{"id":110715,"date":"2026-10-08T11:47:12","date_gmt":"2026-10-08T11:47:12","guid":{"rendered":"https:\/\/klnpigeon.com\/?p=110715"},"modified":"2026-10-08T11:47:12","modified_gmt":"2026-10-08T11:47:12","slug":"corgibet-comment-rapprocher-un-solde-de-bonus-expire-avec-chaque-transaction","status":"publish","type":"post","link":"https:\/\/klnpigeon.com\/index.php\/2026\/10\/08\/corgibet-comment-rapprocher-un-solde-de-bonus-expire-avec-chaque-transaction\/","title":{"rendered":"corgibet : comment rapprocher un solde de bonus expir\u00e9 avec chaque transaction"},"content":{"rendered":"<p>Un solde de bonus expir\u00e9 peut sembler difficile \u00e0 comprendre lorsque les d\u00e9p\u00f4ts, les gains et les mises apparaissent sur plusieurs lignes. Pour analyser correctement un compte corgibet, il faut suivre chaque mouvement, v\u00e9rifier la p\u00e9riode de validit\u00e9 et distinguer l\u2019argent r\u00e9el du solde promotionnel. Cette m\u00e9thode aide \u00e0 rep\u00e9rer une annulation normale, une condition de retrait inachev\u00e9e ou une erreur d\u2019affichage. Vous pouvez aussi consulter <a href=\"https:\/\/restaurant-lamusebouche.fr\/\">corgibet casino<\/a> pour comparer les informations disponibles, sans oublier que l\u2019acc\u00e8s depuis la France doit d\u2019abord \u00eatre v\u00e9rifi\u00e9.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" src=\"data:image\/webp;base64,UklGRmygAABXRUJQVlA4IGCgAADwJwOdASroA+gDPjkcjUSiIaEiojTImFAHCWdu\/9Xmf3hqtiv\/a9lZ7Q4Y\/NKXT1njHlQe7BXSeHy+hd49\/8fFiXlqztd8+Djvve93ffv8p\/w\/j6\/i+YHxH\/H8vnpb\/v\/5n8wflb\/v\/2290X8l\/u\/\/m\/yX76\/QF+nH+\/\/tn+f\/bP51\/9b91PgP\/bP+v+Xnwj\/sX+3\/aP3n\/yl+AP+S9S3+9\/8b\/8+3v6tf\/k9R7zdf\/T+83xDf1L\/hfup\/4vhB\/xf\/8\/3P\/i7vTpF++3os+W\/dD8tfQnzP+1v4X9sv8F8+\/6pdj5Efz78b\/qf8N+6P+P\/dv6A\/7nh3+c\/w3\/L\/Nb4C\/xX+S\/3v+3\/t\/\/ef3X+i\/83wmNv\/5voQe0P13\/Z\/4X\/P\/tF8dHdT1M\/m\/UF\/uf7r\/nD84eAF\/W9Qf9berV\/mf\/X\/e+or6y\/93+y+Bb+c\/3L\/hf3399f9N\/\/\/\/+GQKqAKpfKBqAIPWBZQNQA8Phr6aoZjwWF6ygagaFuKes0i1wQfhPuRgwMKqAIPWBZQNQBB6wLKBqCplAEHrAj169DZwJUqe4KrSc3\/OkaV5A1AEHrM+UDUAQesCygtS\/ICqgB+AHAj55lojIYK37xMXygagCD1gWUgtNB6wLKBqAIUhzFhesoGfkbYa5QRFEuFXQBB6wLKBqAIbfh3l+QFVAD8Sq0XUuyResoOsljZwgZW5LJmmG7OvMvyAqoAg\/CsWGQrC9ZQNQBB6xisL1lA1ARcSjMoybZQNQBB6wLKBp3T4FxnHfOki9ZQKHAOm0+ZfkBVQIhqATKAIPWBZQi3A4wMKqAIUhzFhesoGp9DUARPLvhqAKpfKBp1G6bKBVQBB6wLJrC5bCwvWUDT+mCKIZfkJywLKBqAIPWBd13l+QFVAEHrBIovWUDUAQeapT5l+QFVASmeX5AVgH5AVUAQesCykEy\/ICqgCD1gWhZ5rhlp8LXKAIPWCRResoGoAg9YF24CygeDiwuLA0iTmgDPKRxxM1p7skXrM3PL8gKqAIPV+ZCWkLp8\/KBqF01fUX2D2s9JSS\/fiWKAvWUDU+hqAIPWBZQNQBB6wMa2dBQhc85XrsXIADPKlUa2\/ICqgCD1gV8Jd9QnqhESWl7b3ATfKbvRnztkGPCnruEHbgBoJWWPL8gKqAIbDkBd31Dlysl7Hfd1yOMKbm4uMf6BhvGCcLrh4odoNQBB6wLKBrJSWXnOXbA+4h86MuY38pLNZi\/jslG8tukhC00DwmDNQBB6wKRpEbCBUgE6Yh67m3PNxJfbOeal4kpQCLS6G2Ob0i9oZ3KKKal4unvIcSSlNPiUYAmny04xfW0yvX6FnLX+KcP8cWJWMJP0bV1j9p0yeITpmUSnhgoQKQcqTuGLy7XHNf5bFh0N3qCR4tnHqaq5xnMZ2VhfdynHxFHV2iSM8s1R\/0XLCT22f2HCm9xF5v1JUu+jyalRMbasC36xxfWDcX31J8\/4\/JHC86NT5VLqeYZlgZB8wGlFjvj\/jABQdLwYa0ojOSkt7WJQBAJaDV4FIltdIhm3FXgMQwipMEkBD3y1XJQBpOB2vyYelRzY5Ph\/\/psdQUJUZJbxIBKon0D3XOU5bbJwnpIjfmY+B907W1t4rnq7L\/D9DEBYhEnU7eO1KTeVSn+T4UaKTEDK7rzkOmW9fC7iH0MRjOLlC6a6D+VxuzMGwPi7E6ASBE3ZqC9iWzWrP9PT3cd96m\/3m8PhgJr+n+DbjpOMW\/WhoiMs2Q4kydf654NPgmTot9WQYCG8NtPXPZARbl2mHmOwTrfTGxNfhS9JWBvkh+o6U+U5FzKT2P8819lI47X4rh6sctxWogvoXy1IZCeQRunx9P4jzktPe7LvsZvoanV3WGxsN8dTFSnn\/ldLC6aPOKue2ryzgyCzAD61dPfbvWllA7KSF1HUdigo11uWy0Wf2mSUOoXZKAmNgfzPENxnHfq+YuUMJPwvRoQ8mjRjP7ia4PBnaSK6r3KC1GmjIfcpLSH0rULLCUzsKG82UZxmoKJOxv0kMm5sbb+j4zLJUUfdLDJZorN\/LcUgcXN3MQmdEipB\/b5fxFyH051nW1YfqMURkeLmyTVn0G\/JbNKPHbUcxcaJEK6fCewscvZawSW6+mbSh\/EbC2G4rzxx82qYJrLNqLAUeHrTaxUye+kkTM1Tne2tSc4DcbYJNJBU\/pkCOW8pxNy\/BR9t4DtpTCU5CEKFm9LKE6GtNJsMjmXEqqvpHsFdHVBM0EUSC4nXT0hbW0Vnsg3nhE5x7omT1wPH2dmR4FFImafm\/4FfaaAdsPZZPIpDs2vYDtbxHnb6YU4TEnHISp\/Sj\/3AKFn7oTczqp4GL+DVvjrtwoqYsWmMKn+pBSubsTz9epukkT+Jq5+xrFr+gkuHJIyKK4M3JjMLMDH589RAb+gfae5r4\/+PuoNxk7HcNx3dbc3NzonnV6GGC\/yngMjEnLZy9FVwsi86SFXlUlgjHTcqyjBdaJ74PGPJ9lBSAdHdKYGnn8VI3MQFQoTZzPT2be5IILAhh6D4qDmmLc+SwT50y41RyTNYGQpixIlPbgZxfX1NMIqSGBCW8mEUa9aB7kGOsz8c1oSVOUJsbjsYLqJaxOticlzPrIfj+OsXynJjoAu5dfrMhPvSPvbfAsH0s9Qg07THg4PcdcR+vZJ7P9uMhdCSB67VyPxjCv9+icIO6VtHAHx73ZrCH5ETZCtHUQrJMCSWGH0f2rvs6S7vJ39G7k0DxDNe7QmFZCRa1i6AmXkAVn8GOJBlIKTgdejNgxWuL9x\/PO\/gTY5Ciw89yRnPuG0di0G12z79UFbThYVkmzUMq3STBcmiO+vU83XCPOGCSnSwvfrqJAuL8AgyMXcXtURLdj2V0d4uzaW11ISqkAZVvF0NHcgnxCOlTj1wnLBzyCs1yPhXAN0s8JmEBN8HrjPG2nZmJ9HAGHCu+hiaoqH7s7T6ZsCmxluO5sQDed4QwLZvSSZ\/DJR7f6moheq1D4GmD3n6JxfbJzQbdd1Iv96ec4DILthb\/Q576lDLmwT341ZnABFPyfpF\/KOI0qm\/IAPbpes3twZf0WiN+FBkGZCLSByMz57z8rp6xjrRyLevyDe02b0DuzBAQQNYtd9vZZ8+WFGLp\/7Bdb+5GpRPEPi5z+jCyJWh2CixdSSAGX6LK6e\/qeeJ+8QtEgnOyRHB4vG\/s2ic4bymozaBtL9PbZWy8o3WALJvwPrgKkqFT7XIJ+XAt8r\/\/ZabV1a\/tm8ukpiDojSCfOFjQS\/rdZt9jpPtRX0lVaT8A0bhlD+m1+6iPJRC0X8ysnxFuJIOlAx39CJlqV4eIj50UPeK8XoZeZC9Tb0VANwsWKd7EDYhhLZj6o9varyuIV+HreIRqjRorpIdzw7cFWNYW0JrzWQb3MIIaNQHaDGGnJLzsQ2KQKctBJA04RS5ngBxjg5mDNGwW\/Zhb2QhT0cgirw+kfLisT2Zrop\/\/XxwqI4Hp+0\/bUb59IMHCeaqxfs0WneLRJ9csD\/O02wxUJqcuVJVjquKHBH\/EllQOP\/\/\/Yif\/\/VmOmdiwqK78QNWJAUw9zWpXT+P\/Vgbss9fKGla48cCZbzCbDwQkUb4K4dDwcLi4o\/2FHfms0D8UhM9cLcs7YmtxAbZyaNy3yNf10\/foGV3VxOrqH4mPwsx91bts53ef98Y\/2ABdXVx767ud94inMj5EMSLx5uLLqxDfGqVTDNmNPqTtqpA+pV2TI3QVRr+4X\/46Ekugt9irznyDfZY+2r7I\/KnHG4nyY7Mg2wANQUSPa4kcIBCI6NQ1GAHZLsKlG7lgMaSzWK6K1gMGnyh4J2kHWOf\/\/gtu7IPDSjC9\/tZ2jdWfGAqBNtNxPX2nY\/bLcHYmjq7ehvbacYXByXfvexCK55Jzo03LU+S0WM\/pTzvdhgq9E3sZduj\/pvo3n65Z+aDLZrLkHKGjO2Lz\/LjX1rCr2LUSQ\/8mjUKDkw9Dtl1ssrkoJLMMFg4duGaOfayZ93vK+rpmlG8SDJ9aO9\/7+9G1dqiZv4tzmd\/5X0nOk6lpuXjW2b+aJhuqhTbXETlNcx2z3kk7xGELi78VRrAtbqcJ3FBHj7G4daP7DzZjd0tfhuiWjmMmhkt+KS\/79wrFYJm4aCBOlEFrWcYaZn6JFvv63sB7tI8MWQEg4GW0Fzpg\/8H0E6CM77Kadp\/\/xFjvB8ixnRlWCzta7m6aBr2S7rEyUB\/20Mabr406RMaCsib\/Xfhaq9VedJQsB9vRw36gaJn28ywol2\/\/4nVI4e5X2HRg02ZEHHO0qyzUuxg8nZqz70hzN8SSdN5dQp6OkWhicmGd+Hm8vUN7duuM6mzqWw6DsOT9gWwKSg\/0U\/twTDmWWyGvY794bOnZkNmZeoZHHcDnmcgXI7EJ09hLPO9s\/qLJ3wObYB8zSJHqc4cp7W41o9LyqhPoS9IVCGblOl\/9Nnnw\/x9bgf+qlsr2SJkJcc1kzh7\/Zx\/gQWRadYhSBBdqrjPrNgH3rrWqREm\/EVYbXVKeNK9RIxSKnw7is4XTQzrmun\/CHk9ZuWKOSf+zD1ZWkFcUW1v\/mtYYTrchjW78U+xB6w6KPgE7u0brzuO9SGM\/5dMRN9f+fnSA3qqmZB2NZYLCALzd2ucHc9SBgh+KuJRxuflYqAT901tnc9MgqOha98W5PuR51cqsQfmqbFhb8ty\/+4vlQ8pizBAoFCNp5Rt\/exa82v8ND\/j92qQB7Ib9dpcdL8sn2UKqIlR\/DFqZcRJfSXalDOvfUncCOfnATbD0qqQJUT0es+EJecb\/q34lLjMkjX6T5I5r4xF1zF\/dcCf\/\/zj38IL+u\/Qo\/FvbUJtN5uZNeHbRfaAJMYwuUsIZk5pE\/u\/VSGF5RXQYZsMpErij8RJMDDU\/W0\/vb6Ke37mzDDi1iHL8K9wuaiyHiX9K\/16UpgxSp5GM5N\/3JYxZ0lRSDJqbSEh0MkGVdzVJ0Z+UD0F9x8UFRZMknisyzTutL0hjpE1+NYiK8qCf6txdEJjcFyP3hjdzVSPKHY+mTLpoEt4GPQGjNAm+2tFeW\/V1Hfd9BRowjwEyRD8PvFAgUeAqmCsizYwr0Vq7tjDx\/ZN1ZNJmj8f70jhTfjAc0aPqrbYYzZviWb3rphtBdplrIsYH+8FU8Xyrq9Lgp5sxaYWP4L8tff5HppKNKWGv56P7Yjm+JzL4si0lqvRk7h380CtkBObhn4QF8PFOmZzazrU7ZRMut9LTWeYO8PB9wEIhFHWBynWTh5L+52LG+lB2an85q2Yu8W5ExKSVhNlC\/3tnRrZpCsEjKGlDS6OP\/u50LKPcj383FNp5GlY1aDRnvh18PzVmTLaKTo3EbCa6aEVrp2uEQOaEf38h\/pqOsid5IOL8rl9IiMCRsR2JmdQoJtMWgv9YDDejR5wrusnXueRT4oPPw80Y\/VM2FhG\/lon3so4PLC2ITWKzUihp\/xwrZVFO9ZXHgA1Mbx0mzsM\/tZkQbHocXJsMKbj3xW8Vl0+M\/6HwzRsYUl8WvoE7YeyZTU58NViEnaemlmAR4BFX0eVxE3\/Fnrz4l4dASkrbSZiCNQfxInOC\/VoBfPrSdsifi0tC6H32S3JXzfflcFr5+gUBQZF5j9L2v9TnFU+nPKQbT9EDeXr9zx2KKXsvItyPrsPnEDkWZUixT9gmkTDpy97tPaHgpDvonM8pkryTUHF9eAByyZRDLek2mQwrKBckVmWWU4eW8W9rvlGHsR\/vJ1H4igWaKxdPSJxZFaBFMvWgvwj7UKXvL70s\/agIsb159sOwRGAnZE7ZyT\/\/\/v26jJ2JmGsYfP389wkHGz3i6NnxjbTfvhr0BILn7k\/hhMy+2KXb4z6wCLrCBDNyktKmtppbpg+zihjfWQ9YMjzZMk73TIPQ7eAJDZRRiGg\/MbYk8IQQI0m+n7RczR63ofgLZAIVzM4\/Iqhb3N8uZJ7GTD75MMbHS0JRKj0VZghTxGVuL+K9dAWm2cEdrVopk7qwLJZScXqmNzNXYLiwmmJUQ+gkCSzsxDmCMCcZXjO+xfQsRtZ3\/e+OyvfJHB\/14aseq\/VefhWHjQGr1UMP6gn1QpHsRWamNbrprn7KOAHua7ykgzO8DON+kYXllsIM6rmA+VPvmwKCE3VCXQGbuWitaLT5WMpxKX\/deFMZnIbzY2e9BBwrvW0BUrCkcnrbNkKDVBDs5Q+wIUKUXq4mHMr9jB72HWwMCm83SzfGuiqZSHLmVOxwVGZ1IVoZ4BzMmj2Su3TvOKtEqHshF6rA74HkavOC4nOQFim33fUylwh6Xr5XsyzgTLuNbd1Rs6DZ2QVSj0EuEOlQ4QbYpWuHMTt8oMcEK7tZlzUaXaUoxCQzCjcDNTSDFLE7Fpek+QwkcIIzwC7By9GC+6XCgwf6WaDDvMf2DyUU51Ic+5YjKsie2yg360J9qdB3LjTiX0sG21B6jM0P\/l6ql6+6BAEf\/L5AxKCyUNPy4P0HDGP84p\/Yfk3OUgirQGUYoC4PkiASpQ5oH1oND\/+VzoP0lj+U0Ojcjsr4pV2ZSGHQqzH021DQ6ogbX1XAo+2nyL0gr8Ygz7O2w3z+hjsoXHIpEZyn7pkLwhlGUtf2vqwqmOE63yVFnGPGBhCwWPsnT+RahM7FqlNiHPfEoY6fovimjSn3UXmze9hKS8IvsBBcF9NA2Jrgyr6fV603BKXLi3aiWCRsU8xEyVYCSIrNu2lMdL7r\/v+Soqkw7C9O3S2BvxjHKjhTHMRlj60AXkva+ekR7waRt1J0uviyjDayePoNopDvkyxQMo6FcS1Wls\/eFLQonHWmgKkQNRtnGQXsylnFrO6YFFJ7FWrorABprjl13aPRPyT1+bdei6GgOukU1eNexNfYhNr5j5HEwhfD7HenyroLfz+4b0JhsMja0i6snW1pvsq2XapdnVLc7bW7X6XnZ5pT\/TfH4i\/cyMLuf2CP4P+mAub\/uvWsW1p+QOeJsgGIX+fGFD\/zzQVQ4k738NNzlaocEaqDXPplhslxwoRkNU+53u9NexRLTY1MkG2eta9CksvHccbdsuX+\/VSWrbXomVQZpAoGfw5OGyaJKi90P4MBsGIHvcF5MlJvjE9As+CCXgbzH9p9En3NQ+Kr0BE8ORLH5WED76Li\/NllgI2z25eBfYgyOgetBbRTJPQZk78bHAzS8IgZ25BtlPhHyNfB8Hfuu+vxJL1eE14YeEQeKUcxMIZtf6abtDVtav1xVon34DhN93Nrq6fATNolEjavEYtsaqHTtdwQyXs0G6KLMmz68dhv5KXlLomDLZCS9QAwRXeVouWvTEGJDq9exSo3tVdcbMeyoK6irwlvNOm1zaKMIzkR+4iVd9Hp4exBgV0HlOwnqCzN+m1SXE8CCXy5BkbVtSj1J4eyTqqV1hBlYiz84y2087cSoEElvDaS\/cVLqXFNESbKXhlM2P1GkXqYDyGRYYfVDhZh4+OJwGRAtC7546XZxxVEn4cdGrd4VIdz73oWky18qQUZ17AaOYsusABUNJiKUrrG6kaOelhhZ5mfvefCFbiCyf\/mFVJgdqGWcyHBXjYWKibXR7k0WkBnjcKuRsKpUwXeTFq2az6VWlvWFbgmZRW07l\/b+oXVswbpI5yDMlZw+rwRcOMKORD+wFW3TOtMNgJCuf66z8hQaeUvQNk5XjCRrQfV1cnyBxYXysCVHPovF6SILaIlD5Lfu4sqzxhVrlqqLI0GogPUXLPSN8L8i0T2zEv+5EIuBW35ou6c7vx1XFjstAuMoouE+TVALp7asEg5cM+rB4MHi4mDrAiOYx6MCEmMQ4wcnTmx1Kcg9EwJgFiounCptFYmKgcWvsw+kNtJnYiwKZWICpFiktfw8pipMkHbVLKnC3RU6io5BHKLyaTDYKhIcqc0fw5WtQe8X\/uIii4onwmfYwXSLCueYKd4n4Yb0Rza1C5\/23xktcJdjlR\/sMc55aB2YydScbiJGqRaQIGuVbz6AZMKe4pf+WAWMvXJHsjpHDit7Se1\/AdVSqAIO7ow1n4oNxZTOO9A7gBE7ht3C0PUQu\/l9gHGB4Io6633IUvodcW3mGgf5tBKsPXa+WssjMFC70z+giMHNZD5GCk6y3CsV1ijCAwfUOmAHV3oq+\/fA67qLDJYFfqBhKwev7grizFNQLN1QJwgyZgcDD9\/nnJGppF6yfpfyRetC3jy1hLX+Ula+OealKo5uBSz\/0k4TD\/SO+imFfeplcxwZ5d9cIvFhdlEspjFmBLz2O\/Nvqvr8b728H0cFyfF7tBCOEYKHOJgsAwCnZM3F+BhVQwVtb8gKqAH4W1lpztX4vvqGEIURnfUDFLagwL5puf7ZYF94ogIXtrkRtnoHjAwqoAg9VQWC0qUHY+L7uxbklGoAg9QDJcoOCql4ZGEvtPVYij6A5CPyiAW1zZFA7yjs3Qc7ACeM57lfWzPZprUlvbJkXKahEX453pIvWSH3Eun2TPIud48Rgxv1USdhOcPJErUxbAzmZs1qXWhA+zpKKcs\/xZn71XKoflLUfpnK1MV0IDoLWfij2DyN5GnwFqevICxgkPI9gjXTXnjnLmTpCFtQZHYyUs6Y\/h9mAIPWBJeCw5WE5BT14Uw8ru7qGSA2R5AVY3hRhn\/N+S2AQVVMEyNlfZNHoqDt\/SReskV\/jv1yehkECCfh0AAP78jfCOe9XQAAAWyEUAAak3GGAgBxBawjVKJlHVSf7Exle4ebz0rfTXW1VepFiDsM2wAAAAAAAB6vcAD+jycOsKpFa2TKY10EMeza+CnrCItYIAhvSAAAAABi9XzEf16g5ZleoC9GVzLVVU9O1AiOfkonBAAAAAAAAADlm1aTUQ0SC7jO2K\/NmGULp1TIytgAAAJJNwJ84WAAA2YSgAZHyoa0AdGJE8jNwOAAAAAAAAAAC0uqwAAABURC44AAAAAGz19JoclfvCMqAdDYABAvyRAAAAADLkGAAAEb6PtAPaTHNQ7AkAAAAAAA24PC4DVdYAAAAAAAAAC0KV2NAAxR6HAGICoAAAAAAC0END7wRQwvc059SM3SYFgAAAAABP5Px6znwlv7TInp\/3I\/kdhsLIW+C89stIU83AnYeGaNjMMBgAAAAAf2f4wJ3gDysSVwfiU3WgDDtSYZzHJ6FVw\/E5sVrNzMgCUWNLOqhwdangAAAAAAPixJziFQ8WSU8AKxoM8RLdDCNbpoZ+u1p3It928bQulWD1uwaFIzQBNkADSXyi9wC\/ulgbdaBtWjPrkmIHwACQiYZxL1XKUCqUI+aYKQAgEGxiGdSVTI81v9HrjI0aAAOEtBB3WJFlBhfy01DVsjGsWZsF9xZvUKhpxvkV1bMt780Yyo9I4hokB4f+Ken62L8o4tUFd4fUm7n0Y09C1mm0QPhw1Qo+AEe7q5aQp0UKbs67VEHQgz5DZ\/rqfF4PyX5rx04nmVEMveCU\/G\/Cho1d5D+Ff0+pjxAjmkUkBmMaeq7u6BSEBFbbSjo3NzHolwpC11feVE8aBkAOFMosoBSUc67hxjbcHuZpWLLUUgK2n2LOEljqbE+JqUCjn42NpxHXwQpaCDxy0W6wiwED22wqo\/BzCS86erkzGiGa5M5o\/lbzJBQugmBYCTlAaDuKjBu+D4PXEZYDNFku+W1fzZ+gLhg4Ot37pdctPZgEti+djpjzF1t6EQEAgbJbVcOVy4\/uRWAtsLExCxop3kAJ7ATYjIWuS33h12I1YXKeCtPsnlnASIyHqDPYsDf4H91hg\/\/Jb6r9H4W5NiizWsB8fjSzY268lXq4fM8kTZ99X4+zx0oU\/41rCP8zM5z\/4LOqkNaFVhVTXOIiBrDjvrI1MYwWJ6Q5dZibcloSLtrQYADO1iEC4wLEMcBqQOsCDveATwuMC\/VAzfgaPU2jnUpfTAGnNyUGRyIRcqBAocvMGcdTX1kdoHVQA8UDsQLUgCGpZQulYpEv5l537gD\/K4zTGKDgqK\/ZRCeWBv\/VMSGcl\/pDBURcv4fDSyEBoA\/FNy0vJL4zCJsubFuxSltch7abdffzD0QuaUfL+JEXufZvKd\/QWD0W2AED6WvgAC5jQYM\/bMAAABJ3S4Q4mYdLNgSgV76XZrwMFHZEBIwTUkQ1MizVS57A295BDDlTZmXWXHNL53s\/2mTsUVmVEZJaEqCTX48dhGDdbjlimpVu35ys\/bk3ACAHl0VUH+PiQYC8MFeYHJCxERZc6K93RwAApyowjuRFmE7PSLqXYpC0rYrnCXYCeIf2ncaOsloBZ\/Haxuq1ZTW0ifNrJVUUSMPwAYpWqQsd0vjTOHXd0Xm\/65MFJvmIqyt8umcY\/JgCbL5YHYAF5pRvo30k\/fXOMmfoSCf4QWDRYwxnsrvY91JWivFXhlvGEvwtJaJCWhIwgdd\/kUGeJ5ns7W1OXtHjOWkIvGL8Hxg9BYLkHfBFOHE65HgaArH8yk\/OWYz2DcTC1TdpxR39r453GM6XRrqv9nFMukdiQiyBKnrUazUvIN8mKZZIYfX1hLpffE14m\/zT4\/5ywTjkFThxykiDVLR65zMh3FFUNX\/b8kQozXtM0LGdxmr9YA4uiOrkB6qeDZIdgVeB\/mmxL3vHm5CpEtF4CKGi\/iL73TipxSaH+dC4g100dl39tep3H0CIC4EMsS0LL6eKMFcAQqWp\/dQ2PkNXxup3sfZRKkp8x8nizi\/RTOrz0JDGeiwXLaVgXO8TAs8MAKPcirJj1VYfCluwALLXz8NsX6x5ggdl1keM+GOEf+EobXH6Po\/3RyDnvv3CL8JRAKRARV21k\/ChI17bZDmjxQakxwRjy7WGl0y5WavL3jNa3JW9NYPeS1Q\/nvJuTlOV3enaks95pYhRCozfiIubow4Zbyl3SS8YWsgLspv1++dTvsMTGAw61EmCkY94xO1eobQtY0d1qNztV5tZnjIIMc3\/AG+u86Epv2zesyYckQa7jq\/5Ng2KTMb17KvY4EFICeT6XywJR4JyBSDn63Dli+\/iiEmme4yqxZBAKUjYcpvGMnP85naQNpffRFqP1fw48+C6UOwFVwI1cs9gqdLbVSeppHqlp\/RtsiNOgbLqgs7naziPmk\/ERX7w1mnFyN2nXjN1J78ggjgjhHHClvmtHBaIS5qvFkYTwLg4BEDaWP9DFi6vHMM4cRsqoB+e9LiP3ptXPKn8L36Zhtt+v06SWSXMsYOeyCLcbzjoHEjkcjxfNx0qy6EgZFj\/Nq1H\/MFyuFXibT11oYjN+XaWaAT1Fnjq+tkGs4f6KH5ltqSn\/TLc4zvAQYY96\/pU9SBJFokwjaW4kJ9pspq9l7eTj6NKCZMszzTjZDkvejXaHvtY9w1FrlYHJPou6dArfHW+H+U74ZiDgv7epFA4rrFEIR92sqF840iiRc+OWnQkTnI1iaNbmCS0o54eoZF8WsTOkG+fMVYtqpRUQT6\/nhH7Td43zXOEsCkTsF\/wXJyH0g7Kqhqqv\/8Ek0norMTbfDxxngS51ZG3pMDDPdv10lNDO60G9c0swugOg8+qM\/eVHuz+aWNDPe2FvmIAwC8YfOegUrjlwtO6BElc7M5wmapk+ju3WrUaCnBWNNZy4nHVEGcqth96IYMZ9ND0seOfXtVMMvizQF8wHnUyjkyd2qbfoRTeX0w9manZABDYY\/zof+A2KVDvv2GI6iY7Q7t+TF3DTbengla\/Kabcc9N\/4Dwx+ggXylvVeKjmfiDH7Zs695J+hr8r5TaAJuEH8QY9leTbzgC9Hl3MYtwTPa\/ThLMkRw1c2fA\/XKzDy+7NXtQgASg4INDJ4SAS+jJEk5y+egt4enEbmZgEV1YLWEw59bNji4JLUS0mGRlihWicXQS9LELdDH4UjqcK8LpaTi\/m6pr\/68gbX+PqaWfJtbAf\/LpduObJk4r89tA4MCi\/FzVwj7Xm9kmuU2df+ZrB\/F3SnOg9uDv1qQMqXA31v\/jUh\/q9OmlAYXobE2JLKSdrkDTk33tgTMMo76jZCOrfbOb8wXKn0ilrQC\/qxQNZuEXWdHZM2ypR3\/rfv\/4Y5u4\/cX5FZfB+4IdlkKzrdHOmtnX+jgDMfg8iu7S0aYSgY6D29vm1FkKvppt5+WHk0yT3L7Z4pkftl4oDJu1VB+Zc25mTK+QGInUjV3dWGLltleN2b996aKPVYZVuZ9\/7mz5td7pvmZz3wasehut+AGmt5CTTeAfuHP9XidjjHgFBrXWNp3ib0+gj1kfl3n7UvyKW+6j0pwILn4LjIKOIxjX1wiXMs47BTGczf9Jwb0k2j4s7cjK9AsbM\/DzgK+NfKin\/7zpXF7zBlbRQMJYk69dyy79UudHh3J77P6YRSE3bxj8d4v\/m3\/wMcco4OiD\/LzKXISrdvJL4NTQkpZEyurdacwIrG2VJ4Vgsv49vf6+Wd0YUyFUByOs10LuUrkKKBBOTNrxA+1x0kr4AlRAztRZXZW2gD8BS4GGyfr3gC7DBAMSl2MKGFyVRMaqdU44PbQt48j9XZ8XQrnPW5\/LxJH\/C\/+fmn+I5dAvGWDqMjRJp\/NmFPMa0XJ7IZovwMfgoN1Vatp\/9jXMc+A2ubjrc0QPNYM+NvMex7RgAWgyyCrZVQRfWTrjqA18NIXhUrGPusg+uj77NAAkVoCsnnBjNpzwPvpvqaln1581qFetzE\/tb1cC0fbcUjmE4IMIXHwKr9m6p3+P5UvA324Ps69SIwzli1CYJPNXQI6ACAlrhTR6VX13WI2ld3h+jtL4MbaKzNxZ9Rf9Mij+ArVaY7Jf7gJKTaC7nUbgh1faJnKtx5+5HGLo54dSnSGdlP6fjChAzoshc\/lvT+OZdfTXtVCmiFapg6smrvSB6ilG4YIkGK02qdWanXlGlSN9vQQZxMH1Q63\/1uL\/7rMFiT+yVdmrcQUp+GD08v3o6NrxuXSaWpmgGieXK2cjtUkYypg8xb2JrTJct3geMzosi148\/VXoWBr\/O6alKaFXMXU5o6FFYmmoIFFeHHGn3QlYji3FgNIHYnRWF3hXHt9R+bhfnTQdD5L294oaw2o0BXZ\/Pq3LQ7I9G3hjSDTmlG4mri2WXHCJN7V\/PsccqBGEhbQcVPjO++bg4HCle0pjxBAC4bjnw7yAFpuhHba2r5IS8ovn0gRb1mKzhJ4Xa4\/jPrlmMsC60cmA6pZR14L6xK9c+8DoUmecsoOOi5VoCSSlHW+bY8n6i3a3ZO4DwCgvwCL+QnX2OohDqhSooCvMpfvwOj8mCJGzLv07FMnrZWKQnJykwFR8MFhwDHzdrU7OwcN7Ga0\/DAuP34EQcww2zTFfUAFr\/aKKl5h397p3BYdwfKfU3HnGqKdY0b2YNwgDj\/LLf+oHiVorDngYG3uF5XQmheBvd\/9XQeLbz\/CxF+htyMIRipL7Lu9+xt1XVz4vE+VSI6QkS0oiRrKbhRJhRcIBimhQ58rbffH\/m\/Dza3ziXAX4LxyYobIqWDHq8wEt\/OB90MUkaz4t73nx6MyIoaQV5X59S62O2cpTg3gmJLK6NubOW7IJG8wob33c4eF4F9fvIoyQHwNcu\/SP8Hc2mQxP4j63pqYCAhK4zui5T5kyLlkl9k\/jT3qk+\/nN\/lmiLtVoIS4CJZGvYrqCPzEOlTLuY5kZ0YAlyRNIGc\/ySqEeywWhGW4Fx6gHFQ83z0rQQV1Lqa0qiaMvUcRpDo7KQYLB\/e27Y\/GMIRZ12x38xmtruEoPQYacAsKHmrm8GBjLDzGiLO8dHzYhwnsFsYfgJWpwcANjTIu73Iy3CBo8B0tSZks9nTY84+1NfIr7QJnR5D6lhzhE6lqDUvJmDtZdlk7kjhyL9sUd4tJNe8wCk2t0PRyzhXHbQ7wGr91\/Vr4V7FopgGAVm3wsa3NdKZ0nIxAuF2L6vghUkWsALfAEo+\/BBJGGvGhL+fysyUYozhhcGZFgcv0CJ5GThF3G6tg50Tp7Uww1NE4ZCWGUyDSqLOLzVq1xeOA4idbrhU9K68PV0Vi7reBPBFr9JQA1Dj+g713FrRLoFd\/EpB1AslACvYy+NWOSzn2PKvg6ssvumsJzYXQMCoBk\/bCLCnJmDCq4dTHiX3k4bUkBSxxU4B+h5w8FXENY0+1whruL\/k0sXgt1+Dm8dl9DVnzT7YDDh52mts3EBmX0mk4P\/XAjEGeBw\/OEZrFStGWwC3SiT22IPwdoBJLlazgZSsTkTsx3g\/T+GoCVm4PXmETWGcauwJ7uoVUn+ecCnmwADqzapc0lYEum7M1NvDzBY7qPoyvwbvSRfIJyE+mZgMCmWvuvWzVHUddjVS\/86hIYzIaC\/stkthJem3TvFcdH2DEJv66posPbjIzHdglR2c4rHYPfedjV984oK3XROaiSdkoSPBCEuN0PrN4xO0+xCdVTbFuKs\/fdhdCiiluJT0oayNvsCChUOci4hdlQ+7dLuaen1ztJ2xBoGmJAGmTZe8ZVoeLOwPS5qGVeYL+zqdMldxmOVY7ledtoGQy7j8hldvoAiQdyG5qHbPOjXru1bPcHvRWeuX+TYvvAhc+VQ4aaNOatglIb8y\/wIuu9nZXmfM6KysG0qpJ6Ez9yoQABLwY98kSfhkfHALWwIAEKOrF\/+CRBwr2Om\/3Q4nxjFzPOPPm94Vq2ZhzVlqhgRhmmDA6r\/CKmD1\/iMFva2aztMtKvnUp4vDPI9t3MBhB3Mgs\/LdhZz1h5M5H2vpiTiT0ElZrC3LKJBl9Q6dPlEXP1BqTO1K0JYRJ+KnaIk9g6JIV5KaNdt8PqTsRpJEPUmBhMnfzRuixnzVad84g5Dk5zmuxvo275LNQUW4lBLXISP\/hssY4Dc7MQjtFtrs7sBXnLg9iVCBFqqbu7BqYre7JuPpDI3UU3TjiFy+07Nqy2H64IFwvPYcAGyK8+FmLHZOEZ7WuhkpRm5w\/Pe2T7Zanz\/7C4VMd2yaGVxEAEI