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{"id":16547,"date":"2026-03-12T00:39:00","date_gmt":"2026-03-12T00:39:00","guid":{"rendered":"https:\/\/ustradesvision.com\/?p=16547"},"modified":"2026-10-06T00:46:40","modified_gmt":"2026-10-06T00:46:40","slug":"national-casino-plinko-payout-bins-multiplikatoren-und-einsatzberechnung","status":"publish","type":"post","link":"https:\/\/ustradesvision.com\/index.php\/2026\/03\/12\/national-casino-plinko-payout-bins-multiplikatoren-und-einsatzberechnung\/","title":{"rendered":"National Casino Plinko Payout Bins: Multiplikatoren und Einsatzberechnung"},"content":{"rendered":"<p>Plinko wirkt einfach: Ein Chip f\u00e4llt durch Stifte und landet in einer Auszahlungsschublade. F\u00fcr eine faire Bewertung z\u00e4hlen aber nicht nur auff\u00e4llige Multiplikatoren, sondern auch Einsatz, Trefferwahrscheinlichkeit und RTP. Bei National Casino finden sich Plinko-Varianten von BGaming sowie provably-fair-Spiele von Spribe. Dieser Vergleich zeigt, wie sich Payout Bins lesen lassen, welche Rechnung hinter einem Einsatz steckt und wo die verf\u00fcgbaren Angaben Grenzen haben. Eine zus\u00e4tzliche \u00dcbersicht bietet <a href=\"https:\/\/nationalcasinoreview.com\/\">national casino<\/a> mid-sentence f\u00fcr den Markenvergleich.<\/p>\n<p><img decoding=\"async\" style=\"display: block; margin-left: auto; margin-right: auto;\" 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hliNE4j3cZqxZWU+isHHTJ2UFABBaV57G+kr6fy6xZ+BujVuscqalDLPak0RPLnO4ElZ1g4pnP6uyU6AOWgQUsvlrrpt\/0MU3Fk3jBSPJoqMl4SCHJ10+3sUKX4Cz\/9w8q\/5QZ9n\/9ibch78q1iUprBGyB38DeUVtH8\/9dtXMVgYkPyQO4P05Rep2tPRiZK6hmzVuxkqWUDI8Zq33+NiulZfp\/9RJZFLQC\/j2p4Mhaka2f2I+WaT6XmM8ZZeNFg5nw8BlBeg8vhtX6fY87v3FuNzbzAioZ7TZxg0HRe05S2BVaPdsnryq0fl5TYCxzMr\/C7IC2ZpFGr9+nAh7lk1GHUkdL818A\/lUToSoajlmnNmod9vDqQ3T7EgnCiXI0loW19GOiowYiVg6OYoWna\/3wLbf9l++4Tn9JLy9F3bvHiGmICUBSDIOQHxyO9gSKGV1avDDhWMtRkG8MWfm+jUpjVJ+VtmzQj+HbsE3Af9RkLHpwMoe2rZHG6+xlbwIXw2cJ2YIKPun