%2Bt1EVF5elyXXHTN8LUOpff1jCBSQp3fPz7GxVXU7gtpbj3Z0lAVJPEIu4TRym8llTyY6UCT9umGSkCVCfDUdfmFN3hW3EEl6UXSkQ85zOxB7/lPyKfpYsM3dkuQWaINhxx4CXJ2MbUB1WreIRLiSRr/f69zoIfNn27rxPC1MKvUICFyGBS0xc5zucGVlvD8QwAqIwJhBeuYAJiDqAdRfptE/5pI6BGf5uwiBScTCY3akm8IAu393eKdsD83JX2JuekbUFUSRvrRmPklbsLhQsT9Lo3%2Bxjso96K8wT73Zq2fxQ2ypNNg/TJldYBJajI76Oj7TWq%2B2cPV54BpK0BCXdLhIp77%2BKfzdChGA6jJLwptPrgDa1%2BKmbSxCWk%2BJl/FZpRXEEfiuFKeULqpJQNDoKWVhA1BOW9Y/fUr/a4UeCKu58hiyhIeaVJzt0cDLGZjNwFK/VFrGsagtyq3DOA3e6L/qqK9kjHCiAXc63a8HiPdKqmKylRhmWDezVkOgLRDLk0T0bhyDJkSrBLrrZHJNNp7dFgzKqySG%2Bgy6Tu%2BUTBpH8mQMVJWEvbXN18J2ndgRp1BSSpyqdK2uqzDxRSG9fhHcDHZUHUjzg8LP6C8Pd2Hqs5WBcI8yJ8vRryiNw6R07siemRfuipZhcndZWATcTmo7qNoTuugV8dkq99TP0858j4PV8PvB218hq9oOsnlwg4qbH0SXxmK82SSHbj8tCErKRe4pFWIJ3E0jDy%2B5/yKtYj%2BYcvfz%2BRfM0YmLfx6Neni50ZwyyzrLDIBPzAcddMUoAzylQoX2WEfzUedr1oYTiPR6P6eN5cbRjFmV4uLFUbsxmDuFqAoGWVgRKhR1EcvyWVIX4zVwVHkWD2/TKJUX4MGfpNE369wAyVJ7ae/UhO8rBUZi7okkD3BKpACRG1wHgo4zdZUMnHN2Qjnc1sWa3ZHutaTr/NBX10WAcIkVvEqDjM%2BfJVafcAN5OX41IGe4mlGoPId2qrvGZR2HYsYqJXIOy/3XGV/o%2B/NjgJNIx3QRhra9Nke42RVyhYJE/frGCTCRAwbHUPZi5gzS6nBuWIx8XttfZdDv1JNEydyOjpaWQuudRnoL2LEHDhOdImepGyOkE7jJmJmGazKRgy3QQRi0mf6TDPo/ap0AvMy1jkKMK0YvC0PSbk6IuCIH0Gi1JYqmKGrC0U2mZouMGjnbSEbnWZ7NoB%2B7FgXCYRIAuAd6RjVdwmgMJSKFEoBcAkaFN2QNtlI5fHiuBuZcV7Oxe7FEJv2ba6cAwIkAgCDI5D3sPiFsFgFt2EnAsVEd5rlMQw1TZw6kc53GmMjpL0Whhv8rg/7puTmAlBsFgJDuvElGBLvyABKLxiQ5MOB1cOrEikr9tfG5UTZKBCyGRKi6TPo3t9RAQa1wrK3Mi2ywEZubAaCF9qYGWF/Vc1Bh1iQ05D89e4GsgwMk6Gk5YPlpBv2D0Rzz2i3wGOt0tmxoQA4mBt17S/dWRM2u9dVS/qVLiZBZwWBuD9SoxlhvynL8P34lDX72mmmudj%2BBstBw20VDM5w24YawTZ7TlZe3Xs1hFDC4cqeZOSzoLaR6p1Re6loBOb11%2BcDWTr2IL5%2BsxWuslyc0Z4JROWKlgEIHYhI2mYxbhLcQcyjYbv7EEHX/aAHoovjDt/8mLfGXfFRx%2B%2BWB7XkGpaid76o0VAeT2XesPAfdWCPAcBxLlVcFAYYRZoNEfJdtvv2Xjn0rXakT4unCZRsNTysZGIcRQ1l6PYnZZKqURNV8KUrkWpryD%2B6q2XUDDQ0TQz7f/t2MU/vnBnEnWVtZibEc7Z3BtoSyAADI0VjtycqpEDgWXmLZ7aMaPpQAX1lhKq2Dkacz6eWGNd1kIDBSoZAVS4MhTkp2Y37BGU4otE4CnKFSiX90G7ZpIVRVGZX4GWom/Y7YZporiHbb4SZZ8WSwZQSzuqrWTqqTyRYXUdiSekkUz1RQ5tHcKYaWuWXLpJ%2BLRGYUHqhWPbdlK%2Bxc2UvCWR1JrmqRgJHLhUnhBodoCZCtlG3KCkZrVIIimX3yOxHfGlTL6GZoLoNAgwJP9payYmlRIvAseOoCZYFEXVVZx9KmpqiXwmIZcDbx32cq1RfxGg1xg3W0%2BDAS7/XKZFbDojRumO2en786dj9iAOkq3odksqV8a3vkiQz658vLMs8On4ycKJ6D1e77IMtIa8XODo4p4XIxlWr1VDVYL3Iv1FgNca2R3FiY0ace%2Brfjyz3MTai15%2BOhYjyz1%2BdrEIsLI%2BIG2/WamomJ4ppRA6LbCjt8nmHm%2BLuPtp98oMF/w9do3YTieouKkGv7W%2BeRA42NA8u%2BdpkXptmS9SDncgoUa0gTE5oILOAHxX0P9Oc3xkG6bKWypyelV%2Bo4EqZDphjQxKgnq1wj0%2BlgsNrrXqR1Ejc5qfN6IcceoI9cE%2B/v3z6Nr/cIQCkx71%2BEtFLHvTLyfFS3H6FSxVQqpBUCEacCAoG0/upztmRIVtR7lDKHppcXHDZ5vKBlsXioRpCo2sweLB4fokIg062QCGSaOt3a%2BrN3H6R/2dneXjOANMVTUlbTHVlapLihnW9pQcVaMFCrrP3DyP3FIZBIKomnPm9rXh66OIBE6qwUs8PVMVI2grHPMxjdDmdK5tLR6%2B2NqTVbP8l7%2BqWH%2BLkrJ4emC68j%2BUyJIwbEnCRSzKXuTrmj2J75qj0bNFNIhUyLqZHWVuoTD7