9m8dnCWoivpNWvt6g2uDPLVLgRiPQ6U7W+HfMSU8piov8iSruJTiHMCsA3qfFZK8RFXRE+RCUiHozmW03Qs3JQOnC9wcYb2J7hJi5rKODgldaRNH3PvMTEiFICxU8+Pd9\/i3\/bnT1ORy8ep5uTvcYL5i4p0r2nOql+RC\/ispZKi3LBD+H9ZhtmUwk1LNzHeIOTO7eJktxbRNFzxn2fe+Z3iYuooBLMAljXuKYKhdAsfk21GKzfGRYQsFZzzUcAsRnnygDsCIM76Fot5rlEqrA8O5cc3gi3GcOWQyO1nfjJZzdL+QHptwrW+yvsWCUxuWSz0P1z\/mxS\/VgnkVPXeTr+XeAU+NdB28cmkte7VoZfwoiJXU39NYMqLfUPkF4y9P\/zB59bvx9E15UEgWKZGTs59ll7sCuwVD\/7ogNhDtImzMyKVst3xs9TWoBjMoPQHiv9C605c\/uB\/7NyiomzmVb0UN9fQuAIXFJ5hvwmHRr2\/JvlfpVOa\/SIaUFiAYbiQKTgl8T6pBhuKcfTf+YoeGaZ3\/SredM1N5vR+XiTkFwxUzfo8NAmJEL1CLoLhQ87+Yr+rKuapJ6\/eDPGo2uh01jlx3TFZHBbpnpexSCLdoEvpFChL9Er3urLrXN9ZKmTkil9XWafk2V1AQL+iLU7MObT2GTnZnGyboziwR4eLSrPqC1ui7d3KCyGn552XmVOcbsGozRmcWUoHsloQLQ6MTRsSM0ef075meWdlBl22vJFRgPh9cNfqS\/QnS1rfj5zby6PN\/Pr\/4Anx5zQmGpWShdRciCZ6RVbbP3\/V3yU+3aMA+NAiEM\/25s\/UUn8RCjuk7EQv7UlTQO6LQY24qal2WIiMeTtnn1CRkmwQ+XTU0gR+CGvhaNHcWUrku6FzOboYiQ3SQO\/6XBnAS6SjIhuwngvd1WHu87qbclLo8TxaYv+fM6Gg2RzV+zMVzhEer\/hYE5GnMfStvpDZf+d94VscQ0zVX5WdYniOWvJ3NG5oXFQB3Ep196nssUW+qSwAhogJd\/sEVcnUVV1OKb7BjXlLWjulLL4OlGG9nB35cHuIfjDsIqP5+vakj9QaF9FtjvobpBthpdOlMg49+YOvFWdXLhkxT0S5VEXEB\/z0Ik0Q9G3s88M7YbfY1zJl4o\/0fPukkSE3YN9YQk\/xJb35fLh1rvKCc2Q+Qi0sV8CJYjk7Nsn5\/iBaeYhgJ\/ZL7CZhrXSQwQIjetpyJIR7S9gsRkYE3ZLxVa1mv\/j23wlzWRIiW0p6xCPq1ofW7jUAb6cVYD8OHEG21Djv8FTU8hbRhGzZQCW+Wmw55C9YZXYh43VxuzxqWr0ofzWB9Bw\/MfyWCvTWogOccOhk1niBJ7G8fqvu5+2rqwJMuZ1QIc5rHD7glnE8WQs5APKUoXJ\/4ZhThFLEpX613PJBzL3RhPI+tBniR7RVaKwRwyGpb7ndhVNNUH867lUd1qUIWacktuIkOZiEjOaHlPjmOi9CYbC7bl0IxXz44M6LH8r1+eQ3OOgA3VGVf88\/aqQy3WLVMd8mmIR\/3X+rXjSDXa32uU3xf3UEa8GBFygq\/\/PprjqRpIvKyxgPtIPdfU5B7JnIL0xRMKQRLVm1+4z2q9vwlLu9VF6sHfCaK\/p1JpRXixtm9mI5hehx2WKmJEu94OvyWErpbz9lDmPdLpqcPYJxMmNYKW2P9C6WPT5KjB8a1q2BUO1pURtndaMYInTwzK80K4fcXgraLA+U7Y7JVKX6PNRKvJY+OcKE3FcFDc2stDQlzd0uvpa1t+2pMVTmxQgpFKV+TG6YIIIXV9Jh9aEtNR8v5zPEZJDo7ZnHsCDPwzDuEJAjRdcj4q9Zobl7PahlgoOWd75Lv0AcOjPCc3NBSv21PqX0\/+b4uJqTzHG5\/sINhjJ4GjosthkuszY5DGs+PzoxM0BdaJtUY7h9IzeKhkbOn2HQr1zbUqIL6M2Vrvd9RYpM24FzBATrrwHP2+CDDsyBfwzH7k3DDXS3KaBCeLo9rIjBt4n3Vb3xzKgNiKDZyYqZZKtWAA\/HZ7ufEQ09fCuyhfhgWUqidLkZvyPKUFNomA3hs+fk+galvgFzer5jADgvRjP90koisC5KYF1fx907D0yxO3QdRlKoHsjwEC+4NC4q6pO00\/2AqP\/rTQtXi+QXimUgMIqjjOEAWHAbmTDsbRAHaeyw8uR6tlUjoozfmuuhqY6W\/ks+o5LBS3l7sLsh3GiN7SBZqk\/1rREEKdJmwWgHjMiBedADMakMe0k1q7aGOmN981Mz6hRmrNYywi+YIeTeAdTP7mueulQttW2f9RlSm7lo5YbI1OPOItBCWAHYJGkBnma+JxPO47EgZWm65\/rPadNsHf68fJj9V9qTt7sElt2mK2jmoMGkbbnBbZ3aSuCjcA7Lzn+mOg\/XunkSQMgm5rNUrgxEt9AjsDKp4NT5NQCsAcpU8d0GzmAbCJ1irAB8smpj7TELnXmkRZ4WO4B4+ElmiPKZpHbuj5wtMj4e8wc0JH\/5bHNPj+NIz74EL8AvyAPa60LvsHEfqYFr8lpsOsrtmDkDNgefrHJOMz4VKOcJj+6bzyIPTsuge+pLju6j9wKEfTBgBgzPXKPw5uoloCEuWPvIAMwq0muDOxnAZkxpZocNRod4VTGiR1a6ll6a5EVvUsqvhQbotCWVnJLIx2JdtQ\/kl3nGJnO3jtL3VHBVmXC9LEsgL9MZP9itC8SVxJTk7lQMTXds6PKjsjt3hAGKQri9QFsnpKbR2idCB9psa5ppPR+5otb1qBy8QQ2iclxUrvq85blZyR8DOvLQB8deyKQ9fXlsZ4nocb8EpiT0GGPR7qQCz+hAW2HVNZPCiNvG6kKiyzhL92GfjyQi\/YCV6LH6iwTjoq2SHi8MMfP3HRZq4RBAKhdFgzRCWD+uZcKCnWng0lvWWAmjW6lJXTuFw+A9sPB1ouYgqvfvAP743LAqXtz6qTvmcChEqwHb8o4Gye5e\/TwInF3y2z1ymhWtmiJJ0p6J13py2yU2bcnbQKGCsBwHMBfXva8lVgBS9FGvBvoYfp5eVgcUR6vFabUi4ERtfBVi4Ic+9HLrdwmJZdIJf\/3QIkJzHnr27O30Y3PRM5Qf2+uF6QNJ9ASpEF3A65xheKX6gUiBou6IDLUOKHwc3nrbnddfnXIsK7asaf+YDRFGhpl2L6TYYeI2+c86Wagay1gNLqor4aA75InFbKTjHYSAglaHqaVGvimW5YCMrGXKcStddsjcYFqUJVm1QBLQV\/fNEjCs00fHsjFK2RtYCp04XOYaHJwRIBFAfeClp0cveNqExgFaGKDfLaQn4GxcrWiAvyz6v+FY2Hz1R7PAG5sKObVW\/CQ0hibpHiRobfnyMOQjb2DMi+kSNW8fNRMFy0cdGH38mi+cyHj59jZ2y5KmtjL9u41syQdMgR7NjSXKdMrCORccb2hJ9Tgnrhi9tCTPKiuQG5okoKfQGLHtm8HfAwP2Mw1TvBErsxed6Mv6PGHIMXtDvKpnVxBYBtAqDohWaqhLr54bY6kKbLy1bw4U5F8XarZy+3QEdpzznHQ1eNwGo1aJf9DODLCJp+dnoce4mfynOGOgKSOPXe+k8qc+ZdYRQkezp1wotXDEHjZgb\/YLMAFzH6PpIxUWcqKSVXv3DeBymNqukxqZBUrzyM0bTlIqSZ2E4DSACGJO0QbFfr+Uwzuyk\/6pINUkCzn0hJrS4tq\/I6\/Hg9oVQ1vCm+PXWZCv+JfZRbGl53icwKxc7WVoze9OuBBoXx+XpPao0TqVY5\/xuR8tTka0PgAZO7uuogbfmauGX5u+BVEluNExqeHNNO6rv9KdzAw\/YHVs1F049MfAODODQsgDqwmLBqhEYPi\/QqMhNsiiVG6PiYpooYriUAggcvPFai+UjoOqTRyNyyKUbjbigyWKc6LISL8KW4Rqh9kaE0UbXxbuP8NZOxb7C2reWwNmGeQltL5GtDNk\/JHUyz8EjC5k7U7nNJpnc\/nDvgJxApT2ei3hWVDR6R0J+c0ydp4FvcSj\/qlfOY1A0hADDpc0EdzqFt9ZuTPuPsC+euFQ9BFdt5Bv\/arnZ0u17l2YLNldDGb2NppyF8Fv+KKM66R1K\/1I22a053+BOZBZAc6YfdlXCxuj+Nrws4hsdDESg5G2HDQyA94xJkEFw39MEZ\/dKjSAUSTBhdd\/BMJZduHeOtbbJQZcp60bYPSVU\/NIjIOh+46zSetmLdU1yyHVRgKZGE2g\/w8FeXC4YGUbyKsJHocAoO0YK0yn\/L+Lz4jXmyr83KgYp1bfbtueuL606AP3EzYXTf82ISXc\/YmhEXTlnmRtadkGqglgpdS3IqoKO9g2jjOBQPrjDmD3RmDRoE+nOIHBEX3dy82Nodu+4yzpfXK+kW4lH6Dydeacr1Yxt99wfMIyW\/ZEvbAfqz8TIiBTwCzTOMzl2B8BOHGQWZfJxJHEByUEinlM0LXMhknfiTZoop9rKJdQDBf7Yd\/CuQfUe4ea9bxolDiurIgA9v2EqlFd0pFy9WH5GCjzkI8av2SnFOvPbz8cL112uQbWprKM6ZoezI1UgCyms7fLdnR376hWMarfOAjuP8JZLx8qUCK9uUN2RkjSBH2+xOiRbnugYLRhOYeGfY\/J4RI+\/kXtY6S0bnfNxKW03GODHZT1DcLDEzHjsbKcgBuBx4bt09faJQ7KBElmFFq\/FRmtQN2rEp2aUuUA+dJrsGz+gEU7ZfHukQI5mcB15a0Bn9Y16mvYdlL0oWgwaD5\/4J8UJBGLprjffTWX83UX1px5QXOoFiNK+XiRctSx6pNjM7mu0lmW3hX8X5Qpvdn9sIAIK8xnbxpClmmntEgxyOB3VALDHcp7A19d9mx4izNke9tno9URlLnz88DGh+ZVhcfl8nYw++yb6rK6Qq8FOZA7lKXSKD\/RZpfO6Rck2\/P7E7O1vM2oZYUGAbfZ9IZzQ0v7gTdp1pUQoVi43vyOBrqWpOSKXteequixDxvke9M5ThZBAcLXbnNpFNNXDt2eBSx1c4576pttp2JFrRWn9gihtcyxVkQ9EcAvyR98mqt+qeHLpzTH9TNhuDKP73AVJNx0VoQqBZWJcDoKwjyzNcgda3CXpQHUxsFjy97VB+N050i9nCRfyb+sz4PPdGN\/\/tmvBxUIiHVxRl6piiKGdAkwrO+evK1TEVMGdqLCHbHkt8g5g5SNW3EBbUHMIIG+WF2Gwc7DQObhckQF2DMguFLsUu2JTfFkHn\/fNSOmJFIuy+CIsCX74wO5jpQWMM0rx2yXCX2pyCAiPfnH4ezlNw3NS28Rm2L6we1Y8DFTxihzEoDLyRW4GPFntHxB1T0dtSsLt+WlIimnxDRXUlFuZ1gGb48G1151CvrVAPIB9ZU9MV0qkhD9nRo4XAlqA3LdVxRhKCtq6kSwXsXAUHucOdltJo0BVrdHglnB1RtRHGK6P+mVsdgJZXj9\/BgS9txBTuDB8uQvYJOUbCtXdSL5KF6ZnYLEgTfQWzWX4BUq9xQXR7a3AlC5WPsLd1NFmtlQketlegHSuzskYT3gxk3t+AjRB6K\/\/rmFDj8D5SBMV2azk2sBACADLI\/yvDpYA8rITufxhmFlBbl4aZC3TQQ59RhUIBJrz3bmHkpl08Wi6I7Ae\/dQjuiTAAdsPt5JMTM\/xiFGfaHcpNFTQERiXmZUHpMkt9fHEa87gFxjfbnuNF4sWIYmP4krHuG2HMXoN2PTpa3wmijz5l76lK1sUDCm7vm7gZ+ZdZ5IRSS7qy07cO5Pi7k1PgwD7Bqi596lgsRx3l\/5LULtVCr6KUVv\/i+\/gDccNilHv4MF4hS0CIlOTLeRGVmnHkc2zzzbD1R1ZXPldoeY3M5KhUHbpV1tOQjXuYoCKvOzgQVCRlCU95R3YvfUN4MsCNpdNRU3IKJdWscLCXzY3Df6uqJfSBZwy3MslroxQ6RLg\/EoJ76sXQmle6q4xr0QE+1sJvfasOqVKOr3wBLEF9fuL9mzMMK2guK5y9FWOYb2niTORcLzeZ+alJ8i6lqrxeP5V0L5uvDRQq4U\/X4RHDYsEFjjUCNvMb+BJb40boYSMaU9w1KgABeQJRraQLX19mHzdbdCSPLiqrNdplevH8gxE9bEUux8OjgiQetn6yB86QqZpdC6vLWuZ20Bc9cRnYtRX8ryN7yCIM06F1XYVEx9yZ6qkgiej9JEI6HIdnrwX46YDO1CHKY1OtPKOcEhGJXG7CPt4uL5qPq75rbcC6qtyHwj2nQP58am8US8LEWdGRtH39KzTzSqjtinSqMb4oAsQ0DBAs6BWH0AH0rbziDyMwSqIBGQXvYiK\/MqCIub\/E+PwViIoiwZjfEdIk9VSBfb4UIiyUtxcMeaiCKhSJTvUmrIRB5u\/I3\/\/EBcpCMWtBIlBF11A3kFCELNcBLnBl+\/Ac9u7fVm9bXTf6iB9OZpUDJQfg5ESdy8cqYjaYj4hcjtrk4c2DMSwkpbF7x\/cmXPU85AwNgZE5A+Dti86vag\/a1zdzNKeJ6QLEZFnllWJPfNwGeeEfz8BhpcVlJixTsdNyyUEcGWw\/hl5xqfQIeqPYvsQ7IMff3aod1qghi4c2jT70jrPMSvy84ckKhvVj7RmqDPfLqfFehwcuoae\/I7\/gWvur9o+Xl401zWfwQltQAPhqI1ZJ\/geM\/4DXJl4gWnmS7tCmRi\/9rePzewmJYFBuSXiR\/lYwhpNKGn\/WxuG1FGU3+tPvk0KXncYQrEWMUNEy0bqBgXxJUJ+cP81uvEK4zwBXspWL4CdZjlhkJf9IspJPSSIBZ0U7gSJcvZr\/x3rwcki7F58Gio91yRiPPGVFcKzibZoKBYQl9LthOTFrvA1drn8z4um1eZDSw7t42P6PjL7sVzV28UgzYiZDM+HFfZUPMslQcqsfet5gmnIPB1nfawcKAvJAWrpPGGyvvQflopZRIYrv\/22WudmzQgec59Ezs2Ai1u91c+a40SDGOXNaegLibr7jMZNDR0GvNBwEEzV9FxhHVibNuyX2EzWUTS4C6JHP0PHE5vGSRU0dlZMk5hUYGZA8t7y5FPmftm5cedDxHAeLyTfjJUCbMrSlWGllRbiFRBvgAJIkXQFItMFVY8inH\/OkL2dOp2y0bmgDQBOmPxMQPC3NSycr7o\/iwLWMwgGEY8hI3grAvzX95HPonXJH8UNco03jvRprQjkGxAeDNnvbHKPGcvWQ6I+IAaJA5s9T5Te4hMKKfCcp50iNPNxUkDJZShOjWzblpgB9Uh1tNG6gOTqprqeR3vnhpphTUK7yabVz31LzcciWfdqPi1aAbdjIQLvPLnJ8OV6APUZ\/fbwF\/U2GzEDhsy\/EUmf1uJqU8pOG6bRDhXPDMHmXBTXIPbF\/fqCVapOPvLi+X\/VRX9AeNtqlVpdk2\/ZVIQN80GJZeXTAUjDisbfvHqBHRPLdlGylIA6gCt7AWHhqq3viIV5faYz6hqyw20Y4+mBxhy0J9aglHXdrMZ7G+yX3S5C1JECVS03wa\/AbTe5lg5yUoV82yI6VsQ8RmVgOCOFl\/t8Xl\/1PWIp1\/R0kDVKvbtCt+VwX2cyjcf9G\/yWBafsZKcL0rPAf7NfzymzGHdq0STePlTQnPcIOgaBNd7MeSblXAcYtyBl6uPzcdY17Z4AaNnRR+CarrlC2d8bif+o7SipyMOiDYL\/oZrlcDDPLbUVBDGrPcUtqxvkUk3\/Zr0jmqPNy44RKUKvtryX5kXMELuSdSDu1pSe77Mc\/Tfq+2ht3QfyKTA\/vvB\/Bv399dViUbGz2vcv6XDflnbx4cGaaT1PmIAHrP8InPTSU8xjlFy9oLQogsdnERSZ7hFymito8qZ3hU4VaRzZhJgGQbQL73vQkmnlw3Wy0wMJXWUloS4OKMjlLDyI44WsiSt8WSfbIGPcScePAqqyEMZsAffJgA8eSjCzrE8gr30x++417btLJP66viz2X794vpVkRP02jwMdv7Y2UIXC2iLmx69c2uwDUjetNTD1bo8f+h9AyFTzk8uUxpIbIKVQA4Bon66625XzO\/X21lItpg+OANb5Ii01CAgOa9OhiQifhB71XhtI+kR793PMIXPxj\/R8X1imukVnaB6nAc30syba+1AAhIaGpKKn0PXxkGa8EXUhN1KJPLT6EPekzqITjpMUd1oTF2TEY7p\/5am9uJVQWbFnn+NsRUoVwhxMR20zVcPyf048RKtxQkxjrgKrs2sdArjvTiotQ6136h8UO5vYYeSnXvQjNdgsfvGfzWWTKuBP5aGQPPuRXSAoXIqbXf3Wpa6pSsaqUYP2zk+r+UQhHkYxbREQmhRL7ccEFEPzhdtzNSzsf4Ys\/DGNA3koALRk5u7Cqi\/pef1aB01zOREB8luzJmu6h2\/4w4gpUJPkf\/AR6QOh2TeOmG72XjvHnT\/\/7lXHb8RV2Cw1vVvn15sidMLpPUTBFnXuG7g4zMhq2nrwhhIpIlXMWLyDsRGNHEIleAgPkvYg3DCJarmqdsg0xid4fLG+diKZ8iyZ4y5Xv7cP5AcvqSk+w\/Kz9+HMgnYxbOZ6l4a8FHOzSf4OgdQwoAA5NGgbLjjhSre7OxxdQtOFAbCyxVIwn0jejsf2rXo2QvNUlOrWtPfgWbWCupFKuMm4HBnEsi519o1Kw5xha9pAXQj7+KGHtRByXCbNmW7st2Zz\/tWsg7R0eIoKwtpuhZ2vGtuwTSWvAvQ+6arW4d7o\/2+CJtwvXTAeRQ7jWIv26Yla09IgikMVEitt\/8vFi3tFYf\/w+C9vxVCRVHesuozanRlj5Us9TafFX8wjAT5LGkO+rdVSs61609KY\/IUe6va+V0CoMS5f8kStiUTeKl7opncmiGSqTyIvXsfgEBTbr9cDK7pKOp9q3p5P4+k6feeKf+WNGWkLuP4zr7NQBuSHkq+Uqa6p01uRkhZywK7+pDHd1B1sF\/uoWkeZyXV0GHtoIc+ctzUXjlsMbq9rRGtOaMM\/ZZqNCxIcc2m3sE0HJtyxNGx69pZ2dBAl4E4dEM8rFZM10hSSuOX3hRUntSbbFCw1wFJ85vrLObkYr0UthJGOh13R7rkb0aQqtaADNqirsOL5A49zhFaO0YupUogGfH+12SPPUePeBy6YMj\/qMLfcSYCasC3pI54hPRADr\/5WlBZOGfeoDBgRNO18w1FlylP4bmZHyIeCN6R5tg4PEzuoSRYn2z25SOaohSDmPSTOsQi6vfF6+uQBWnuoQSe6D7LmOAHbyTdFCne7UzEJ9QFHadQKgQ3FsEVNGnZy59cfF9yVDE\/JDnYd1RxTYpWPi4fBGdZ3RvehpWe\/B3R\/5z8fqr8OOtss6RHjszuW5pL9gk4+C1ZCtNoa6LXJQEgLK0YRBU2Zhl80B\/kvVY1x2Kqtnt5QU3\/S00QXIgEF0EWyMZNRM5ly59oe29jRAJAvObINGWvq3QdyG2vLIeYllz8CyUgXC4Pu0FT2qPRrDiLwt6w3z1sHqH33zMB\/VIVxQGPUQy53My6BYEBjtl\/oClJGF4nG+yXGcHvPUTivLCc3xp8xOtagxEVpX3CEGIhKhyxpruQg0ILGY3F93Tg3YW53UyfWj\/mnYHYeKWcvj4u+9MyUzRs9VuVl9qAvEegx4l2zEeVsIH2bTjjxaqNILFQLhDzv+9TOgN7gp1orHK6PVrwOivB3wHzGxD\/5LZrpvio4nNyxsR4GTnl0PYTB8F34iFge8UAs+\/feAC+\/7C+uC\/IAqZ4oHGdJf\/UbQQD\/dNyCprXQy6PqxE2mZIWE72neonhGNmHmMiC3Q0YseeNj7xXmUlh9kQhqXpLBMNTM18VTSkN\/abQNNXOThKBCGINr74eJYogVaf5vPr1KniA\/26wvgcZoc80LfGJ9z1owGLEaIPkdKZeDDJm0WWbAZlYdDqDliQCc+kUE\/glqOfyn+vyWe7RdiceWxSPmIl7JU5Ofmy+y2Bi1Jpqml3tQIlVhlQGrPmQcgejrCN3U6vjkRjHpeA1he3N3Aj2IuMCvupGm+qw\/TTIk6PxdAmDC\/DpboaTul1SE31WSMYAhUzzgcnikyBZqqw+l+B+wLRfS9pnmE44LCozI+Y5xDa6iq\/GJZcU9rWYj65kdZBq6fLH6zHIceua+IBfIrKfI69mfaXas113b+1INc9ZZv7DFWpKGWvkv+VKTpMlJed4qDWKss600xNZmT0iBGf5sgqB2EmQTKtIL5YyfgREmdHs4Hh2BVlt6wpJay7c\/Ia+1JWme4aTxNZy35UZtBaevxVa4HDDR+CxpUamZOqDh2OpDv5g1AguxtNT+IPBI0rRbpROEKouUVxgdYw\/oEEWUq8aMer1G6TYJj42Nr3NqFagQAxw2tChsvoNl6xJlCwxdpeDFqAo0xC1gAeIDat622HNouKR4VMtZdUo1nMOWynKzDFooX4Np2OiCIMxikYkfyddnfBdv1Ak8l7uBncZ0fJYWWrC82Jx9l30WRpiXaWcDvkthfWJMmJ1D+rJIkMl0uElEQcgZKa6dnKGjA7CMQZNjP07VaYj65BUI4QAfdOrQfJD4ltOkekeqoRplToSOaLwSDHr+xuYSyyQo+bzF5fznrGJWXXwSMZM+uKJalLLKNulXj9fJN773B+8fG9F0H9JLPaRP7c+58T4b5u3o2ozxD\/ILwi1X6C9ilgYcKPo33N2O9dIh6xYCKkROQBnKMXUf4GfWnqnA7dHUiqOfWsjUP6bIVcuLOnEje5EPSQEPxnZPS4iRX4A+02CBhGCLa3YvDEdnrdXJIeP8UBfhp4TufReUESvA9HM5f0La4ckCys8XoIpXmmt53qHi4W0tA1L+7uqBAz\/knILa0V2lnDIFs6MpvM83lr7AVZ10Sr8poxK0u1F2Q10AnI39XN1Cf4blgasNi19OXD23Q0JMBP9nRA+ZgtiiA6R7xPXJq6SsB2c161kv6ITJ0bxe\/qTFh59Q25IaR\/XwGsOwfGvCDg7UyqZ\/SNd8iP1opUUapTDQSJ0MJ8xpRZajsJm27U0GpznpJ01nAytKUCz6Q5SYxgvZxjCFqeVQT4mEDJpXFzWw+HabgcgBKXh3wE7PJapk9hnt3VAvY2bb2BkDyAPyce\/0xCHsFE+tiBWC1h1SEOPCcpg5HfTSRaf4aPfvTYU0uWRUciXvwpnE2dIKIP1+houPQAHlfas0qcQ+enuHP+n2aYw7Fvhl77LM9kbQM8gKtF2PRN42gFNABuy9DZn2Vbh6XW+gpLWeXgHBZ7rDi9XCyiI98dOgCh481TaAHw34PmM1C1JWegxY8dbqiJJviziF+Rp8\/2JxMx9TDpNPE6j2ApR8rL0Y5mNi+ktqx\/fb4DSsxUiXbqmGO0jP24UHquTnif+Crb2H4M6tD97I+rkdIMlL3QgcFqFVZVoBh02Llln0etY0Ew0d9YxPKi09v4NI6tP5kQVndwSl\/e+0rMOLyeT6MbBe6EnoPEHF4Db3LPm45stNHIpRl35xRM2N86sZVzROLNTixC0V9tcQf1Vflfhohjw6y8Kbh0h7WCIMYH+IFuUdMMkDsX77HO2xpVyg7i9NjUCeScnTZ6LGp+PlH0pGd4Fb7m1AFScN\/NTCefQaXDBeNhjBzsMSbaAgmoQOkDcmlvw0h9YeTCXr8IuAh8wHN\/6sk5vP+09dZsaVDDxUlyJKSEvvL4jvsju0w4\/Se+sY+PBlwYBBX5GEIpgRHBTQxaPMYCGAskvmfGO2E+WuWhpAHQKWNSi6hqQ0o1XVZeb7RgNC0Nd+ZGkkaQX4riwRpcWbkc\/PzPZGj8S+4bl5pQRir0up4sT4lsnAecJaeYR4KhbG9o9IGzWhkMCPKSDOunZsIeUtyqFxFFqlR4Fw2P2\/C6ix\/yXJ4XqOFGXY0n\/6Z\/4Tvthh8R5Fxv0E8rTuTsnNVEOHCgpD72GtaRZ\/He0BBLOq7aHVYFt80hz9gp+AYYVD+ze5tbojyGRlA9aS\/kDOlKDubfR0ANbEmWNbPLsqO1m7f5wBu4R8p09IlPleKonKKsCmV3a+Ocyl+hQqjo1someCpwz0uSrfLQzqitMKMwMW20uH8l22yZQ+bwk+as+yem7vgJCYMDs2sAjfhth7PnQclXr4gSq3Ei1GEu7emyWdQILOrNflE8cSjlo\/eAcTsB6B7wxEgBd6z309ZAna8O96cnSMhHdSZt6\/RyZzD5KEbCjWQupNnlktxGXFU\/fyrWavJgPzye1HqVGyrhJQt6s2TSz\/vNpNDbwJo4W3IsSE0rdbybGf6GV1dKgu35dzlR65crVnAIjoUQHNNAVOIbigg+ysxTUCVmMMdHeZG9vr\/BR4avQgcLPeMX+PF8zKDerwuokGSSWPNWWmzccuRVX6x\/0zMYR\/mfAflq5MO4COPH8LWfgqaCzlKVrL2SWSDd2VZF55Lq4JYWFp7UnX0TcN5CgRvmBFQtgYSsR65yt9SWJW+B+y1YQCT9cTToN7r8xFSdR1yBYRamF1fXMiIioeVDojUdyEuTlDJv68w3RgqWtzn+wo5EL3BD1kz2IIj1P6+8uLZEwx0hWezpfWrLRrX7nfA7qu8WyXKmHyXv3v2kyhKYnoJPbt8GwTcMM12bt1i3RYl6vObHZ1CVNRts08q4VpnhQSOri5ohKtyh9unZtB0QALOshyLjD7O9hnzt2LejZFcr+3pX9kpMTDMOe\/\/0q1T3GgCpVHa0fZCE2qp5N8ZbH\/YmEsznlAZx4615VPdN3dS0ZzC0VMh7RyMOt316VItWvsk9QNmNRtTjQ6NNsMRdB\/ImlGJ1KM0mXR75O\/DyRgP5yhevZIla7UHv2QkOVnlISAoyz1PaHqWFOdu0kwaDLgG6UqkzGnRVihSGHcP+tw8t68DSci16oUZ8vuCxWGDIBRQo5pSY2\/Y6emuMdw9PWnzLl+nTu3DuZDUW24h3BAK2y524NYCzu5Fz3yQJ8VRaoaId9sNt8QZ4qBWuLOLTFx\/dWTLqyK51964bvOW\/KYAKjv6Ba5au3HilMRdeKg\/0XvsLTj5VygPSRLyEwTSa4Shj3QoFHJvsaS0zUHutfcdl5bv2ImBySZLUvOw4Txmqxry5GqelzHQKx7c9g+EmRHXwvdvmpJsAC0gEUs2xyU\/glEdKALWkj8R7LApZlULOmk0bRzThwxWBiizpoRq0vmdkn8ta\/wtF6NYxgncS\/\/ds9GVrb1uSNx8o7kc4VEgOz8Wke3GQzuHwHJ\/xs9o9hSBZjAh2EERR5M9wW\/rchwuKoiQbanRNJmQXZwfMhvuLhIgIgsrXStaTGEXP5Drzk+XXLAGtmUqP30wgfhPsQFEhVdoP1O9cKnlwEQNEkmGWIAtWAMuJFVW2LL95nA42HU8Z7JsW0hYsfpNdCFCCrhO0i\/WXHjunGTmzp0PhZ+dt7XCUarGkm0ZoYOf6PXG1GbzqaFqzRTpJlMQgoWLWM0fbgMJQfLRdUiCV0kkdNS0mHhJR3VTXIRP62\/0aykTxEK36JR0ta0kecgZhVQw9se6cWS4E8UEfkvfNAvj1\/BnuH9J9gRHA6\/n0t3QJR1uLXAQ20j2+Kxx05Kj1QmfR5FEdXtM4KHSPTWas5bnz1CMZ4F4jF3yMQ78EuaBtukXEQL1szibafJJrR4\/i+oRUeLJ0YstbWrGqGjjjs9hRORNrhT5CX3+xGbg2ZJYeq269qixjzaXU3QSrvwD+MvYI\/bGJqVZo0CMl0Wmu9KS9Sf\/EUEWuvFXjiG2Q93ZTEpzEb9nCdgMCbjqB1\/ayhm6hn+AV8w2AfyuIeDCQbBIWAN3H4\/aPPGcynfJNjIh0Synge4V5pv2m40nYJb\/UFvqLq0fDAintuTRbyUxC1KBslJoU\/RCeTFfDD1dLknoUQfWgbzG3gdqIiTSn\/p4Qm\/sgOB+UrGqM3Lg4qH4Up18UvvgoeJnPp5SFydiJcSPgOkbntEpzGUhRu70SC1HYjG3k\/Lnz3oTfEaTj6c6j+WToW5wtOLcQXLg8erZ1kkSrIRm1BzRfmorIUv+zh7Ai75rM9PKMwdoRZqbbEbguwaRZrmsq7mUInY7Ir+khuYehothgdeqRXRNTDsEO70NC7JNzhjOGDJsDdXRhwiKLZUiOvoKVorA0Cqesf9G3q7eRCBSuOHqUsyNi5i3GRQPmvlXVx\/S9DepIjINMsANIXeK1NPLF\/u761qsR0W5q\/P1kLwtV6QswUbJYFnTQoLbU7PHlsATxHo4iamPfwkJEPepja+H1SKrWePYvOzGkqIgJSqzCoO\/dJmEBmxByVDHK9Xv8IgzR7TZEEPleu\/dhMPr6Z5iDq8QG+8XgGWeX5wrMBY\/Y1qS8Vr7PqWXhSs+3172v6gY1NMxeW46jW6jGlZHwSMmHTNPZoTmbGxkxZCA9J2z2KvgT8FDnwjSxkbLgu9FJN\/iqq3UgjnbRjwpdR3aNkCi9wD+zt97d27aPZZuNkJpA\/KRCXpdqx4luYdMdJ01mdtRsXMiirZ\/zjDCxUSXun772Y8tiZvOfogJ4UlftxbTsbqvVjmoY\/MWeFn7FiHpoXRuSb5d6Fr2Z00EGNet2hPqQMKlkh4EB5zvkHXk\/QTQdbiUk+pIAWRnnWymAFpGOCPfkYsHVWHRa61I5kyb000NJvpTgqyPAFdUa7gRqjhlUq8tdUgexHKF+UrQVnuY6D46ZEp5\/fKxDYFw77za58sl+TMWW0jmTtZrUyVrZSMd5+ASoAQdbKrGRowb5JxN9TPnsuYzoN4VQyat9ijNJSSTdQUYUCNZV5ggOUMOgpv4Oenv5hF1pcWjE6isB0ZC+ek5jOhxZO5Pfafji4bwMy8aogDTGAPFkzD56NywupVjlJYF3PEGH19K45kFJkbIyQqd70azAVKNUBMpgrd1LEa18YMLHCIv3swnbK9gNZuRbI0KbhTmOSy7vrFexzEW004qaO8D+HrnWtfNvCLj33xWH0fTyA0Gi92zwvOSHVj1cQmpj0izUl9XNHt\/CQFcADg2SmAqV8hzUlm7JiWR4KczHYO5ZrLnEnk2MXopLeAAUDB0gbt57775L7\/sir5b7PgTJbp4dp\/9zc7+S3gqLlvR36d0CLusf9+2MlljCPeO6iSCnnuibUF5xF8JEpxLINdxB4lkAw9P3D3\/l8n0w0w0SPjZHi0bhvLA8nhnKmDkdKQru6J32srjkQQJq8IVQYyhS7BnpTCC0Ne6FrqD11fFTa9YEBEgHeuw2ax3+bZ9iyZtR3j1RKqowwk2FDGZYy1p0MlqQsQZ07VsgtketrxRH0wsBCp6kuPJr65cig3PJfvwtv7zY0\/soCHoTL1KVTd0jFF+OxGsCB+KZ8VtSTlwhglSLpT3CzbRG8cVA4Va1qEUWTJlVPJlMVhCVfn7V\/D8YRKhggP+lWUpxOlYgSYieGzjsDvF0JDbf\/0mb+C8PClMDq3bqopsJOCEXEWtF3PLb9kZRKb8pFq\/tqtE9BNqgrVTN3pQX5bWuusJjSHuMhEBk\/o0EvopXJVvUMfGj41LwgPd+Lxm9PEUacgW591G8cc28RwO2oWE3ehf8lBo1wtxq3Zodk2E+4XOYKeUd7hVAp3G+94C2lkGlL20PLc+4aWmlzZoYr0K3A+EWE3IqirFYH1bGD\/B8gphlUINXWm0uyJc9lHGVPkAEj1J+v2AmCiG4TwYP2W20oY2MR+wGQhcN5GUip5mfk2KV6JZB7u5FzAV3Lqd2IktiK2mQMzfcc+AroncpK2MFm3izIV0p2ik0A1Kja5PJ7REAEFKwHwd88JSYcWOLDqzo742gWWQBRgtJulfZxUmyOg7ir2z81WJt\/rb1t2k3c7HEG3fHrd5W1GASnm7o1asPQw1CtbR8GrWREypmVvyKewONtu1zeK2qWezw2nvDErNMyt6Z8XabzgpjlEfF7VCXDRDs69uv\/yvGRwpDj9h5sOh9YIRnQ4a6etv7n5ZDkdL1ZRlcTzWyV8jLH7ahM+HnM8g+lz7DH5555gwhwwWqEXTNuKqSnLqF62Ns+rKSo1BMP9KPkp3Jra9GB9rAF6xZOLnLImqvGfZA6YxEJjj0uH\/jUio4nWiBJNJleWgcgP\/babEV7cgdilc97EbAMM8kag8p6E+s0qTClNLxhF1qji5DNZdMCMDTPgbXG6lRrdTJBhh5R3Ey5BMlagHZzZFUiDbgULr+BRLipBdb+xmvbHrFewyuhJlGMmbEq3yTdzbSeG6BfLAaSRX1\/RikdUzPfUVVqogprEgTGC22u6ezLdKWLFHtHMxsA0S4gQbfwGd1GRlUcmD336c9ALGPEkJbgfgm4EGkVtxcGItgdspqgLWq1dkd7dfaEF0OzKmwDkqJ5JmcvRwCOyg5NYeVpHzMn5UM+oYM1cMaCgIEtpqxGXw2PHGYKFtdF4xykR\/vdNI7P7AJXpwOWZb4mUtMgdGGV0klkMUJfPcypqtc4UVWAXcvL62yjf0g3C0iaosDC6TiFIBnElZzzOku0M2hfRufe256aFOtFdjC8V9GyfNWKEaRh\/HTR6zC9I33ATCqGo4eFu0Rp+WbshV0G0xQTQFkF0Eoj8gSCQZpj\/La0vFNBkT8XooVZn49zmrkE1QffZzfvIq1v7JgRxqErKgzXFD96LV6ZGlePKmSHZlNaSFkxy\/YO6vh\/arfYrj8OPWuaNQ78ZD9YpeJy+nIwTatLWMfQp1B8SooJaw0xBPEx\/ODVo9InmMML\/3OTvFXh4zDiG7cXMhKZ2GziIUktDgkaT4riRHJDk5rvEg6hkAvlpmznIwL7Qww3257cDDAbDL3VzGpTlM6KFvG5UDMxLuJfpmH63iZEgPhYlIVyLie0Jv2aD0zYpFfKCpBF33td9jjlIgzOe22UuqTPWKI5hggIVjjOATVAQd8z1NqboG\/YLbLmAeekuelwvCAAXjaV\/n5I4hkav3fPNHHBYWuMgKTP7KX0CB8nT0sMH46kXFnec+YCQ78nDrBcLMJu9uCtQWism+evWuBb4VJC33T2s0GzN9LHV58Z31P3UBAGfRkg3+vBwHTghMDPyTt6r\/hJMO7Q5JgvwdIwR4KTNsse8vUOiJEDgIkJ2e622ALlt7uL\/XSRzOzqfxUNn77oOSL9hTgacT2F6PQYofcg6zIz4lCp6ZTYymi4FuXVkee3pkrBd81xpocUW\/dziYt6F28UDWxqKqzVStr6Hm08UIPozlg6+45dW0Dn+1WrSXWGO+pUf\/\/95rvJf5+Xlh\/6kEsNE5Ezkr279BQer1Z1kBqd2qOLe4mLr7NJ12OWrSBDurR7cilsqtqIRJA9Hb4zmY8b1ZDc9UvQ6lFhMgMfV6gzmchnScycPxbEO65nkC1dtK9KehryPad7QiaB82oKhFnBWWKPHr57LBzc2zA+Iyy42ZMLkYHmuQgJfGK1dRNUk3bGTXuleziOcfuDBOYCCBeat\/Q5nOu+Q6Sbk2L1\/9LvNgW8OzHKkBfM1\/HMsz\/2n8efHy5n9tL70\/vsWxXBIHF4WKhYtwCYGrMcn4JcYRCWwtfG9lhbgs381387x4cv\/TdFA\/a4\/eiaeB\/67plO\/y7+pzPMK8+m6\/upmQSS73zKuUmy9JFDFuWQDZSAQRIR2QRyi4m93Far3H0uDm\/bh8Ru3baxtS0y0GjeefIGkgV4m5kXlqtBwrRhLlBojzIRHKcjuahV1G1OX9LTkNvVPUxvutOq2G2QGntmbE9kcNR4Pu\/JvLn4Y+93mqBNGqx9FNtE5W65dL\/0o0OnybLBm5R3iF3qSWw08kXy5qyvtzv748pThACQCu57dJQiaTLF8CIimI5gz5+BLwbct4CqYHOXJBDZVD0bY05zI+bN2YjueQe44FzOCJuW+EwOsawJDwoB90q3fmcmoHn1cwFCiJV7BqCBUU5qn1SBR374P4WvO2+K8w6+V7jLNOk9TCJ1JiVkvTi4PvU6Z5vf8M15Mco\/a7e4+17d1cJRtxDBQfOKZzuQlsbd\/YDo5yTQ54V0AFJk5HhPwMZGELya5I3fpCLh103+POwXcYnI2vycjWLemD8vGLpEJ\/3diKGlNiGKTRa8OmBz5n\/H3koFCkdxJ9W3fELn7gq4IwBB9JdwDSN1qUUpY\/aDz4MfKct+6gFC5sZaUsmwSR4HGTPEHho\/ZZx7+lANBiDgkLu7w+kVVaAw9IUiwpOHl0HuQXZqyay2x+QGtySsybPzZKvTOEnWOnVmg\/wn219Jc6RVuxhLMzZSsGDBwjv5Wk\/O6qS+g\/P2QX4ktisPwrB+EGHayEkEM6xMxH4MQlgMTvf+KN2bzNwuETuuNhjFH\/ox28G8QPMXjKl+MYVK2VqDWNQFWgZ1PbW4gpynXUOhhLyQw\/71LoHW4OHsPynODPCfacXpNqjyt1uDd\/3i19oiP7KvsW+wfzl1GbKmjQKZFAqrJHoe\/qvHctNk+zv7XxVYJKeidtJq2m+eLtkrWDbFTEjfQp+1L8RFLkySrFSlPHLDneegBnjYhy8XX+k2rsCOlp\/M\/fX5aKlkSWpZgsGj3FYmT6MYjmJWpiLKMo5MkGNigzqR5r0qE7qUBUx47g5tQYImInUPAsggPPBoz3ABgzYb5d+oORwFYgN1mFbnlAoC6\/sHXzTuPibpho11UQgC40HQcF\/NuqBgzmXyvO9VinEhVFwhvGScVETQHgmH\/6EZbQ6n0hX8twidN34d5L7Ox9J9Iv5xreYSk9er8aMwUXNeeEd4omPXzZtvDzg0d+Gs8W36Qp\/4iuvcg+iajVnjQyjP79YmG3RPQMgjJA5E2XNlyrtvaI8i75dIOFxcCw4GlTi94dq4I9gXMVeZaV5izSnnSs2CJruJgMrvYrZIGhiJ29sCUYZfYA9XfqtjeSeaJan8sMImMahDT2HaR\/lODt17ZZvCB5ZPTRFBQyZLUYjzcJpLs5d24MUrmP78S7nW0o3BQ3OT02KDkrQhc+Q45HDQ5Ukf9MS2b9LSUnkm+HfSWT5jI2lYvtCmdJBY90ahqCvN6Gm3oHUwWKykTqpmbsL+cp96MdGGIV1cam\/9xGe4jlCr2JHZEFzwHXDuOjou9pG8vKlk1wvbQcruKAqxg3hmNMMx7QeY0FGTmME+c1W61x7rI0lNx4cIdu46OPNH6kAmubT5ofHH+apn9bOLsmRumHbvcxdsl4GG65BJgdpLJD6NorsMdJ+e5ShfQGnD39sGioQeqAvubiKYFAWd7Jw0BTgkpnfVb9sRHUKBABb+nMQbMJGMwLS7dpedgIzxZm6DJ9p7WpKfsfQ51l5RAVzUPyD3iKo5RsZRmXQBVK36qlTRGbOa1ik+w1X7ZhQO9CjgTHfE0XRcIp5Z+w7hmc4c1x10EJ72FQaHP+DG\/TQ9nPEhp+m3VJQ2b3+lzjZfTO6zCwmLFHK\/mRLYzQEUpEiWYqw6aZFPZ6G1WfnC6qah0j6zmNpDlZH5DHC7\/l1Dcy5xRf03TT7Y8zzcFL8F4BHoqtJSNQ4g4pp\/8gw7QnLcw9oYyx+OBWTdVUQ4ucjEDrxHKgTwA5K+gnGlvUXIR7C4GpFAXw3B5sMC3B1BkC40h39I+9tgbPqINT4xbwZcGc6yJ2+O1rzIXt0f0eMVClQheYhHHqupFkN6ctfIZeC1UPHmvJTjHPLRvWcn7dKUYJRp1OUpUEzDDv\/3anaA722AnNhjAUdt\/2BEZRlQVC0ZePhB3iSw6eRgsFFzL\/wSEpjSxRPwqw0EYH09YkCzA08Bb9sToLSCTN0fNzpKTO2HP\/NtIIy8UvqAJiOFgsu4XMMyh0KusTPqCDSQIrMAVZhfSKhJXPTVc4hdqzUzWt4l4boUeqxwNvNpmbuMmD4JZ9jjmf2fQzL8FscREr8aXlYAjvjkPawCQiFFn6t7lwDx01g\/Vg1b9wAryMKa\/L81E6zeBwiVvvY+vKr5tL+PQwP7Hr4ZpB5BKuoujiM42tPAJoVlRAwGMr8St6Oi0jXyzgkEjyRaXU4gewHxvBw7PfDoPKSdSU7R9FffqJklVTxl+nqIekXOW3z\/oM7AOMf9j6ieJdNc8i+qSBKjVGen8axRAkRcZekzUIYiJjlrrKgrDHzUOUjLZTXBvxqYM\/JAJXd7+tUYLVRAH+f0UKY3MSZowACRVYJhANXLzhDSLm0hqqxGGsyCJX6Hze1Tuj4dNDyyNTx20hcmkQKXx0Jmp4HjuaBYwO+JWAhIILZ3HyTXSeCRAf2abQ1WfUDaVNMFcgHhLKwxrwbZZwSZlmVCq4NMLsHagEuX4CHA9KMvZoupCC3MZ3H5sKbS6eV8K07CcoXZgSOgjVrdeQNIq\/wlqzwr4Fm69X6q9dSJy61QygzpCn0duf2jveBQrO1Ry9XOWcYv4A6CH8OumPnUxyRKkvFv5qVdMg3q\/sEkTxrd0YS7tWCvrVjB5mH0N310GqQnLS5K\/Whqp1ODV+o6EzeeXnES+ernhzV4q+zyvOsUF2S+nndfwzVMODJYR36VsUw5aLSxIY8IsTki0zC0NMsVRhPBWZwCxK3nVkZcj91jb5phyNTeRCMqw9NLL9NHfDwcWlgy\/uKQzdPoNXXqu0HoIqH9Wr0AQ15LEzEutV9MF3htQ1z9vIA4aX2srFa5XbelLyWgPLlA5loA6XeusxoEhfmoTj3lLBVT3C815DP04xNijkpf15FoIw4P3ZF\/jxM\/QazyBb8fL7F\/fjQeLQxF4mm8A1+lJabk8Dbh5QNKgElO\/L0ucbkQS72CX603Jq9UkGbyaJwy6Lawgd6+g5QL5iN0zvkbw\/DodSlEZmE9ICExjJjCgbQcR15aW0vdVB5AL1XgYypDeFb4BLtjMq1WX\/prTGv3Wh49zCdnZ3QURwD07coqaL9hvSJ86ae6tYFnlDI89PB8cfK5Ibbe42rUtrsp9PqAVTRJl1l1T0F0odXS7KGMULraLwiTH3MLj62K0iuROFA6YaR6IFkMMWs9oArILoUpAIjgOQaHAGm4YnCjV7J81nku1SQsZIaLCMSGnCkxQvWaoGD7K\/MSEjvVOPqaxfLPMhzhm+DlEOsX5MiRLi8TIRyDSpOYhI6Sw0SvgRQLmAbBPpKWGI0jpg+nXXbaTpJa2kjYI434jThpGf6BbbYEhFAUZfkem24xVH4oe9tAocnHvepbH8m5fxE\/gYYTyyYb7gDOVbV5EAjU+raanvH2joCAk9+Zi8rThDcUv0unPqkIdYDM5ZVvTJsV9dwwqWBlo\/sZWCdAKw\/kciL8lOCP8Hp0rvIhmBTicrn5vTxBjJa54YO0j42QJS6VIAaEh9w8e+uoWHBVhnYZ+qlx0kuyCtKTOtiN\/y26r8+1fPhkpY8aySyqZc7NA3vhB0Nk45Z9qtHVsrrGMqsF8zRKzXiZzwpruYhD\/rHI0ykQ8UlSA88DHrrHUHHdJa45ZGGaNPvunrOh5a+xMdVozRtuC7T98rGG1fci5M1z0qDrrW5pwC6vv+h+e2bABg3krV3g7Kg\/S7bB7Dy9Mz2g2nUZshluJPcE1sotgBHOyhMV\/dhVzdTxHfEaw3L5tf49aNP\/Mz5XWwcF8l\/9+Xx0nQ1zowcvRRWEQCTBhhMxWr5cuFpUOYlQo2l5Hct8AautWc7Q11fjD8eL7vZHol7dABwho7Hs8VbO0BGExgjWvrJm8\/aLpukl0jhmGwLJUGmpEt2kM2GuPL4iyFqNEEA72SveuVpHjZIaF22S2Hy0zCWMkx8CiyKhCWgRHpdSidhxThW0bHuUFjr2eAUFwN50EOFnrIa4IuIJwj8O78pyAtxkd+oBxwyZ1i9lw4OHgLjksgGVKgR6coInXX5EU4jpCJDjdhJYyw9pDOmmYUwGWngM\/qy7ty0XUg0+bUI\/cO+CA4qSL1Cz1Lpnz9T3JeTyFSTSMbQI4JcA2nUDlGWxi9MenB6gm16hawbot8\/GP4q5fmCN1vjfZe2ao66lhx3MEhm3Kv4wbDMpsiJU9cdT\/BaCoFE6TUq0PPQQLFzcHrbJXjlL+M5z9C4tDmqmv13oEKrtqKgM2+Ynk9\/cP\/N8irdibc4kBwA+L2H1cvCLLqpjV6Sf28LDa4jIf4Ctff7en0Y3aoo4JooSnH6FAg1VA5iBJYgvtAkl8FCMTY+2GoSBz0+PShn3WiEZbe2wBhvl7JeJHTWvj8cnxQzoWkmGFvw5RL\/FpMRIEFEzHsLfCmvf2ywa9uMJxQTKdbEMjxomd8uBMEe9KHVfPCCMnLLQ41sIM8rtGYYGnNybD7pU96sgnxOvJ1X3zSaFqALfsfXgSe3jvNH7oquDy1kPoD2EMLo2VIRfZvt2VtauCbpq0YtZbOOtrQ27pEzINzyRzymsXzzwUHqzXrMMIvnWLg7qUlOC1VUhebufKlfoOExXih233suGq2nAqxMxXn0vbXtGoOF\/8YhAML+7vKnf7jErmfwkZV5ZNX43J7+p96gG8kBBMU2G0mbqYW4HPc85ItRWnmE9R1\/fiSqxCBaQmiUy5iNHyD45xRFJVd65V5nZdCcoJNNyLUEc96ya\/qUND++sKL7kVe6xrOLDK\/CwMY3GM4b6xmsz1OPKYELDyMu2KU0LFo\/AikwtYjD1UoAVJcT8ot2AmkO0ybo5S3nLvL+LSUUVUXbFmOEeGItsfnYcRJnSnNysDkybXZxIze+eZ4Q19kbqZNeV\/jDoVJQjcmyQEhyqnLAk+Q4RZZqJNIQahWOxVDaVcsHERPFTCcS9xkXXhsTkwiUz2lo7SOsgxMspXVdyJMb5tts0esrAG9CKhl5QCZqe5nc9QW1iw7XQbPD4HI95iWLWrf4eefM6bX4lqqYb446bWO8By0c8tCxlCdRAi7R74b5OOGvH6FTR4vME\/xftlXggS80wCIYzSAr+a3y\/LyWFyIlOLx22kcm0BdmQ+8heTV1Fo+DIFKG2MtKrR92Q5tepOONRtaWTxol0TjChbw6CeoAvYie095HFnLWzHYWoPd+de2TrC6GOR8k7N47TePeJOW0DCvi+JhZ1OkxWrZ6Vej3zPc2XS\/yLNqQSZaMmmi\/+CFrtDk\/KIN3D6gH5Kpd\/ph7Qy+bnAMHzAWZ\/1N8FVBAd2IPbuDNQubkWFAh5LXTcotuWNTtFE87mAxWVCAKi+RKJMGehvVdfMSLeBkrOA32gxWUQ66nA5M5zzFaaPxr9BcfU1ueJ47fN7LXxCDrmf7wjEE\/jBdcfv6ygRskT9PSymg2DKRa6zrJsBW0lZk9zFxWJGhis41I97MqGDNV3wbSMUWJkmdQB3INf20Rv\/8iwRI0REJ\/VUDc3tPCw+qEK+wztqtvft4LjiqdBe581RFoXUOldZ3cISFpEKEijUqrKw8RbTn84U65DvQhrWuiW6ieX3m6HigO5seK7yuKt0FC9M275UCYjEcgWtb4+odGgDrr5E+3z2zb0m6hNUKJ4QnaKUOY0PjEHwKSjhr0RYmeyvx7B1tgcA5Db4hep9Ww1\/G8yImN0aVG1+8qgLAN50ofEgeH2seJrAz48iurYEhtNq8emmVodibtSrucjjOZK27nq7QLryEAo2\/RIfxov5wYAokI9fJumazCxkyoWnKoktO8eAQgVyU48B3ZFxz6rtk7vTb9iAUPZv6VFxM6o9CZYmq\/GyZ4ovjKv8Cxf1pMxvJKjw5EaHw5z1F2cpo1mO\/IJ69PSl33PS\/VL6glsyEsrhirBTWsi6Tb9w9\/wakZTVGqP35mxlfLkHsL0nbHL+4wm8bJ2Y2HQD+XlRrqhkdITYYvUSGjPkvxg+K9b\/U+2Q8sVgMKgcE+lrT8+1IpSJCBFtfDwpJFFEytcIchXBRN+Z6muHo1GdDRKvsAd6CCnSh+PwIKI9WTgcgK8TgWPf7nDl\/F5Yf07PtJp68STopZ+erA9q\/ikTEAvHt9fQPGxU1K\/SD94fICCFNL4dtryhXLARof2+VUYv1Qts9iqO4NwvEE7j8BjOBxi\/Fl593AL\/7eorQ5zL6hDVuSsfeZHPK2FzwuYLlVby\/NXYpYG1GdxFVZ87PzY5plRDIC6RL+ghE1yhRQyOgaKF8NtyXuSbk7+8qVovTsmy+keTkG2ElPtGofDbNe2SwLiq3Ms03mgY7jqvIoTamQrImHif+eN+JaA1DXWJVuvHs3yi3j6bS\/sgrJDN6eabXMWxqQHc8l6EI97dYHa+BXzvBSAhQQzqrdzThSz0EE0\/fZ2f6nA6AxSooGTZu6YyM1t7jQXFUiA\/c\/VIN7K8EFRBmJ6XRYif7psNgtagUTaFAv\/ViyPFr2+j0f5YGoV1Vs5i8b\/EpNl0uINb2Z\/lvhm2u\/w9mZjmFBVhQChsiFwqQawEB+7THNZF8HWUL82H1zeEiGJb9qP2DeTeEXkLMOvbbPU22CGRGiH560r2kjDv5nEWrzl6cfTayJ\/1YsrkMX0BebLNuBd5ohB7VMMMg0bUsE4yP2zkQtvZVbqHuIw4aPm\/g7QtJ2MNj6kfGIrJh+0WnATvERZuiAr5q4N5EgMvMaXBVylMGlEUxFZlT3mU15TwhAdLhfnpcxWNofTa2Nh\/3ji8PRh8oy1aeLWtsW+BmhHwCN6cZIGjswvv6Dk0L84LnUbk4NVr2VaA4TX8tS2ESzuRVihbrVL0i7ZEW\/MiQn+8ls9q6+uFjoR8q3j4Gl2+x\/lcFGpX8hmwzRu24HoPdlWKcGQENdw3Y1hiH3WEq3915OGM22yV8x1s8TUBEFmjtOzBJGMZ3YujGTqnUwLK\/VV6NzjM3thqi1rnHjHevEFsNwLsi9dN2uk8ba3vzHBsiQQ5rvakqK\/dzuNLma1nwVRl4g1NhZ452b8MUtU1mrxDlW1\/pnxKgdLIX7ncTYbT1DNuuFrkkEJI4KWrOojjPp+Jz497Hhj1NV4pv7hmt7vhMwZXeUJbdVOeq8VjBWJL6WiumrjUn+JV0gpo\/t2wDHa414ogbS4coDqMsv+b\/kpmzhehEN9ZCIhP9BBeQjsdaxM2XfGMq7\/Kf37Wr5STHe255XXLh5hVAyRajsPzEoap+Nt3rCWIFJ9eN3s\/FooSi7acLI4K2CHIIbu0o4L0UuceKuj3RA\/Dl2wNNXxkn1D5quC6lblW7EVNC4Le5P0XX+Q8Fe\/Etw4a43lKkmlZ29xCNpTSWyPYPWs7CJKaV270Q5nkjeC2ZS8q5Q8cyBawLcuQZpqpEyxdZi9XtSnhf6PmV\/wRH\/YMCV\/IXAq0o82Wvr5VQR0SyvSJ9uhz3ykn4bEfb9Ac+KMhQ6347p23aPSLoayJU8o5b0e1eE78T8nvvC8+JVBK3bTAA7MbIv5h\/03fJYroICt90qc3I9uRDoNO1n1moqYZVtECRHXONUhfstUBHZqHAFWKmmfTN32LBm35tWs6nTt6DOB6wxh0gV6eDIk\/0IaVVYGMU\/FBVM2DHOXMs8\/hMAUVQt7byJPUTSWmeqbrGpfxIP\/E0tRDFyVr2wW3M\/b6ts832cI+iCJBnjpVYguRyqEbY0cUFfMKlK8XA\/nulUj+Ipgn8BaANvfVS0g5Ey9KjZnrlit9YfWawv2izhUuA+fAHHdj8nU2aixoyclBi4cYdLwL9bY\/1okdQM5xibB\/5uIp1ewDySo77p2L3SwQNizhqlEJ8QrRYcy7BRFz1Q6pXp1pLwDLRAniYwPfdPcsKnqHkDBsWUW09QRRyBttsgNIjwrnuwNzrT0Kdg48HLN\/ZcWDOnx7d2Jb3nQCY\/DWr7zkYdPhvK0Y7XlIdoei\/ijx7k3TC52ikzcJn3CxE2WevJ0htWCW+IFR15QcNHtddwoR0Vbwjv85SXeG2AAOsvnD7jQltre1wxfELX+1og8LPfVynjrMOIiyhXx45wTun+xHjMZ\/KIRYqPhmMErd0EmrsFQGRa8KNDT8FT858nRKSbXiD8coS8taeUdOLc5LzPZdXnwtf48N2Y97gscLj6ywBDIgl5746z+5ryZrMepaL5bdznUd0lZ5jTnwNz+zKmB6+UvhQkUKJUVgosy2G6c2ol5rycAtw1TnxjGQZQphNZAg1WcCenOZUve2cv0r\/LtPWjZUJredRdeD8mEM1XgVFgx24kKnoU3478ih32F2UJT6luRi2BPgGiEF+9onMDEzWTy7wXeAfXxfcaDFnnr\/oTZye3PtFpae69G4Yrzilm5uDqFjY2za4uLn0wrGN+yT7by7RguSRKFfQ0EJjQuGS\/ZGlFC1QKrYiwCziQk3MM94v1Sxu0nE85dPRlKozqNs+Jj\/J8DuqFwSWsCvRT+eoO16YVVnlIRZMKqhL2XOwaVymz\/8Ep4\/PVp02fVruJ7rrhC7aTN80oqlvXAzXYtiScP0Prkh5MTTXjwydU4UoJB1CLyEXRSY\/qzbw7n9AkArTGTtZqSdhGwacgOU0c07g+HSXlZGPthSmgdc2ph9A\/MDVQsXYeaZlr6QzUtrQGS8m9pisFHVthB9FeWethlwAOuTnFxwZ8GuyqbSuofRnDzO+AZTl9T3RSJuU4o75ml\/F5LWXy2NXmpPPBVh\/mwentIeAR00qRpUtWXZD45mNL6tNuX0Op5KRZqCl\/zcPaCDZH0zbM7CdMs3o6aYzBSEf2I+GhqS9f5OqlD65\/c7s1rwx+KzTcAX44ycniFzoAD75jNuyKvde0rF1J1NiC9NDw7V67N4Oou66DW5wpeT0hfmcLnOcSkliDPSS0s9OdzUPr2n6dYJW7UdfYqpZrlwBt4XpM\/94+s3meORRN75MEHNU0nM1dqw1rZaKjc\/QSRWmx9iVD3XVhNixG3zK4JfRkXus\/GnLA+UfOZlW2dg7dAoDvBU0e5RP1rqDz3\/6Zlnbo80KFgnFEFwdcadlCa6DbBZ6+irODtmVP6Yqqg0LONjJk9IBhFWG2Q73jKt7MxXg7J4uGf045bumWPCebLyufFtAVlqZfKUydGjd+eFrTrjFW0Ca7M+c6TfGOAZldCqVxAsMsB4afqLRCKRg2wltbdPjfPcAQ4xEfijFCuHXlWfhkMeJMYuQDXPOcbNOj\/BQd8aFF2dC5sbGsryGar4X+HieFxdtnIoMkvQ\/rm7SKFKICRGUel\/jzIPQku7hIxCJtKLONtj74l\/lgp6LZpo\/IfNF58Huo8gkfqTh3kp4qtZhwn+34zxvep8jdFQCkTW21bIsjZKlDAz7p4MO5dTYZTfsjcsGcjdwhgCNmMhX5mF+qtGtm2b0UTUoIigfiuM4AttccHpLZI70Wg301Iv9j9fBDT1GYpVXkNsm2y2T0aYbjPManDHbdot5VL62cS7OK7MeeIVpKwpfzcieZb3n7bKl96UeCo0p3h4PTuO38EQGBWOjUk1SiasSvsbLhDHIVBzuJdSwIfu9y9uX37eI6Kg93QVI\/85jgrGQ0KHF7DVFCkaZDahjaL5sN+fKKb45EZxUIS\/62KUmQY4HpoMihtLVkN4JidL3pjrjqqlqQ9eGIfcljiAjzoVi8ETNg7wCrSbPyt1za+46LVXkLycCC6oFXJCHBZv5J55f3Of3mIACJ80aYOIR68vv0bnbdalEsjZPmk8ZGD\/GyzwuM6a3ihD+rycEwixCWEf9uyF29ALuq7\/jOMG+OGdqJxhL3lxrklwg0hdB6RcqeGyz1UeFIdYkObTo1iIWGz2PjZMh85vjwm3847F00iNqFAsEAdMXQWeg7k6nOiP7LnIAGyJGjrlgkRHqPGgCWei+yDR9GJIdWTGk2ghTX3\/SNdJWthXdpwkM3M9YQeNruoadFxPKXRIBBUxBa2ALvIleo2gq9757v278q0XXyT0BMUIqA+j3cnudpXtObcCDp5kOYbYWEVtYYkHNP1F1eYF5+IjOn6imfuGvmb9ZVvIw4Hmtf+dkf3Sz9zJ1BqKqswq7fyZnjKedoJP5hoKPT4zYrWxQ50lNMxnamkXrdxHLvtLaaMmQmcwe25eg4NJWt+P6JDVn\/A1essnll7c5cq1hCKECkls2RiHxaHhcxZTDBxAvJ+rnrRQiFdgUTB\/Nb01FgFD7JWObpiJqCUxfx3U\/5hWfa74QQny\/5iJ9L3lKPm0C9UbQZ7AuNoHtWTqQGwzZa3KETjRTm+SyI+wuAThS6yzpspofjAjxM8q9cEVRWjwVWTqcv6qqJ9HdzOd9pFx5ApPHDLzEIsq8jnQ0OqK5jDF7F+pgsJer6+fI0IzxQWzU0AP01zTX7vRQthhi+FXIBPweQUW8pX+Jw3JV1KE8z+BJmYxj3nL4\/afBnj3mn24ZPDsvV1Z2VJoh+gHCfnWFc9p8NZTV8oPH5dnJlJUbriVmthnVN10SDBrzGJxEO2VBlHN\/g\/VIF9S3aU7pTamgTyNQ0oib0Py1yoQyNMQfDbAJzYWJ0IBNhehWwR+e6mnOJMbAo\/f3FXO+w6C\/aCB6kWNJlz4ZO\/5hRV3prOmzfVgEzquXOl\/PKBqedx2fR8EuqR8JXQu7TpoqbMcLyWGxr7jMtUgixt792ZoaL7PnEjmrDdD3z8DNnDp8LtSyfW4doxUCshSpCdB9m5MG79ezhBYBcNhhhGVCOi4iXgDBhJVkETSALTVzn7\/vll7RmGDwZLVohzXKiiQyTyEQJnML5Dm+MbSBxZkJeSWHqmDpWD4n8PzD7W9hkmxWao\/JrdLlzwzXvwgqKL\/hl4w8S72yz1y9i9GE1TSPH5Xq4XFP+LxHaSna\/KogCu38ANFoUaFaeks91e7hFjH9mKenFeqvR3sVHflPoD8Tuxa5jnt1m7ADyMTTLgIxr4RH7xKwX+79bvl3E6naZCuOqMcTcLsUBzYEwGTjum7qpraUGXepcHCxDXruNZc3zUii0LnlLFe1ORj7js55sr4WlPFl8R4z3mITiubaW08vHSzgd8tETIzduW5jyhm79cA7\/Jo9wqlMjkRSXO7aGPeI320lwMTiQGZAAaKNhjX6Y9IeOHvsnO+bKTS4PrjqAJ\/q0LlrEgpxXSqNWYoni3NHlMwsgBba8PPx7VfgrqC8ZLsJxX8kbNGtxK\/jLt3syqYuD\/MqN+PbqweM0I+KHvJR8G\/uaFU1t1W19\/P3YSHR1Nc5J6T9sqBHj7yPmV4Jbib027Ql8ytu\/Th+Jx52JUl92dIu7QX7vAEIg2v\/3x8qCrpTMJwZLB0opZBiVNPwgvflvSvYNtkzvwd9TmH3JZU7DRFXljKgh3TEJNfgC9t8+H8Ai0jsfDFi27NbB41X20QHRobZVJ3g00oSe0da0HmvBztkIaqUEzZ+pM2zKnJjdj1VPlE87j7vhQaSJueKNg2rNQ5NwsZHG3falK3pEcamm29U7iCYI0UfVLg07+N6wq3Vtbu0MplM2aqiNDJ8sBpQ0S8pXb2eINRhscNdlv8D0Hwyz91+DoTrSeNIQe\/lGjw+OZJw8xMi8Ig4rxlOY2jE\/7POenVIdVPpjBu7l4+wtaEMems984B+TayKTh0q8txB6JNTuDgTqY\/yMMCe4NARsyr4HPj07C1mRHlzrtZ1wMUKvNcNmkykSbnvGMPAUEWtXjc8wb\/0m9Jc+7hFuaF9VX92uolzEaYFVNhpy+rDJwIL3jvOU85kvu+oAQfvUoU245OFR+uViQgpesb7YDOXviGlfli5g93\/N9P4NOJTGk2A\/03idncB5mVQI8P9TfQKnlpHfSD+NWbZkO3BYZeT6dRxP63b9PE9t6TuKb8PjFQxiMUmMMA2Q8uJ\/m\/iX\/YXuQkNEfspxxeXuaeX0KxXRCjiCjD8jbZBhuhWYCxPwU47omdQdxl3Pm4QATgJDiKat3mbLImjQgIDmyFjeFabr7LfldxVq57xwvYHeMnOX3EKmmeCLTqQBB4EQLeoZd3bSfHl3sv+rQkgnP082\/TlGPt\/lK5Egpdak8tMRz\/vGKjvxSEGNxoOKyo2UB4f0a8htGpApd8Cehebm1rcNLsYCe0satME4Ush5A4TJTKkSJYVsIYf1Z14vGYVMPMqqvi9TQfYGAEtuc+zr8rQ7DZ5TMUqvLtRq7yQ9\/QZtnRDkqdBAE7otmRZwGGEQELOE+XNiv9nELFoU8W2jM8V70WW7VzRjAaW1JqYF9oJkVZwBzkfXEEXfMWX6txdM4xj9GjffcZkrfmBYQQj2gigDFOA+e89ZG6yDMjSbgoJebO89tcRHVLjCHt8rPwVmrWwhI0Wfm6ci7HeE9RGTsujtydqFKMrSA2ploUYT3kEBySrJS82sqyMGAYnvs1dvCwJQFCndD6NmC2lJWfBaDODcnxLNGE3Ss5b5z\/MCLr0RWC4RxPeCRdFvz+GJ39s+\/\/\/dKWJWmczcUDX6N3SOx+9+YGpM\/Em8dnAS5c4pTxFjU5xw2jLudwRD6yVNZ2xEk2cU0hYFvu5W8BpI462KW0G73HbGH\/YCE7VQlFi1lGT4Gbmy5AG\/3iozRpbkpPBym6hdsfX5FWUTs2\/mExEylNysjbbJ6SMgTniFzPc6B9ypWJORcjMdrZULJCjaSgZeQnQR1eXj5M8AopwISbkYV6m\/MzFKUEtJGfW4CYNsg\/hDjDp0V26\/ZQV3WD0CYBvxHNR4bShhkLnXm8h3NtLcUjMewbcQNRXMnPJ+fRNkq7WwBUK5U2lu+YzPbovzBnUM9AdiOUyeyuWwAtUSobOiS5k982AxmeIy5ztNf2FC2P4BeVj+tHFgGdCXVPPQCIGw91HRal5JSoe0cGc1nLWfMZPnyuAuJ0VBesXZVoVOUk4C8At+JuEarKi1+WFMP+D1taiNfZS0nPJIOR1+xNuAFSzLuG+oWSy2W3zylmQ83Fnb1CxANAP58kl\/HmwKdEQ6LcCLFfE+KJB6JKQtRZoskfUShN0v+LM4YbGdUF4w90tlHKZkIk3XmUAYvznD4497emOAvqSG8+dBk3m7MulfoXL1jw7eCt2mhzr5\/LOLyIZxu7oJyk5vGDE9txM8vlltRU7wi+Y1mlU2lsl4FhMFb1nWd8WolA3HTlXYKuw7hcSFRL1K\/AbbCoAS8ZWoHTqBShDnVeO3oTspKGKFUraXF2\/T7\/XFyP2LvW4p6PeQf87+9Wx8rggIAOVcfHt7yOM9OLq4LJ17rtfQk5XNZNP7WouxRsithMT8WwDWXgfJHilwU7tHkfhHRZN82vF3x4k1DlhYTA3yqgATiZ24Pil4oGhQZ6zGtkp2QIr6Ci2ItoLbrX4R5wIl9x8f1AyUiFCJo6qRE0cTPXIgItsKEt45RuxjFPQdfp3LuX+6fJ167D3PysZFQ52bHSZKVajKKwtFMIqfkqcfuke5s9k18eRavan9BtMN8GsiZ9qj8jlHt39N5z58o0X50cP7VD1iopd+XquC9X0ikC9n5PZWYFEjJiigwp2HghT1SPYI3jRQcybfjco1eQb6sRX3K3kONsBt+JF5U8BZcpe4FK6MSu24zOGcKs9JIhVNq\/gh\/cVQ9XQcDW+JBOU4MXDWEQQ50ixYJemTTkRlf2U06+dwfHvYweKtVHTdKs58IMJH\/OVJmqNA\/XdZfekUG5JWzmiY1y9oK+4z9hyNj4qvKDpA8ynUspo1vc2HO2Jl7TexPVOfn3bBuwH6UamKbWU3WVhehSjyJ+b3vn2H7ZSqo+s9AvveX5R0OuBCq\/HAPXcdufBNZKF+asII2zdq\/Ip8+hYbsdYRpAkFCdQB4DLZdaC1OxdmipvCN+KES4X7YYQe3WBtkc9AF7LdyaUXzRMprHDs1KbJsENjoTcTTB6tGs7Vl1OR+oZwvV3wG4OuwFWBc0ItQB5n2D5aJBDzqP5y\/tK7IpLNxTbgJ3HmYb7MVMofWId0NtKNSn9b0x6BPNxN\/1A6NBTSmlwKqLJrTtaAgd8RPbQQpLAg8EBD\/w4hs7BOeTLPk6i5BvlLhIEnP9FOf4Aa90o0edc5OYt+sCRrV6AmitHnPUT\/SIae10TJLuZ2hWyIiDXag63PnBoDnh4l8EoGLFL2fN6G3XssOZj2gor\/dD++LDG90+DQGyh3sG9jZQ9ILz\/bKlU5mwkeDT\/P9ajxkknNpweHDx15SJtx1PhdWAuew+tKkKsuzaIAfhj05ha4BIt9viZIA48IgaWHENLVRkrVUDDDk2TAuz3yiO\/6X95F2359DhK2UAbyFfc7DBcXI\/bslQEEjW\/HgOik\/IMKYlHDbjapMIjfqf89mNOqQaclr0mtUDbDGSBsJrJQVT1b5NuKdKrZP7ezcf5aMJJsxxWFTukSE++IoCYU8U6GkrIdi0w1K4dB8hBaSzffwUo3qjtw58JTvywm9smH3BggUrQM2PaWlD69UQ3YdoryHk13ouUEjycMN4hnFUn\/hzDnFFd5ux9cJI00Wdgzdc8JoB\/KOs7M4ie6\/71GKs9dytluLjyyDSfrWvLas4BaAEBiCZXxYTjlxwh\/Nr4Zb+oTWvuxjNwQBr2KoSjSFYTU1rmA7tgNVPQ7vb4tLmxiQesgCWZQD25qW4ISjw2XQTMHgm2ulaDvs85V1ZjL8kUA\/7t9J4aAFPVwd2FhbKGEuCf\/hH9z0W5dsEyxDyQR5PXtwNiOk0QIVvcBhdDyRz5AX+LLjkUbWR7QRdxcvRtcJr309in7p3M2Cc+q\/S\/99i1T0SDp\/ao1Cgc6utDf5nn0kV6oh7S8kuj6PjOcXEj2GOauLSGdB4QMjorEjgGD9uSQM3q0UTzR0dMESdOlE4plj9gFR+WmKq0xyC3bGk4I752jEWunhbTMwFF1oNAgevR261NAub10E8V92whRL8\/F2bqaTgbxX1LQyi2PKmATIaU\/OpgeLtIxK1L\/ELBZPFwT9X8zCmH6C36ggglYGYN2ZDCQSMvPYifLZld06lUC\/6Ih7h\/pB0tcucwVIwLp3qWrCHXi9Au2Dak4lKCxII8gbdEvZym4IOO0dbz\/oXGlJ72Hd+oEV6MAFbx5ik46wIycHWyGdRyJ6CdizRgOqYX0rQ24zhmT9Sxo1OiSRq2mjX6iXtibGJodTsZ\/KFw8i4qZWr9bngILPTlyMojDg+g4