2XDPLl3OZRnssngnjKHeMDwygyv\/nAeJryRXwDsh7vUQe5qWz1zwuBr3l2N6bxY0OlgZS4rnqqcAMvbLhNJWcv43wNJsMTz+T1TQYJyCwiJNkVOisHnYx18v\/\/AN1NlE\/cRYRmiHusyJF0izv96r08YPNHJjpCzFl\/yzDUJ5+xFW918QXblim56TqK\/XDPakobsoLE6ORckq\/rC0\/h1yAwY5nW\/YxnNLuOHU5XUfcmVYfQM+UvrHyVx32C1NAZsi9VCT3+ohDL3fdIGKKJftGbV8Fg4s\/NW1sp1EtWMvLcbB8\/Pa7h7jTHp+V3LXA9iLlJ2t9HzoYllw4ye4jCa5aaXti9uavxajLoySy4RTueOedGJ0Mk00vzp4dyH1iBjE5++rkIhbHknHv098Jcnw\/\/Z1YYADW2bdYUDwUZUzyv80qAMQBcy6TtFfE5787eWIlX\/G\/pNgkO1jMz9\/ni\/lJdTG08x4P7kVlCfR3Hh3nFJDCMmfR9Uj\/JnXYGWRLmU7\/g2XPVtlomA+Au4JdccH+QlItx4a1VJIdWpqtXMJPBwDOz0O2DGoCwZlRabterU2JhNi2SV6zyJDzwniH70HxDhUgFWMs3eamJ0nTcliwRfIx4v+MJB7Z1D4I97nZsiP\/7\/yJAt3g5vuzfrPKOuadBSP6zZ2os0MPhKP0pxCqxXzOLhy87f7mXLlDCf0Ef+KK6YfhuFc00Ntca7GRlp4UKh5GI27KwPS3laugrDB4mUI5jmR6nazNH0YyuuHQ1yHdX62MEpuWViywJ9yEPeukGBkZdEI2VckvTo0VQr8iO+5XStadWQjUF2ztRetBGDbmGIlBjSHnP\/WfOvwwsqUq+2KZGHmrpkYEH2HJNZfZDtYeiz\/XUfme8DlPVw+0do9ff\/G7FTAT6j99n+03JyRbkfJwFUWV5\/iU3foACkO4cvyqiznw+jg0rdPjqj8aDCjNY9GgGCSX8eN7ELidm3+RcxbznGfKLMqpKA2mFOwRB5F80bw57cl6JBgoODI8sPhKYzen\/ur9A82iP5k0uasXu1jWiMRvTFQlBEkFQRLWIAWZAeQLTJJG2mfgD1xWVeOT4O5\/1lZlSpOSze7bwiaGf\/5J66cCfwoIP6SIua9332APppy2eGMnPKiYiwzHgULtx3smyyECQ9tS6PPtaKU52LNaLDD\/2ICT0PK75u6hH12UhNSyM3Y7gXwg0U9qsHXtOCWS2CXoj++RRwDw+jlmTJlELi4P9uNMVlXjGOpVL9GmpXJabIqQi2+b182Apggjcqq\/ZBB8d3uel6WmEljpM+64e\/9HD79dms33yoEd15bWyLven+g8d0c3gGQoqLr6wzpEB3S8UaBSi9AuYVpWG2eWEPL9lOL+Z+uZhFy6\/UCI2l\/hjZywrThfMR\/ZPdQFZrOK+stBjYbtHjLgG9Fi6OMYn+D+ja2+ByshwWv23k9zEibazTkXxWYmmqV1KlJu7l1l8CnF3VPzN1cgzeYs9\/xUpR3+3lSo2w9l6QEZB8gw7P8xe2WmvkdlJ8amVDg7UTatJqL9ksnybHKwjDNyqFFtTHlwM+yMU9bc8zSflnbmwGa6KCeW7apQoOkNSUE1vc4JGU3mNiK9ayEW9aj1FykWxCMj\/p32eRTKD5Gmr59eriygVlxAl2iC+HcB04t9NgwVY8Vpk2Sw8hPqLauUi+J52Gf1GSwDYEOhQJmOw7u4l22ZPWorhFgRIdLUguo54Oxewm65q0iRZfecgqix2mrSmjBpXHa8Usc5QpQfMtXSdhQli3TR9tJc9GWWAGIFObsQmp2H\/iI7gmGEtifwrwQp+tj\/3KPPFsc+G7Q3V1WksAB6FPQNGSBGHxZNAS1z\/wsy1VgJmoH02lQFUs1WNTFNF8baFWh9PTh7ioyc4XaXgAlYLU5qUdrp3SzcFJ9ywo51RrXbeR9