Nzrxa2LoMGaQJjMkgCRHq9vtklRMcJctawce7ULG6w%2BLa41UdtbX36oU7ylbs%2BiPhjPhyuTnXLqcgToTils4NNZEL1%2BnrW1BSaZR2giiF9Lz7cxr74cgQSKcYvwivBohQtymvmcez8phJ1mAPPHlybmbn8YYR6/PkvstA3n/ZBbDroSOX9f1KqlwafwAhVBdm5vDPsxlSxqdRpyPEjX%2BzAX3ndN924lejg3adJJJ4LjOlXlubF5JuN4tbWyPRQ30f/p4O/cbIR5DWi5Xn3c09FjBOQAyrjzHiqWNTIsXf/wAXAzb7xxkHahWrRfTzW1UZyClf4g%2BOFVHHki7f8WfzLjeMN7WQML0%2Bv53F34kLwiYRyqz2142O//qPuH9698d7o1vnXKAf%2BYKklnlDYhj6%2Bffypf/yj7y%2B%2Bf/Ot98413aGx2DuwwYlzP3vrhX//f96APPbsjbtP933p7lMv/PDvDv0Jxu8AG4%2BwFxOx6GkAAAAASUVORK5CYII='/%3E%0A%3Cpath d='M394.5 8.7L388 80.3' class='g4'/%3E%0A%3Cimage clip-path='url(%23c3)' preserveAspectRatio='none' x='685' y='3' width='90' height='90' href='data:image/jpeg%3Bbase64%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%2BgEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4%2BTl5ufo6ery8/T19vf4%2Bfr/2gAMAwEAAhEDEQA/APjSgBVGaBqxc0nTL7Vb1bTTrWS5mPO2MZwPU%2Bg9zUVKkaau9DWhQq4iahSi2%2ByPSfDnwkmneM6xfEO4BFtZrufPdSxGM/QGvLxObQpxunZd3t%2Bh9jguC6s4qpip8nldfndpHqug/BNPJjW38JRKAc%2BdeyEsfchjjt2UV8vieLcJF61vuv8A5M9qGVZFhFZy5n56/ilY3j8DOjNpPh8Me23j/wBBrzv9dsPe3O7fP/IrnyV6ewX3GTrfwSQI/wBo8JWc4I%2B/aNtYfQKQc/ga7sLxhhJuyrfff9UiKmX5FilZe4/LT80eW%2BJ/hAIZ3TTLye0mU/8AHvfr0/4Eoz%2Bn419LhM5jXV9Gu6d/8zzcVwXzR58HU5ku9vz0R5jr%2Bharol19n1SzkgcjKk8q4HcEcGvZp14VV7jufGYzB4jCT5K8XF%2Bf%2BezM3HtWmqOW1txD1oEFACgUDSbOi8EeFr3xJqAjhVo7RGH2i428Rj0Hq3oK58RiYUY3e/Q9TKcpr5nW9lS%2Bb8j6i%2BF3wuiNqjW1uNO0sqpedgPMnx79%2Be549K/Ps84mjh26afNPoj9EX1DJIezw8U59/wDh7npGk3OiaOllHoOgzyTXcZeOXycs6qQc5Jydy5I28cc4r4nETxeMbliKtorpfv6LpszwMTmVbESbm2/yJL863b6ibmfU2ttPiuGaZ7yaKKJk3EoIyBngbd270471jTWEnDlhC8321fz/ABOFylHdmNP4h8NLcXWPibpMcrzSPEhvVZIzkGPv26EZwRjp37o5di/Zxj9Uk1pfRbLcn2kF9o07OTVrkySaRrC6jZjzGhmtLuOXH7sqgYHOSWAz1Gd3oK5qlPDQXLXp8kut1brcSdR6xYj6jp94q2Xi6204tGHDvI4WZQMEMQBxu3ADByT2641p08RQfPgZSS003WvRXvt6HXh8wrYZ6Sa/rtscb8RfhjE%2BnM9va/2ppLjzDE4y8Qxwwxz07jn619LknFXtZKlW92evzPpKWMwea01SxkVzd/6tY%2BWPiB4MuPDt19otlln0uQjy5SOYyf4W9/fvX6XhsSqqs9z4XO8jqZXVtLWD1T/r5HHHrXXax4IUAXdE0641XVLfTrYZlnkCLngD1J9gMn8KmpU5IuT6HThMNPFVo0YLVs%2Bufgz4DsEskjl%2BTSbAb5pGwomk4zk9vU%2BgwK/NuJc9lQXLS1nLp2X9WP1FuGR4KOGpfG1q/wAf1PQ9Qll8RkQafP8AYtMs1O6RgnlcZU5xkY2kEAhe5z0NfGUEsHG8lzTl9/l%2BKPj6knOW9l37nnWtfEmSGWXSPh/HG1vDH9nl127BkMhGeIE4XHJ5xtznA71%2Bh5FwFWzJLFZk2o7qK/J77nBWx0aK5aepwl9Y/wBqXBudeurzWrrOTLfSmTH0X7oH0FfrGAyHB4CCp0oJJHlVK06ju3cX%2By9NCbf7PtcdMeUteosLBfZM9yKHSbW0uPteltNpV2OVnsZTC4/Lg/jmuPG5NhMZF0qkL3LhNw1Tsdvo3xK1GxiTTfHNtHruispibURCPtVsGGNzjowGfvAA/WvyrP8Aw4eHbxGWNxa15dLO33fienh8e2uWpqj1CwupLBrO70uWyvbG6tZJBdm7YJcgAMCeoD/pywAAGB%2BXYqmq0ZU66cJJr3bar/gHo03y%2B8tUcb8VvB9jeaK%2BrWsCPp1/Htu4YzuWJm7qewDfka%2Br4ezqUan1Ws/fj8Pn/Vj67AYqGZYZ4LE9dmfH3jHQbjw9r0%2BnS5dR80L/AN9D0P8AT6iv1ChVVWmpH5zmmX1MBiZUJ9PxRkDOOg/Ktjz7M9a%2BAOgNcyzaoI908sgtLbI7nG4j8wPzrxs4xfsabXZXf9fI%2B74MwkVz4ya%2BG9vu/wCCfaWmaDaWfh2HRSC0UaKGZSVJcEHcD67hn8BX4LjMxq1MXPEX6u3p/wAMGMrSxNWVSXU8U%2BMviCa7vpPAGnXtw9rbkT63dnaGuHcllg4AxxgtwOw7nP6z4f8ADixtRZliY%2B6vhW9l389X1PnswrqH7uJ5RrMlxdyslpdSWVhYXENq5hYJueRgGHsFWv1LF1258lN8sYux8zisW6MuRayabXyt%2Bd0aNv4I8X6jpkmq6Npvi/UNLa7X7PewIXjkthjey8bmOd2CBiuKWLlezk99zGlPHOnGTt8Oq63u/LbbqZsNkk/2lovEGpRxQ6otsZZZmCrGQPlY7flc4fAOOVPpUVMZOEW%2Bds6MvhjcbWjRTjGTj125nay0T63Nc%2BA/GRsZ9Si0jxlJpsV5u%2B1rEfL%2ByD7z4xuY4ycgYxT%2BuSfvKTM6ix1O6kldLbre/p2MQTDTLRtbj1S8vLRNTe12SS71eErw3TrXTRxU4S5pSur2%2BVzHC46tPFRw9WNm4pv1tqel/CbxHH4a15NAvSr%2BGtdm2KrH5bS4boR/sOeCPXHvXxviFwyqlL%2B0cKrTja9uq/rU%2BowGIcZck9j3zS9Bt7TQm0iaV7qF0KOHAUYxjAUDCjntX4RVx8pYqOIgrOLvb53%2BfzPocNKVFpxeq2Pkr9ofwr9lt7mVgRdaXNtyB9%2BFjx/NT%2BJr9v4fzH61TjNP3ZL8VoenxTho4vAQx0d1ZP01/U8Rgs55YlkSNyp6ELX03OkfnsKE5K6Pqr9mXRwV0JGj%2BW3tmunyOrHJB/Nh%2BQr8%2B4yxbhhKlutl%2BKP03CxWEyGMdnPX8v0R9B67qEOkaLe6rP8A6qzgedvoqkn%2BWPxr8lwdCWKrxoR3k0vvPAk1CLZ8fTandx6GdTvH36vq8xlJbq08pzz9AR%2BVf1zhKVPLcDClBWf%2Beh8dWq8sZVZbJNmTq1lFpvhbW9FjmNxdf2lDtXOZJiEUswHU85PtXl1HaEk97r9T57DVZYvGUa9vdcZa%2Brjb8D7r8P8Aj/QYPCmhNo%2BiavLZ3Nqkdisdn5KFVi3BVMhUEbQSCOoBrysdmNDAUfa1naKt0fV2/U%2Bip0ZVJ8sdzw/xHa3HiHxzb%2BKdX0wWf9u2oktYYo4CqtHuAWT5hkjftZyQwJ4AwKbqKsoyUvddredz2sD7OhS56ceapG7afS2z9fme6eFfH2n3um29rJ4c1myMenxXEsK26zJDGwwB%2B7YnHDY4GQprLAZlh8cpewlfldm7O1/6Z42IpTU%2Bep1PiY/Ypw1vHCIra78UPLbW8iFS1s7NsIU8lSuK9mmoypqD6tfd3Plsx9rSxlStFPSm9fNLYg0zZd2Wq%2BHJJS01hK8MTHhtoJ8th7ggfpXq4ZrEUJYee/6H0GDruvRhVe9j6w%2BF%2Bu/8JJ8P9F1lm3TT2qifPaVfkf8A8eU1/KmfYF4HMalG1ld28lc%2Byw1RzpJnnX7Q2kpdXDJ5YxqFi8Rx/eAIH81/KvtODMVai4fyvT%2BvmfV5bBYrAVcNLY8f%2BFdhYy%2BA9Oee1R5CZQxK88SuK%2B9xlblrNen5Hn5BlcK%2BX06klq7/APpTPWv2Ztgto3bA26VHyfqtfDccqXsopdX/AJHVjn/wmYdeR3Pxkvref4SeKWsbuCdl06QHypA2MjB6e2fyr4/h6jKlmtDnX2l%2BZ8ziZJ0ZW7Hyj4ndv9JckrLp0VtJYJjcGy6hnx3PAGK/pnMZyTs%2BlvzPh683KrTpSXuSvf7mfc/wS8F%2BBNL8IWWr%2BHYrbVJdStlluNWl2yTXJZRu3N/CO20YA6YrzG3J3Z0U6cKMVTpq0VscT4I0mC8u9f8AAgvJyfC7NN4UDrtXyfMbDBif3myRTAewQf7Zrjx2EhjMPOjNaSX/AA34nRCfs5KUTntVa6vfHeiW8cBOj6haT3IkYc2iuytcLtI%2BViRjPYyHHIFfn1DN6uEyuth5v95RbgvPdRt9x9HS5bNpWTV2%2B/k/U6DxjJe6P4KtdY0xntvEHihntzGqlmi08oSzsvYwxfvPZ2Zed3P2WQ5dDAYKNFb7vzueDiKrq1XJ7HqGreBfBt94Ks9D1TTbWXTNOtEjtpmIVrdI1wrrJ1UgAHINe5GVndHFOKn7r6nwe0Vnb660%2BmXTXcj67d28chwDPa7s72x6AKc%2Bpr0Mvk1UTju7nFScqeNlRgvcUb/PQ%2BhP2ZZtvwtCyuqomp3iR7jjgSsf8TX4D4gxbzyfKui/U%2B2y6aVFXHfHJo5bfSJY3V1bzdrKchhheQarg6LjUqJ/1sfZcOO8p%2Bn6nhnwsz/wgthkfxTf%2Bjnr9Hx8V7eXy/JHfwsv%2BEql/wBvf%2BlM7r9mTUVlg0pHIC3entBntlfb/gJr5rjPDN4adT%2BVp/ijyItYrIqc47wt%2Bn%2BZ6K1j/bGh%2BI/Ds8VjBPewXFpA0UDRmTAY/Nk7M5OdqnIzyB0HxqqRw9ehik21FqTu72Pln70ZRPmi7tn1Dw5p2pGNheaeVd4%2BhJQgSJ/46fyr%2Bmaq%2BuYeFaGrWp8tWpyqU50%2BrTt89DW0nxfrvh2DWPEXgrxFeaZ5mpQqiQsDA6yImd0bArnJPOM15NSKlzVF3PFwNSvh50sJPpF3/wC3XFfqfVdx8PfiBDonh%2BPS9e8Otf8Ah5lNhdmzmgkaPAEkcmHcOJAMNwOcN1FcqTXU9/mTd7Hl/iC91%2B58VHU72x0/TJ4Xube90Jb0tOZ53iIhRfK3MJ9jsrKCuC53Lg141bI8JVruvJatxbV1vG9vvudFPEyjDlueu6F4R8e3eq3vinVpvDlnquo2q20UEkUt0un220ZgXDICSxJZu5x2Ar2VdbnNc%2BZPGXiTxZfS/wBheIPEtxe2OkeIf7H%2Bzx4it3hgYrlkX7xO0E7i1dFOHuRk%2B54GY4uu61TDQX2G13vY5DQYoUfVvEkmVimkmktwwwFhySSPTdx%2BletgqKhGWIenY9XCUZUqMIS3se7%2BF7FfDnwa8P6bcQWU%2BoyxtqLQXQfb%2B8Yu/wB0jkCUDDEA8gmv58zLFSzDOK9a7UU%2BW68m7H1dKPJRUepS%2BNdxb6VpmnQRECGw0%2BSduMctznGTjO08e9ehwrSnWlVrS%2B07L0SS/Q%2B1yKUcNhKmIl00PJ/hRNGfAOml3UMTMSD/ANdnr7rGUnKtJ/1sLhvM6dHLacJPX3v/AEpmV%2Bzn4kazf7LuJlsZ1uYlz1QkBgPx/nUZ9hPbUpRtpJW%2BZ5fCOIjicLVwMt9193/APqW7utl5p9zYrPc2084urKOMKXd5AwkGTyqANuPBPznkCvx/2C9%2BnLRpNSfZLb5/5HmYim8PVcJLVN/eeQfFnQ/%2BEb8aXGrQ7W0LXZy8brysN3k%2BZGfQMQSPfcK/YPDviRYnC/Ua79%2BH5NKzPBx%2BH5Ze0jseY6nHZ6RFdaPcIkVne39vdQsThdocCRc9sDn6V9njKUaU%2BS2jf9fmfNY7C1HVWJp9IyVvW1vyPYbL9pbxRpHh7%2ByYbrQb97O4jsob64Zmmkiwv75lDBWwDycjOMmuCVPrF6XHRxtWcYp03zOLfS3XTfyPPNZ8c6lea8/iabxg8viGLWEig1KORUkjtuMhFHyrH8zcYx65p8tOKfqcv1jGOUanJZcjdv71lZHpUX7Tni2HTJbKS58OXNwLwWSXxUrIUPHnlA204z2wMj0qIwjrr1OlY6pyrmpu9r/O7Vjxq5lt9XiuNGtr5rmafWpbqWcNuYxgDdIW9WLH65NdmHpe1l7KPf8AC5hhMPWq4tYqqre4r%2BrWx2/gzwy3jLxVaeHYIiNJsWSbVXXhVjXlYc%2BrkYx/dGa8njniCnk2BcKb9%2BWkV%2BZ9Ng6Htp2PbZYxqfjtRHCttFp6BzKGdWwo2%2BU8Z%2BUZDuQcDK8gnnH4TFyo4J3k259NN%2B99z3YpVKqjFbHgP7SvixLqG%2BZJCGvpBBbgf88Uxk/jgf8AfVfpnDGXPD0IQe61fq9f1Po89qrL8ojQT96e/wCL/Q8HsNZvrS0S3huSkaZwuemTmvrJ0VJ3PgqGPqUqagnsHhfV5tD1y21GDOYm%2BZc/eU8EflVVaSqQcQy3HTwGJhWj0f56P8D7K%2BEPimw1nSIdMluVWGdC2nXO4q0Zbhk3DBGefTuPSvyniTJ6tKp9Yoxu76rv5/h%2BJ%2BiZlQjj6McbQ1utfI6G5s4rrT9W8L%2BINPtrzS2uFR4oIxCLeN2CxyDOSXaQk9SRtznnFeDCtOnOnj8NJqSXXW9r3TellY%2BSklb2c1oeSeN/Amt%2BFLpxPZS6/oC5MN8kHmyW4HVZlGSMY%2B%2BOOOa/YuGePMLmFKFLGWhOy3636q%2B99zycTgakJNw2vc56zi0a8iEtpFYTp6xqjAV%2BhQjhqmsErHDdp2uT/wBn2H/Plb5/65L/AIVp7CnpeKG3rdEc9rpVvD51xb2cMY/jdEUfmamccPD4rIV23oi/4U8Mat4omB8O2UenaWw3XOtTwhIUjHUxkj5zx24Hc18Zn/GeAyqMoUGp1HfRb39FqjsoYKdXfSP5nqFhbWGj6NF4W8Eo0lvJMGu55HKzXuXAkkDlTkZVlwAehxhVIP45ia1XG4h4/HvW1l2Wmi8u9/1Z69NRhDkpk/jfVrPwl4XOhW00KXTxE3sw2jyYwM7WYdeCRk9gfWryXATzDFfWaydk/dVt%2Bt/yPqMlwMaaeKr6Rjrr5anxt8QPEJ8Q6/JcJxbxfu4F/wBkd/qetfrmEo%2BxifG5/mjzLFuf2Vov8znAcCuvmseHZCd6nqM7L4c%2BNLjw5ci3uN0unyOC6g8xn%2B8vv/hXHjMFHER03PpMh4gnls%2BSp70H0/r/AIY%2Bs/A3j/TdXs7c6jLbvIsRSz1YoHMZ7bs8gj6/1r8rzbhuth5uphtvtRv%2BR9fi8nhiYfWcHZxfT/I6nTtN1TTtYjawuFTSzbpJK0Q3pcbS24kkEmQjaSfl3ZHOV5%2Beq1sPUp2kvfTaXS2u2mlu29j5Z0qkJuLOX8VeHfBOpWlvrPiLwra2xvlSSC70q68qX5yAA5BQZG5eTkcn0r2cuzbNcLJ0MLiH7t9JJdu9mzOdCm370TJh%2BF/gS5MYsdd8WzvK8iLaxXQL7ozhx0wMDnOcY5z0z7EuN88prlnypJJ3foYPCUGzSs/CXw28O38MMOhm/wBXkWRoTrM%2B/Dpj5SHO0E5OOByMZGa8rEZzneYQc6te1Pry/wDDXNI0sPSekdTtb63m8T6XZfYpo49JkJZnjyjwMisFwOQy%2BYM/hxkGvnqVSGBqTda7n990/wAn3sdDg6qS6eRzXifxfpegRyrp7Wt1foGMl6VxHBxgkFiSW2hQTnnaCSTXvZdktfHy9pX92