xlzWjbj9krQp8Tp4Y4nWm6CSRHzh\/\/a11jnn2UuP\/YKtocnyalT5IiOfF5pybdsHEkL8UkoYeHu6szFJuD+hdViE4YRQ7kMhByY667UtmBz\/tAuI73iA6006rxZpM1Wj\/jfk6QGkz3cO3l7dhL6KY4CiYEDi9jZV\/3TEXMNCbG3Le\/bi+P1d9gjvsLTu3lvuapUBLiXSNDc1aJgQDo\/UHGcWW0cn5WcShrT1wCK2h36gaJ2pyFdG65sc1ZheWe38fkL\/r3ChZD3hxcrwwX31Dt7gl06Nvnp2G5b3RrnmMPkgTxoiHDFmwxO5zvvnLorbmP1HeuVWXd+Ex2VDGb0N6HpMFjtxwZK299Ftr2I1tirHsHDUnNH62ljqsEehZ\/ngyhjzV0\/itDzKX1QcYzvJIG2f98j3LFMB9HH0DGBEkJUSbKJyaDQ34AGa5GdihVsVHq7DJKoZgdHoKsH1+LzIhIH\/Qqm0dcEmV57gxEBmvz10A3JDpnmGD2\/WcUI1LW2M2uOQ+7pmmRfml\/5Z8mBpy0VE2wID8m3YtXju59tNGywszHZ8l0uJSlsnog2\/PxBsOynF3gRrnT693xOse4mJp\/7p090W\/tCDOmSxKkTIAYmAErr7ZSXMsck8zCfdNcfGHZDpi0nwqR6iBG1UyLTP5cIQN+3UJpLpp\/Pe\/AdTRMjaa83XpQ77yVdImbeuSDXL076SGgLY9wrYbKgeLtXzEFpDINSm2cpzpge61XMmXxUwWCQRgHglgpTrXyHYo\/jUfRtl7ULGspDuWdI7AopHs\/PXo4xqJIHN+zAL\/k3rsR0+YD77PiQgBCSj1G36QmG+qop6qxV1ijRxZCs6xbjcnJaX6y409T4EaRqLdCuER15\/GTYE0l1rRADJsseJazDyRx1JAdWm5+8xApTkcFTRkKnyLYB1NeQ7Xu\/HJCvn4zU2RTL\/+EstxL+r\/W+cAHKLzZ4wP5r7JAzkHDXlZO9aP3b\/0Le6SDfimJ\/IAnQZ6qxtni2hrsOBdpMck41rDREj8MJYQ00eyASIyFzLmeNzKR82G3MRmkclgrw3vqEIyCIPutNWgZxmBPcSV\/39BxsXH8Lo8BNw7VHg35DNy7EUP2\/sNsuIg5vEKrZE+5PdHvLtXBEnKKLQQqzzwA0Xczhpm2O9hz+i2sESBs2hbBliMPXzccXL5oxP7GVtgN1ELPkl7kTeKQ2IyiIa9wdvvqgemhJbt\/XFPXNFgZ\/hBLtFOStLpnGXWjDnZRaWzlCAkSgM1YY0ZAT1a2bRKZDNVQUunwOFKm52VvVtcv8H\/NsF2nLtNhJuMr7Yo7zKbsG59bfVzFrqSUjgJaLburrmc6jZeL2jOVZazgri4eKbeCo0TQfHY9hYtdLuxP0GeIUIjwfNjtoBBpAjxmIUC0\/awbEEpY\/0+3cBz3khfWejpei54iJwkLzh55oXuU6rJ9i5iscOQgfTzHXHmPHmoYEHUfEkf8J5emb+0fd\/I7P4cS\/5o0VWfyJ3en3q8JP3QCrudLCwe2fD\/bwYCtF6PDAhUBFX9lmOmz4aQsXK2XYmqHerAfGRPjzi5Ev1g8SNwoMRpVzz66SLfLTtvaMNrQuK1tuEMiciaynQPYsIFIgcucSnSZQ3eWlkNUqnP8\/ulMs0A9MK80HPXa\/NR5OH9pb0wza6J7Ur1\/gQnFbk2SvPaOQvtO9PS9k63DlFAzzY92IHkn\/MnmX44Ig\/j1dM1VVKyQwFq+rSX6XjjzCTeXrzOfAo8bNu1oBfcqPPShKQZvXK6toI+JwegAz\/uH+100Nr4bI8DgI9dJN4RqGZwFOJAA0cfWjGEs5drN9IoeRdKF4Rcy3Qf76mhszQ6I9nm21B\/nLKPxMEnTUgzjZgrJhBS4wNUM455rP+fzLCqm7aXakdUPc5v1kkUdxQJPKAY\/tB8aC3dKndKmH8PwUASlolmRkYckAIuL3ohWQpSLicKXkm\/36cabt0eED3QGwlSaCmuPFdVKZUB5vAngT93+A0JBtGENcTdW3LirdacYBUhpguHyGGXyorQTdtcIBGRCL50QSstCcw3FVo6Ql3nCVdyZ6k9s\/mRkKgUf4MDoxTLjBoaJSzWAVi\/JAz3v3Y3xIItNrdKfhaJQKvFRhr8WxEv2tBLjTnkcl4sqHtG0lr7SF1ZEHQRaapPxX2gnV+xh0VhNA\/VYo5V1YiTqE0Q4rilLJY+ysANkaesQI8DE9HR4bpLh1MvR1k\/qvTYG8AZ0P4SCOwMe6mVNpLgI02\/W3P8dQeDghc+srYn9mezs2zLZCCAleUeEucGSOBiXL9Loa\/3\/9MGg70hXl2pqp\/CMME4WYxWO2kFpenKq\/KczamyC6PU1VhNiHjP7vreQVNxofvHNOVYj+t3D0OXYpeWsmXv\/FtKzgnaBygR5itkKDjKhR0uQnkYkPnLUvjk6uuf7BKlqe6fqX3AFT2PMA3C19ry4EFLuxjMkV7m6CUirWC3XPEk2BQA83HKWc7yi2vZ3pOh2LMEDH7Xekf1QR2DTxd8OIAaBDKMTPEa+vb3Jtouq1MXqJ6LycyuIb0ppo\/BMwgJGQ2vJGJce9l\/sH94JCdbHfs21BEWAB1\/RfZiJv0Zvye6PX2ZxbmrYGuYQUGl4RiuNiNJQZ5RD4EzirDfcu9WB+k+hGCIS76h2xqIVCrYcdPQ3IKSSwvpjJY8f1JoN7TKAWRcWjfXVrO\/KwH3gGHl7Np7eSmFod6ef+t8k5utbctvzeahQ\/h8dnp2JcUtx3Dm5Q+tw+v2KpVzcdG579RGC79Z3qHpmivQZD1+jO\/ysK1QWW3Pe+I8w4ZTFzteHAIyYUVjY8d1y38ugev2kp+DyGshbjIsS9sXQ2J2Mwsos5C80aUv+zFkBhWvSA9gkhAytUyRGyFyrKi0Rsepo0QYNZZXSpGqDts+KJMWYSnJaXzuxFrDCjsHnrYZpTlIEFfT7WYaJh5T0PxBwdHMJmI2QZjhO++xCQBbPJP6mmHBU\/AsGpm1Q1OCWlm4D40u2lmKh5DZn7WPC4wr+6k0o37OI94qQg7GBq7QuQieFzQ63u2HyGnd95QqxDs6Q9vW5JFGELjVBSXPJQeEnuWUOyv6USB5D+u\/uFLvg\/aNbC5zhONHlmpbJvaiWXz6X+VxXqVzDiRUJ1sgquIJLYQm1JtM7VW+NQEncdDFeZDPEz6LsHOOxb6rm8909YiRkLtLgOGdLX6ouP4rwpULYxvzxq0KbFJANxSr5s2eSlDKQYqhdV0Pj4xTiE9ECi7jCwKy+mHCaMsRgA7l80jHNLvSYXcML0qF4gGlTPzB+8dvj1r7SFeJoZDnzSOl1pJTZw77DsXPM84Srj\/QGJ\/Df33whFTouQ5zsvNsmhU4tJUqzl8G13ehTa8HxbdgozRJ+aoqEDPP7qKWXrQAT8CAIQOzFWpNF8gNu3cYT2yGXX3S2aJDJUf\/PiFBBAz9SFOm3+Wr5IqOoDg+3aCJX1TF3A69e6P1F1e1iacnVjUFjqVhLeb0cT5AnVNJlM7qdm5UDFCd0KeI2ZCH5PnTkWEY5hPLGNDfRT8HJe6sz7kIrNb29AZFVx0MMhARCiK20cxrvmAwlZ4oJ0tviWLDiS3g1A9\/FVtOz38pPrW\/vLoYpKUccmI0tPM6JSqZ0bEfv2buOrxezvW5RCzqIVfoEMTtBbd37hxd+nSrQqszxZsbm9N\/dUDnsgr8kJW9r3hTFIQuKraBapbQcq3mJTefQukAbBxlIydGd\/zBUIVr9F+XtM5nWGD6oJUddS\/bLK0DHNu06\/MkQ8VuVpufftvK9vmktZAWaVb0bMP+QTZj0mylQ0VLU9pouZpKsT1ZeltdABCXz\/7dT1oWAV+z7HNJv8iGmrHPtGgXyTlnLTLMy0a7SEk6qd10OEci2m7PiNaNjswT2gyVSDqC6coP91vNhhBsyd7nTlNptEgM8JxlcC68ys\/AQ166m4wvRngjOcVzRcXdDd\/MiG4WNOWj8hR7myXUYtQD3xu1GClg0YfwlGmItJ+2iWvy4I+BkpkULMDcM5jFmzSDwy8mmxtV1iWtGKf0EFeGQ4fZ2qAOv6PnQSGjgN+9yEXMsLiMMa2NWRIR6Zh5qrpLp2zyaT6sw45oJK\/M+cRu8Ga5Od02Yp5nKGj3jOYeA\/FsWJ1kc8xBNWz7WrxgKL0Iw0NH5hQyVdlRCQnkBtNCEu6iEWcXq2Rvfx5sP5maLAuUK34mNhl75eJEJZW3AJsp06qh43fbjGISDonBfrfzxULLjFpENkhfmQA\/yr41qL1xYF2c2TsUwrPoV+KhO\/A3x+BeOCHwICeMht2JY\/I0OauCdc+zR3jASDU4VrAxFO1bd8BgsgbMlrZ5WOcTi0LcM4kKpK7J98t0h0cJouivWZkGvUKXClyod0z5sdJqzs\/4NI\/qZ+++fphI+LYFB92WJ63W7LbeaFg4BTJJR59+JsjMffL+g4phh9RYCwh+tCQGsFXfOglK8y6ZivJ1VN8Aa\/scSeC8Oj19YYfATnz67NVS7jotoOfRT\/XiuEFD4wMcJoXTdDgrUxLBVGV63SQBt\/iIoqAN0bEb4XLDhJwKxX1R8MqesvhRJFeqf2uOM79wHpYzgzPzJVqDHd+D4lFss1eUrNu8pFa8QXki5uGpPg7caAkuE90kJQffMd6\/RTqkwObML14vgmwv2I6v8QkIWMGcDypHIYTi5bX9HDpQz0FJcLHDRh5h1qJ15VZEfB0pXIsQpPKS+BA+KyTaagUOcLUoYd0iGGp5lwFLCHpO4aqy3FZeo7DaziqYaAoVzGJu3gCWF1OHUaEteidlspnCyCveD4lYpWZY\/GcvZmrSxiI67HJUGIRwZAmac8iU\/5ANZAAjVUMNnGIrqqHuggAOqLAInNLLOqbHD4wH7HxqGsgI6RM8ajDP2wppO3dZ4RKAQCYGjMuJjrvHVYSuCdFPwk60atYIXINkUYwsXK8+eMIeTQiAP0+5PVdD5pH1XNkBD5Yr0jqaQQelyiaE\/9IY0DF2GyjNDn4dYKZWMCEmyZT\/cJDV2QctLroitvndgHkBeaoZz63Irs0E2QYmsHwwg4cdPgWV95NuYkJRObisizvAfgrBjRSb9wPwmTUCSA9bqJvhYhe4ZSEBnf94plV\/Xpuz0WfgMOAiFKCCz9pOEEJ32HYD3KlzHqKT\/G5AjKbbLsRnoEhEKWoT9PRvj+fSA+dlNue0F+k\/6MC4IqHaoRk3DCmILDJ2ueTwFq3WdGmCkz\/A8RchD4PoaQxy1tgCvkkEmxha8G1odNAqe4A4gRZ0T5XAQXfpyTCopZwXr\/pvX6VXK1NHHjlgO54WRQvS4anEFKiUgFxIhAoRKlLu5VjK2BA07gRDvMxeCwz8xa82OgWJkA733uNetQJGUR1A3ovQjbZuOkkfFDSxJXhTkgOBsT5t3SGAt5qdhWxsq8qHwV6ZYH9G1L37TyJK+Mk4NAJNJ1uny94yPvBCU4pyHZP1gFOGfWDNLrLJ8m9B0DbXaAfp\/I8TwSzFpDEtPCvL8cY9OMnafFxwwyKSqzmH6hMCmymWbckiqLUTyRQ7GLYmSY7QpsTtBDkVibS+4udSx4ckyj7Fu9Zmcxlx6Tq8VqQb48Q2Bm9SQrx\/3bozyXad5fkcUHanUj+TiaZ6p8S9e48yApNuLIVJZomL8ndvaq9G7lJjkH+7o7o7l12F143EF9bqncKmZehyWJVGarlklixz9CfV9wFJruIevIGHwaK6PKjWHzltBPy9tjwZPFLN36Q7m0w6q\/JgZlOVyaE\/L20ytWA+APRZrVL\/HxF\/Pu5ex224YLaWCJhA08iGvQyMdnhAgqA5VwqdQGVNm+DdAQCDB3\/CNR8oxktzOaDSXDrqf9Z89jkcVL\/DeW7u7+QBazyWU\/vEJ3KqAJbmdBesZLobHwcBMpxu4Y99ato9bmDm9QG+ASjz76bN71PuFQ5JMJZcCPI\/5bWZTdMZKvQXj0clyjRuBG6S+g9ZMxYVhcUq2SH\/Y7imSdKNkLqHJGeY7xb6g+6Lc37J0sVbNg7YfsqJwKIc1\/YSHsHSF2IVD71FhPUmMAlZSARj\/i0b04v6jC\/tTQVlqRd1HTnzsRpgN1LDl6s+SUjVuZn7vawpRSvNkZbb7ajT+K4DXmJu2\/tnqWdPS5DeuKikktm6sUILpEKq7zEwEq1w241QZgBbHswg4Gn6OLxL0d51UYOJ4JmmhwsyJXz3ymi1bvmwlzKWAdISR7BmlqFJFl3eWes\/D8Lr3JysUmroqVDbBQWarnLkOUpMSNhUxu+VytdwyAeRt\/SrfGPfSdXDxAnrJUyCNwrsVkMsjGfKOYtR9mSRTEn1QHuXV1WdfaSOuG+aH7Dx4ffhxofe+pX4fBFJVodpvpzvHQfwHtVoZt1d6b6Xl9MEbSjpZMEYH0yOQz+RqRDMkameutvduC0MlrPo\/PP52assZUPfE9FDzNLipaSXpIU4uvoGQgGqgmQpSKmwLFLKgTZAa9dCexniithcS70H+d6bEkV6isnQyKVPe6xgHqs8DlAA+Wi7M244+oNW3VZwTiFTpX3F65VDt11AJeNryKg6rqbEnoWE2YdbGgG0HNPl640BC9Rfi6PTi+Xc\/E8A8NLUyE8zSSRZaLFB9CSh4oFTxPFyqLAdUvUVkxhBMMjm5kVuPoItWjcQKHQF3rNS8A6eQKPQwBaISh+xBJEEYU1qW3pATDnIiuwHToKFmtwVPQLvqNu+qvQSptefNOv6sBPfjUKIQYOKkLNR5MzDaBBimnENmD84Rhs7OufB0KcbjFHW4J\/M3qGxeuMAm8OnU5xGf+kdba4KsH\/TVxWwFQ5bvnWwgAzleEtUhoiZu03ewg85MzcaHBdebPCKK+nRJ1KD1aRGSmN5puoEplyEvUfuqzkMC\/PivXEdqZhTCKK7PsWe6Dh460EAIwOvbBIaycK4GDB\/KOumdsICu3XHoU5V0bK3mBG7037dhYd60Y6M4crFd76TZxJSZcJMHgYmUo\/OC+rON4\/U\/f6q1Vz7w5NScLagblMwgN8dqsL1W8Fik5ACkJG2H0tPIpqHebrqIM4xHziJZLQ7\/otAUbHxRPLgjHyIIBLP2yMWzIkPaFFDKExxbXfXEDLSNExfv7L3p8iugYtB+QJB59xkS3RTyAzCseciAGenLACCdVHpI2YsnQA7c2AWPhJITHr8QEaYnMYRUHuJDjCJIc3PeMmLjMtwAAAAA\" alt=\"corgibet\" border=\"0\" \/><\/p>\n<h2>Comprendre le solde expir\u00e9 sur corgibet<\/h2>\n<p>La premi\u00e8re \u00e9tape consiste \u00e0 ne pas traiter le solde affich\u00e9 comme une somme enti\u00e8rement disponible. Le portefeuille s\u00e9pare normalement l\u2019argent r\u00e9el du solde de bonus. Un bonus peut dispara\u00eetre \u00e0 la fin de sa p\u00e9riode de validit\u00e9, tandis que les gains li\u00e9s \u00e0 ce bonus peuvent aussi \u00eatre annul\u00e9s si les conditions pr\u00e9vues n\u2019ont pas \u00e9t\u00e9 respect\u00e9es.<\/p>\n<h3>Diff\u00e9rencier d\u00e9p\u00f4t, bonus et gains<\/h3>\n<p>Un d\u00e9p\u00f4t correspond \u00e0 l\u2019argent vers\u00e9 par le joueur. Le bonus est une somme promotionnelle soumise \u00e0 des r\u00e8gles particuli\u00e8res. Les gains obtenus avec ce bonus restent souvent bloqu\u00e9s jusqu\u2019\u00e0 la fin des exigences de mise. Pour les offres de bienvenue, la validit\u00e9 annonc\u00e9e est de 7 jours. Les autres promotions utilisent g\u00e9n\u00e9ralement une dur\u00e9e par d\u00e9faut de 14 jours, sauf indication diff\u00e9rente.<\/p>\n<p>Le m\u00e9canisme \u00ab sticky \u00bb ajoute une difficult\u00e9 : l\u2019argent r\u00e9el est utilis\u00e9 avant le solde promotionnel, mais le bonus continue de produire des exigences de mise. Une ligne de retrait ne suffit donc pas \u00e0 expliquer pourquoi le solde final a chang\u00e9.<\/p>\n<h3>Rep\u00e9rer l\u2019expiration et l\u2019annulation<\/h3>\n<p>Le bonus de bienvenue est annonc\u00e9 jusqu\u2019\u00e0 6 500 \u20ac et 250 tours gratuits sur trois d\u00e9p\u00f4ts. Il ne faut toutefois pas additionner automatiquement ce montant \u00e0 l\u2019argent retirable. Une mise de 40 fois le bonus s\u2019applique par d\u00e9faut, et le retrait avant la fin de cette condition annule le bonus ainsi que les gains associ\u00e9s. Le d\u00e9p\u00f4t personnel restant peut, lui, suivre une autre r\u00e8gle.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment<\/th>\n<th>R\u00e8gle publi\u00e9e<\/th>\n<th>Cons\u00e9quence \u00e0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Bonus de bienvenue<\/td>\n<td>Validit\u00e9 de 7 jours<\/td>\n<td>Le bonus non utilis\u00e9 peut expirer<\/td>\n<\/tr>\n<tr>\n<td>Autres bonus<\/td>\n<td>14 jours par d\u00e9faut<\/td>\n<td>La fiche de promotion peut pr\u00e9voir une autre dur\u00e9e<\/td>\n<\/tr>\n<tr>\n<td>Mise standard<\/td>\n<td>40 fois le bonus<\/td>\n<td>Le retrait reste bloqu\u00e9 jusqu\u2019\u00e0 l\u2019exigence remplie<\/td>\n<\/tr>\n<tr>\n<td>Mise maximale par pari<\/td>\n<td>5 \u20ac<\/td>\n<td>Un pari sup\u00e9rieur peut rendre le bonus non conforme<\/td>\n<\/tr>\n<tr>\n<td>Gain maximal g\u00e9n\u00e9ral<\/td>\n<td>5 fois le bonus<\/td>\n<td>Un plafond peut r\u00e9duire le gain cr\u00e9dit\u00e9<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Rapprocher chaque transaction avec l\u2019historique<\/h2>\n<p>Pour obtenir une explication fiable, partez de l\u2019historique du compte plut\u00f4t que du seul montant visible dans le portefeuille. Notez le solde avant et apr\u00e8s chaque \u00e9v\u00e9nement : d\u00e9p\u00f4t, attribution du bonus, mise, gain, retrait, expiration ou annulation. Cette chronologie permet de relier une variation pr\u00e9cise \u00e0 une op\u00e9ration identifiable.<\/p>\n<h3>La m\u00e9thode de rapprochement en six \u00e9tapes<\/h3>\n<p>Conservez les dates, les montants et le type de devise. Le portefeuille peut g\u00e9rer plusieurs monnaies, m\u00eame si la devise interne du site est l\u2019euro. Un montant converti peut donc diff\u00e9rer l\u00e9g\u00e8rement de celui affich\u00e9 par la banque ou le prestataire de paiement.<\/p>\n<ol>\n<li>Exportez ou capturez l\u2019historique du portefeuille et des paris.<\/li>\n<li>Rep\u00e9rez le d\u00e9p\u00f4t qui a d\u00e9clench\u00e9 le bonus.<\/li>\n<li>Associez le cr\u00e9dit promotionnel \u00e0 sa date d\u2019expiration.<\/li>\n<li>Additionnez les mises admissibles et s\u00e9parez les jeux exclus.<\/li>\n<li>Comparez les retraits demand\u00e9s avec le solde r\u00e9el disponible.<\/li>\n<li>Demandez au support le d\u00e9tail d\u2019une ligne impossible \u00e0 expliquer.<\/li>\n<\/ol>\n<p>Les machines \u00e0 sous contribuent \u00e0 100 % aux exigences de mise, alors que le blackjack et la roulette en direct ne comptent qu\u2019\u00e0 10 %. Les jeux instantan\u00e9s et plusieurs jeux de table peuvent compter \u00e0 0 %. Une forte activit\u00e9 ne signifie donc pas forc\u00e9ment que la condition a \u00e9t\u00e9 remplie.<\/p>\n<h2>V\u00e9rifier les montants, les limites et l\u2019\u00e9ligibilit\u00e9<\/h2>\n<p>Un rapprochement peut \u00eatre exact tout en r\u00e9v\u00e9lant un montant non retirable. Les conditions indiquent un retrait minimum g\u00e9n\u00e9ral de 50 \u20ac, une revue interne pouvant durer jusqu\u2019\u00e0 72 heures et un passage par la v\u00e9rification d\u2019identit\u00e9 avant le paiement. Les limites maximales d\u00e9pendent de la m\u00e9thode utilis\u00e9e et peuvent aussi varier selon le rang de fid\u00e9lit\u00e9.<\/p>\n<h3>Ne pas confondre interface fran\u00e7aise et acc\u00e8s autoris\u00e9<\/h3>\n<p>Le point le plus important pour les lecteurs en France concerne l\u2019\u00e9ligibilit\u00e9. Les conditions de corgibet indiquent que la France figure parmi les pays depuis lesquels les utilisateurs et les paiements ne sont pas accept\u00e9s. Une interface en fran\u00e7ais, des promotions locales ou une page consacr\u00e9e aux machines \u00e0 sous ne prouvent donc pas qu\u2019un r\u00e9sident fran\u00e7ais peut jouer l\u00e9galement avec de l\u2019argent r\u00e9el.<\/p>\n<p>Cette r\u00e9serve concerne aussi les recherches comme \u00ab corgibet l\u00e9gal en france \u00bb ou corgibet baccarat : elles ne remplacent pas la lecture des conditions applicables au pays de r\u00e9sidence. Avant tout d\u00e9p\u00f4t, v\u00e9rifiez directement les restrictions et \u00e9vitez d\u2019envoyer des fonds si l\u2019acc\u00e8s n\u2019est pas autoris\u00e9.<\/p>\n<table>\n<thead>\n<tr>\n<th>Point financier<\/th>\n<th>Valeur publi\u00e9e<\/th>\n<th>\u00c0 rapprocher dans le compte<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9p\u00f4t minimum g\u00e9n\u00e9ral<\/td>\n<td>20 \u20ac<\/td>\n<td>Montant effectivement accept\u00e9 par la caisse<\/td>\n<\/tr>\n<tr>\n<td>D\u00e9p\u00f4t qualifiant pour l\u2019offre<\/td>\n<td>15 \u20ac<\/td>\n<td>Condition propre au r\u00e8glement de bienvenue<\/td>\n<\/tr>\n<tr>\n<td>Retrait minimum<\/td>\n<td>50 \u20ac<\/td>\n<td>Somme r\u00e9ellement disponible apr\u00e8s les bonus<\/td>\n<\/tr>\n<tr>\n<td>Revue interne<\/td>\n<td>Jusqu\u2019\u00e0 72 heures<\/td>\n<td>D\u00e9lai avant lib\u00e9ration du paiement<\/td>\n<\/tr>\n<tr>\n<td>Virement bancaire<\/td>\n<td>Jusqu\u2019\u00e0 5 jours apr\u00e8s lib\u00e9ration<\/td>\n<td>D\u00e9lai bancaire distinct de la revue<\/td>\n<\/tr>\n<tr>\n<td>Rejouement du d\u00e9p\u00f4t<\/td>\n<td>3 fois<\/td>\n<td>Condition s\u00e9par\u00e9e du wagering promotionnel<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Conclusion : \u00e9tablir une trace avant de r\u00e9clamer<\/h2>\n<p>Pour expliquer un solde de bonus expir\u00e9, il faut reconstituer une trace transaction par transaction. S\u00e9parez l\u2019argent r\u00e9el, le bonus et les gains, puis contr\u00f4lez la validit\u00e9, les mises admissibles, les plafonds et la v\u00e9rification d\u2019identit\u00e9. Gardez les captures et demandez une r\u00e9ponse d\u00e9taill\u00e9e au support. Pour la France, cette analyse doit commencer par l\u2019\u00e9ligibilit\u00e9 : l\u2019interface fran\u00e7aise ne suffit pas \u00e0 autoriser les d\u00e9p\u00f4ts ou le jeu r\u00e9el.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Un solde de bonus expir\u00e9 peut sembler difficile \u00e0 comprendre lorsque les d\u00e9p\u00f4ts, les gains et les mises apparaissent sur plusieurs lignes. Pour analyser correctement un compte corgibet, il faut suivre chaque mouvement, v\u00e9rifier la p\u00e9riode de validit\u00e9 et distinguer l\u2019argent r\u00e9el du solde promotionnel. Cette m\u00e9thode aide \u00e0 rep\u00e9rer une annulation normale, une condition<\/p>\n<div class=\"klb-readmore button\"><a class=\"btn link\" href=\"https:\/\/klnpigeon.com\/index.php\/2026\/10\/08\/corgibet-comment-rapprocher-un-solde-de-bonus-expire-avec-chaque-transaction\/\">Read More <i class=\"klbth-icon-right-arrow\"><\/i><\/a><\/div>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-110715","post","type-post","status-publish","format-standard","hentry","category-blog"],"jetpack_featured_media_url":"","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/110715","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/comments?post=110715"}],"version-history":[{"count":1,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/110715\/revisions"}],"predecessor-version":[{"id":110716,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/posts\/110715\/revisions\/110716"}],"wp:attachment":[{"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/media?parent=110715"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/categories?post=110715"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/klnpigeon.com\/index.php\/wp-json\/wp\/v2\/tags?post=110715"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}