n0V9X620t8z6LLsk5o%2B1raRR8o/FLx7Lr081jYyu1mzlppm%2B9cN6/7ufzr9VwGXxoRTStb8Dw%2BIuIlirYXC6U1%2BP/A/Pqjzxjk16bPjRKACgAFF7DSNrw14k1TQLoTWNywTPzQtyjD3FYVqEKu6PSy7NsTl0%2Bai9O3Rnsvgf43pZCMSXVxpsx4dMeZAf8Py/GvnMx4bo4pe9Hm%2B659tR4my7HQ5cZDll3X/AAx6po3xU0PVYkEum6RfYfcDaTBHDdc4HIP418pW4RrQ1p1JL1V/8jq/srLq6vRxEfw/zNp/GfhWQiU%2BHbuKcDG%2BObY4%2BYt94EHqzc%2B/4VxQ4cx8Vy%2B1uvTT7rmb4ehf%2BIv6%2BZn6v8UtF0uGRodJ06yDKqtJe3AJYL93I6nHXrXTR4PrVZJ1asnbolZfmynlOCw/vV68fvSf5nl3jX44w3ETRx3015tGI4LYeVCPbPp%2BdfVZfwvRoWajr3dr/eZVc%2ByrL4/7MueX9eR4r4s8X6v4hkIuZfJth9y3iJCD6%2Bv1NfUUsNCl5s%2BNzTPcTmUvfdl2WxzuT61ueLcKACgAoAO1A1sKtNE9RV6moYT3FDMrDaxH0NFk0aU5yjsx3nzZP76T/vo0lCPY1lia1/jf3sjLu/LszH3OaaST0MZ1JzfvO4DoKuRL2ENJAwoAKACgAP/Z'/%3E%0A%3Cimage clip-path='url(%23c4)' preserveAspectRatio='none' x='823' y='3' width='73' height='90' href='data:image/png%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAEkAAABaCAMAAADD74vbAAADAFBMVEUAAAAbDgrAnSOMKBcUCQYcFBGcdRlSLRzrryiQemUWJDtmUiDUPi3ooEguJBeinJIZChNPOQtVV1UNDQrOcic/NSPqvTIzJgzSS1JbV0xSQUORSkkANTXCimjlr2EEBQMhJCGtmV8eEBL8vS2OeEhoEwswKCTlPz0EBQIoEQZ5fHV6OjePXSMvLzD7wR%2BSjYhIOz/UV1r5vzYvIS38rUpiUzKAAAAaIBnVrjC2QkllTAzmwFcoIA4cHhaBZEzXbUTPqHowKyhKQzfOWCqngxUuGg5qZ2FCOTYnGBNKRmQ/Jw1cCQT8vSnsR07WtVQjAwnzxy86NDfzux23bkD5wS0yJRWDGB9LPy7lTkSzSxb6yD4tIxr1y1NUKCScko19aTashWALChYxIxrovkMAgIDXQkWvJSN8NDetVVo4LB3zvCczZmb7wiVHVk76wTEyOUNDNAcvGg8/MDf8yDfxsTBYQDN6XRKihC0pKiY8DQSmjT3mhWgEFAdtJh8wKyk%2BKiS8Ti89LhjlXFo6FhpNPSAmIR3nh0dTAgLyPUfQrkB%2BcXM/Q0ExLS3fRE0jKCiqjo8dFBn5y0qaLzJMLw5fQB7tyEPEX1L5wipCPTe7nTo4LDY5KQ6SXFo4NSsxKCaSdip4YCPzyTZiXl8XBQMlLhvXSDupjlBXRkfvxCj6zmEuFxfThCM4NDUgHxbxSVkyJiL7yzH1wDd2Wy4/Pz9VIx3bWUHRt2X7zhvmQEeooJ0xJRkiGho8MA5vSEoKFw35qVofEwstHQoqHB40KUPdzJYjISP8vjE2NSyqgnb8v0AmIhm/oFZzZmUzLADDYB40JiVPT2%2BVm4n8wS0ZGRZqFB3nxGoZEAXzTEgxLzD1wS/9vjbgTFH9wSkcFQZQPw7ZSkcxKyyMe3smIxg/REJgSx/xwx9DMglXBwU/Pzawji2hSlPZPDpOenreuD71wyhPGRFQUVM9R0I%2BMRwwLxmnNTRFQkTteloYGCXTYmAzOTkoGgP/lXeCKSZBCgU1LyowPDT8hn4hAAABAHRSTlMA1P//EnH%2Byv//Df///9X/kf0OVf%2B9//D//8T/CP///w3/tv//7fP/UPlF/f8m//%2BX//9x//4CJ/////9YtP///9P%2B//%2BdqjL4Rf3/////KP/w////rf4W////cf/8/////43/Av//sf8m/wX/aP80EdPQ///9//9M/f//FP6s%2Bv/8//z%2B8v9v////ukn/LP8q//z8%2Bv///0n/Ecz/b5j%2B/f///6H///3//wv/IYr/GP///wm////////50ff/MP9P9/vL/6z/7P//Nf//bf9ZCFT/8Pr//P/O/////zOy//n/SSn%2B//2b/////wf///otFtD0/s//nP8e/f/%2B1IsgegkRlQAAC6tJREFUeNq9mXtcFNcVxxEfNVUhmxjEGo06xg1FBxljRdH4itGagUzwmuC6rImU1GynN9FRrCiBBWJBRbLqZoJRYUVkiQ3ZxUZ20VQldXTVajo%2BZ3Ys%2BMCqlDFGEzW1pmcWURNfIHxy/lhgduY75957zu%2BcewkI%2BBnt2qAlS176WyuAhn57dt26V7fsaTFo1bGaCE%2BwZ92WFpM%2Be39xcESEyVMysKWkXx80RZgiIoL3LW0p6euqCD9pXYt96n3srCcCYGNavnZf12jTVHOyFcJg1wmT6USbi61AOnYiOK/kzf5bbnzQUtKSE559c8PHZqalHWhBML0SMDTgV4tLXisr85XVXa98ZNTQsxMP7ppdkhoempSUneT2pV544hFJz02sqqmqyYzM9VVXZ7v12ZHX1z705deuXftLow3U7NqpHwZePFVVNXjw7ISY7OyYGPhwlw1LaHxi4ZPPPek3%2BPHc8cary45dGnsPOzt2bNWOIWt/%2BdSF8Ovh4eEZobnu0NSvGx6ZMGZS0ZFbdmnJf24GTI3u9PDT97Thp9MGvTR3bEJm35OHIn3u0PBlDY%2BMsRROf2F6o3WqGtyQo9/3sXEc5zTcaRzn9Rq8HCrtN3/dOk/eib4Bs8LLciPDGxRvaeU8p9PhRJjjeSc2WPt867/8zyN/Z0iaZEUvf6dRsqCwtc7Dk97sHmw60XfphR5loY2knStiSVLBoiDzLBvnsI9%2Bz3/5YthjToVWVJUibhvPIkEgaN5c2uGZ7sERi9u8v/yq2xca/oP2xLvdkr0kTbsIP0kJsQ4Z0TDoKRaHLKBaFSt3mEYSCIqwJoZ190QsLkqIidH7hs32P7DmTL6ZEAmXIHsVVRTtIUfebSB9VPmi1yuTLCHeNoGSsMAiiRa4F0o8pscSytxuve/yNP8DX55OVGVJVVlCViXJZUy%2BcivbO3kFgeNZARAIwehlQZARQdDcHJZ1joZ5Wt2jTB%2Bvj3y2nV9nLC8aVAFjcAcjhM2xO041ktZYDJIgYRYDiedpQvZylAx/KARWWGevL4JNM8/79Pqy1D/7b1%2BbFcLwLgkx2osJgSmYdTtRJ0YZRTMWFe0rzBE0jXmS51lFRXGGjpMfC86bOdOnL7s80h%2BAm/qXO3kem5EEPskCbTyz5na2jEwuxYTg/wJjQSFJRiIxYlXeQT/fNT3PZDp/3he5/K8L/TcfsKQ4WR7zIoUxPMAf7tb7Nmlp2GYJlgrBFwKWWbKWsWODnbHb7dZx6ZG7TRHnZ0Ye%2BvcnN5VPl0PyZpVtIBFcn753ZPBXYS84tTADkoi9LFlRH%2BW3nJwun1f7vvBErA7//fanG%2B79oDJZokUEYwf/RQIb5h6/Uwxu6BJFWmB5QVFEr8gzgSt%2B8S/NtqZW%2B5LSPBH7br/3xqRzDIGwJCoKxrxijWrzI1kZWDlPJW6SZAK5Yic1yON7h0KrfQn7PLdJm3atjGXBGwkWCGOWNSYP/onsD0GYxpQMqyfTCJeu/LIhwQ5F6n3hFzz7Rjbe%2BJFlnpEEEhgLi%2BLIsaz6MemAxWpAsixDqIkE%2BD0v7TPt8vpDPn1u5GvdF98iPWUJMdBaQAKGQ6qtYMpPVPP1oEDbTZIi0kpcTtYNf8y%2BnJGdC%2BMraZTdi2lDGJXAiMeSpAWfUXdXSb0y3AqjZv3ZItCsrXCXdvWdl0NjkvRHz2c2VpVplf0qSMyoqihhWUVUdLeFPyW9s2OvXVRYSUIKj7BoD5z4W7j69IWkslx3jC/hfzdr8GxdPcQ3gqREEkVgrt%2B0u6vCN50SaV6DgFvw6Zy%2B0z8tw6qP5ua6r742/ub7Cmw0gXhRIGBohKt%2B69t3kw6A6Cgir0DAwSwgZu8lbc5Ppn6oL07K9oUmDPVHxYpedlrEPEiXIhJO613z7U/j/tPBHRBVWRZZLFOlK3auX7t%2BUObqo3WgA%2B5hmourMgusZkhPHgta5MXFZt2zKr%2BXZaAQyQIJUgbT1gE6nW7FyqI0X0ydu%2B6orwrGMa1/RwOoGFKRIBMKG5IS9Mm9SBMqowyIVRTIYgHTotkWezj6cPTporZud3F8XVnCjIBNW7KsIkEIfpKgxBk7zbh3JR4zwGhmRRAXEEyWVBAjUzK54fv5obl6X1J2j//9YULadAgRQRBVUA2QjMOWZfcmrZkU6yIh%2BxQg8aLCg5ITpHF40fUP3Um%2B7A%2BffXrQpHx4C5B4TTWQvU/Q/VrKbgU2UiA0Eg%2B5rAWpqFgDJ85PzdACoe0fwwpdIPCi5rYoizhx5Yj7NRpTdNEkQrxCyLwow9qAZ04zlxVWcrnMnZTR9mzYBqeCMLwJJh2Lhvw7xfLHtseSD2KIFIXgEaUtM0HYVWe/qhOpZe7sjOXPrIiuUFWVZGGECLG2ghn375jHTOckHoGGQRhA7EFRZpD5cJhntc%2BXfXX5Mx1Ka1lWBZ8oClFqVNbx%2B/dRM%2BbaQqDaiyyUB5A8F8PGUZTR4tl9OdJ99fqbcSADCu8VRJcLeaWUB7Xor1vybSysDI8pF0VhKPoiR0nleaa3MvRXD6UZJEbR6g/oADZbk9s/qLmbUmhziFoeY5cLSGb4zSyNfsP01tHq8/Nh6GoDCUGlj85q9yDSyawcVdBmSWJgpgTZYKZZ5%2BYNQMpImJ9vpmDMUJsQiYWKDeMfvEsJKjAoBKFFMuSVonBxNNelJ5Cu9ijq5JAQIWKtysGkh3R6yN7x0%2BH1LI1YkDJFSxhMyt70nj0jri/PLNpr581QXDWSQuP8jx/WBW8953RytQ5VYVlSxBxn3Zg7%2Bo3gWW%2B/qjvMk6y/pkiYYEOmz3hYQz3NUlhePqD8lg2YnLR6t%2Blg75oorxzHwuwhWDhBikpr99B2vv33ug4dXmy0Dm0n61N7eg72zeSwt1aFjOMlJIi2gr4P3xh8atlrNBhtBqvByjF247apR2em7j5StBKbZUkSFJ5XsUBHZzVhv/dpVqxd4EVChfLH14Zs26%2B/ennsxKJzNE1QFBRVHmSOzf%2BmCTuYPTXQQZgx1AUEzS9%2Bfr87vnpYkcVAwEqKAo0cQLIVzmjCtqd3ULKdhkmFcgyRhb1d6%2BoyQi%2B8wbEsDyELJCTinDMLm7KDmqGrV6DD0kgg6N6NnePji9MXOElSheaaAHdFV8rHTdqLXavcwEARAuUAIcLUnHHxdfHxnUMUBUErKBDQFNXP3d60bd2UwhCOZilIMq2X5hbpY/T6zhtFooEk0FTgwXZNI32UFQXNBmSFJuhmblvnmNyj%2Bq5QUCmKh1UgDQWPN3Gr%2BdWlFDvLaz0LAXGIvYumxvuqx3E8KdKQkKI5%2BnSTzzPWDrGpWhcBdRY0jyrtWgcku4NUaO0FTP5Tv2sq6fjWHEbSSJocUcgYmFEdD6Ra2FuJCp1YOKLpW%2BmgQqMEg4Nyp1VcY%2BCCJCAxPHQMtCht1i1sOunAmWit04fdh9bvl57rmVu83y4RUH5pmum3vjkHPGH5EjjAarWbwMYuu6s7b%2BQISCCRMIc8qDjdY87L7aBnIJtMba23vkte%2Brg59hAIChkb8rf8pjmkd3Q5ENQ8JhiHc1vXXru7dvEyDCFTomQtaN%2Bs04tNQf3siOYgW1Tnd%2Bn/7ZnowlDgITLtOStXNe8gZFpWPeZhakSyIqM4o5fd4UI8Q2HBNm98cw8f3%2B9gQLwgk2TFqOLiRQ6HleAd0MFs1jX7FGqnzuiMkzXSd8Xx41xI5lWtlG8IavY5z4Qd%2BZJT9pIkuwC6zDleAgoLtC5bRzSbFDDodKyz1sFiQ2Jxdcz%2BbU6RYM22lDaPcAL1RFC5jXGogsyNKo6fus0pULWl%2BVsf6VTzeLdkm0OiqIpto4qnLmK8c%2BwpW7cHPJIta1O%2B1yWpgrXj5%2BmjKqyJKQf/9KjndG/3PXOu1OrydvwufZR1c/KsUy04gRzxceG5KFvUgsmj5n3zj3YBLbI97R/v1j3vi7TtAa1gV87mjX%2BlVf6RcKW7qX2rgALWng1uJdKNsa3l08CRSz4I%2BBnt/x%2BWfOCWjDaSAAAAAElFTkSuQmCC'/%3E%0A%3Cpath clip-path='url(%23c1)' d='M-936.2 1179.5H933.7v-30.4H-936.2v30.4Z' class='g0'/%3E%0A%3C/g%3E%0A%3Cpath d='M108.9 218.6H234.7m-43.8 96.5H331.1M226.2 411.7H351M255.6 522.8h124M245.9 619.3H386.6m-168 52.6H362.4M285.2 783.1H410.7M324.1 865H450.7M222.1 946.9H348.7M218.6 1072.7H345.2m-21.1 67.2H446.7M720.3 219.1H862.1M773 286.8h97.7M520.6 301.5h26.7M680.9 384H805.3m-5.5 67.7h70.9M520.6 466.5h72.5m-45.4 82.4H683.8m-163.2 112H644.8M539.7 728.6H691.3M638 825.8H764.5M700.2 952.5H838.7' class='g5'/%3E%0A%3C/svg%3E)
Revista Cienfica, FCV-LUZ / Vol. XXXVI
UNIVERSIDAD
DEL ZULIA
Serbiluz
Sistema de Servicios Bibliotecarios y
de Información
Biblioteca Digital
Repositorio Académico
[30] Samya M, Mahews KR, Dhewa T, Puniya AK.
Anmicrobial resistance in the food chain: trends,
mechanisms, pathways, and possible regulaon
strategies. Foods. [Internet]. 2022; 11(19);2966. doi:
hps://doi.org/qrqk
[31] European Medicines Agency (EMA). Sales of veterinary
anmicrobial agents in 30 European countries in 2016:
Trends from 2010 to 2016. Eighth ESVAC Report. [Internet].
(EMA/275982/2018). Luxembourg: Publicaons Office of
the European Union. 2018; [Accessed 16 Jul 2024]. 184 p.
Available in: hps://goo.su/cofaXf1
[32] European Food Safety Authority (EFSA), European Centre
for Disease Prevenon and Control (ECDC). The European
Union summary report on anmicrobial resistance in
zoonoc and indicator bacteria from humans, animals
and food in 2020/2021. EFSA J. [Internet]. 2023;
21(3):e07867. doi: hps://doi.org/qrqs
[33] Davies AR, Chisnall T, Akter S, Afrad MMH, Sadekuzzaman
M, Badhy SC, Hasan Z, Rahman T, Smith RP, Card RM,
Brum E, Chowdhury MGA. Genomic characterisaon of
Escherichia coli isolated from poultry at retail through
sink surveillance in Dhaka, Bangladesh reveals high levels
of mul-drug resistance. Front. Microbiol. [Internet].
2024; 15:1418476. doi: hps://doi.org/qrqt
[34] Koike S, Mackie R, Aminov R.Agricultural use of anbiocs
and anbioc resistance. In: Mirete S, Pérez ML, editors.
Anbioc Resistance Genes in Natural Environments and
Long-Term Effects. Aberdeen, United Kingdom: Nova
Science Publishers, Inc. 2017 [Accessed 15 Jun 2025]; p.
217-250. Available in: hps://goo.su/1luOEU
[35] Ramirez MS, Tolmasky ME. Amikacin: uses, resistance,
and prospects for inhibion. Molecules. [Internet]. 2017;
22(12):2267. doi: hps://doi.org/gct29m
[36] European Food Safety Authority (EFSA), European
Centre for Disease Prevenon and Control (ECDC). Plain
Language Summary of the European Union summary
report on anmicrobial resistance in zoonoc and
indicator bacteria from humans, animals and food in
2022-2023. EFSA J. [Internet]. 2025 [Accessed 14 Jan
2025]; 23(3):ep230301. doi: hps://doi.org/qrqx
[37] Musa L, Stefane V, Casagrande-Proie P, Grilli G, Gobbi
M, Toppi V, Brustenga L, Magistrali CF, Franciosini MP.
Anmicrobial Suscepbility of Commensal E. coli Isolated
from Wild Birds in Umbria (Central Italy). Animals.
[Internet]. 2023; 13(11):1776. doi: hps://doi.org/qrq5
[38] Grobbel M, Hammerl JA, Alt K, Irrgang A, Kaesbohrer A,
Tenhagen BA. Comparison of anmicrobial resistances in
Escherichia coli from convenonally and organic farmed
poultry from Germany. Anbiocs. [Internet]. 2022;
11(10):1282. doi: hps://doi.org/qrq6
[39] Cerqueira-Cézar CK, Sampaio ANDCE, Caron EFF, Dellaqua
TT, Ribeiro LFM, Tadielo LE, de Figueiredo-Pantoja JC,
Fernandes-Viana GG, Marques-Rossi GA, Spanu C,
Possebon FS, Pereira JG. Anmicrobial resistance in
chicken meat: Comparing Salmonella, Escherichia coli,
and Enterococcus from convenonal and anbioc-
free producons. Microorganisms. [Internet]. 2025;
13(10):2227. doi: hps://doi.org/qrq8
[40] Brăelan DO, Tabaran A, Colobau L, Mihaiu R, Mihaiu,
M. Prevalence and anmicrobial resistance of Escherichia
coli isolates from chicken meat in Romania. Animals.
[Internet]. 2023; 13(22):3488. doi: hps://doi.org/qrrc
[41] Davis GS, Waits K, Nordstrom L, Grande H, Weaver B,
Papp K, Horwinski J, Koch B, Hungate BA, Liu CM, Price
LB. Anbioc-resistant Escherichia coli from retail poultry
meat with different anbioc use claims. BMC Microbiol.
[Internet]. 2018; 18(1):174. doi: hps://doi.org/gnnrp2
[42] Kurekci C, Aydin M, Nalbantoglu OU, Gundogdu A. First
report of Escherichia coli carrying the mobile colisn
resistance gene mcr-1 in Turkey. J. Glob. Anmicrob.
Resist. [Internet]. 2018; 15:169-170. doi: hps://doi.org/
qrrn
[43] Kürekci C, Lu X, Sahin S, Celil BG, Soyer Y, Yeniköylü F,
Wang Z, Li, R. Detecon and Whole-Genome Analysis
of gecycline resistant Escherichia coli in poultry
and meat samples in Türkiye. Poult. Sci. [Internet].
2025;104(2);104707. doi: hps://doi.org/qrrp
[44] Thompson D, Xu J, Ischia J, Bolton D. Fluoroquinolone
resistance in urinary tract infecons: Epidemiology,
mechanisms of acon and management strategies. BJUI
Compass. [Internet]. 2024; 5(1):5-11. doi: hps://doi.
org/hbknvb
[45] Moniri R, Dastehgoli K. Fluoroquinolone resistant
Escherichia coli isolated from healthy broilers with
previous exposure to fluoroquinolones: Is there a link?
Microb. Ecol. Health Dis. [Internet]. 2005; 17(2):69-74.
doi: hps://doi.org/cr5j49
[46] Habib I, Elbediwi M, Mohamed MYI, Ghazawi A, Abdalla
A, Khalifa HO, Khan M. Enumeraon, anmicrobial
resistance and genomic characterizaon of extended-
spectrum-lactamases producing Escherichia coli from
supermarket chicken meat in the United Arab Emirates.
Int. J. Food Microbiol. [Internet]. 2023; 398:110224. doi:
hps://doi.org/qrrq
[47] Aktaş F. Sulfonamides, trimethoprim, and trimethoprim/
sulfamethoxazole. Turk. Klin. J. Infect. Dis. – Spec. Top.
2017 [Accessed 15 Jun 2025]; 10(1):117-120. Available
in: hps://goo.su/uH8MGH
[48] European Food Safety Authority (EFSA), European Centre
for Disease Prevenon and Control (ECDC). The European
Union summary report on anmicrobial resistance in
zoonoc and indicator bacteria from humans, animals
and food in 2019-2020. EFSA J. [Internet]. 2022;
20(3):e07209. doi: hps://doi.org/qrq3
[49] Van Duijkeren E, Rantala M, Bouchard D, Busani L, Catry B,
Kaspar H, Pomba C, Moreno MA, Nilsson O, Ružauskas M,
Sanders P, Teale C, Wester AL, Ignate K, Jukes H, Kunsagi Z,
Schwarz C. The use of aminopenicillins in animals within
the EU, emergence of resistance in bacteria of animal
and human origin and its possible impact on animal and
human health. J. Anmicrob. Chemother. [Internet].
2023; 78(8):1827-1842. doi: hps://doi.org/gshdsz
8 of 8