\/REN0nbepywlmglffwYVx1skbP6S3tqOnhl48edEALAfesNkRWeL5cAoAcCTKhvCHjIMzn8lbEthL9tsFWV2\/I\/RDu3ewdOWYy4pjtuHuZhImhtTNJ6ehrtd8GD4Nx973d+VCwG2roBj2iyLUhTWfteJPk8PoYQXEk+cSiW2uc6p5OFVzE9dD\/H+El1cg9fT+8wNv5ZTuWeJS3M+hRlbhHl3uMzCXWboy9RFDafA3iIUU33wTCVxM6uSTT0kae+ww2LGkF\/DQISUW5h9mZOL72umzsR4RoTYlJ\/gfJH0FaKddMEeghgw6g6\/eb5a6ygWfKW4O0G4Bj8L668k955V3V6ZPyAO\/4aOM0qWuUqc48cQHOrHXUjDVo9UEJWE30fL2YqzMhPY5y0kCCIBkiDaFl3Ga3DHJeVBwB\/Axckf0FGHGOPr37WduZe1ba+2AAqhNxEQIpo+KE7Kfmb5PnWwmeWA3CNVN6nbX1\/uv4XqzL9oHChVJxkIf+32QQhFD63cywvBMUq+9ogvaJ6gMfYSGm7gi64j2zviLSQ0qiHuaY+j9aR2bIUKQTKNFNaEpq4tOK5lFzv9qhRt4qkzcW4KoiBkmmFBTP3gmUx4\/Z6PZu4BOxe488fGBDLih9gh6Dtk5UdXZFA+zCxPbRVYctHiTH3lLY1rySxE5rTExWCjn+odz0y1Jb05wmRZ1o1c2EnV8RgAQVHsKlDf8iEaC5ZtbJIiPg+Xysxc28\/obsb3OOxWxOY660992E9i4hIrPJt5lLlyloqCRiH0TYfA+x9tSTgIJS\/yMH7OkBkJf0+6gfxVAb3JKLmieByxNIRfqz+WE7QMY4M9XVm3Vmg\/CNyKarCuHYU8EDSzGQiwe8SuY7fE8aN3FPp1aYxTJEgHFnGYoM5aLvTZDaTpjoh2Rnfqt8+iwGsRUb3dxttj4l+X5m\/fs4RcG1G4H2niL\/iAx4mXSE3cEW2w3fYS8PLRbzySWsVZs6\/Wly1xnD1fZhY4Lktbw5VNl9nQs3eQ1487lsdE1XB\/fpWZpJJPRW8LdNSC4yxQSUJJq8kbrB0tO3PF4QQg0U6FpHJclAr83ArlRM7JTgyS+y52II2BOb34kD8DfK8CPI7mXQhUDIQVuRi+3np+NAo4EXgSML21QxG24mZmqZ02irR\/ZV4p7sOv9bGOTumyAORbqJs4F4oB9k\/EaNIrIrlxveTLaHmcSo27h1aaLZJ80o8eF9AenG\/nd4BkfoxXpH\/wo+9VE2\/i28X6V\/XqdLiZ1tBe8Cb+ebsNPyCkfetmgV3Oo1D4b6CeacbadnU27mLShCDxd9DUhREREO8YNOV1mx9tTjaIkjwiafunxafH1VdLAVF7Cxm0UXIHVfav1D3ZpL9SjPUUxAPdsYlpDMzMzNNv3d3d+I4xjEcYxHGMbfrRjXaD5nJxvtIkIUz4AAD++u0L5dMwkXfr68JElmbdolrlkuusBY0AY8mKJ0O\/7Y2ElCPs4b86Wregk2RZNhYeqNOs3XLsmVfMu\/m5UrTJLiQb6EsHjR+hkY\/Lvo9FOHV6I13A\/JOBVCRoYHJodF9xZW\/KDlp195lFDVi+pf2AvGinrM5hKmrECUBU3ZwFv5lm9MDfgHvtd0AL2wdEzTRR+QdjMwMILmU3NdCAJ+CjCsniA0852SrKTBDSOQp4vsnLuSC0vwkiOpAttkzPC656C2cEl5mTCQgkmOpbJtAOMJXEtwJtepzih3lOZFKl4keydBVDGAkdFm79ZIXX9gN95t03Gh28JtjdY2UiD0aP5T1t5FdJMMziiPfCQw0jHqZQqie7DygJrPw6nQZ6eKPG3wUmYzCnCQWo\/foSQ6Ga7qDF3BmRh0YnenSJEEIF\/zbkIhJjigW3SeS0MvStlOaEXDInF\/hxQ8EkH3yyTvOEpYLdohGwerASG53jAVJ6mL1eToJbIlu1eT93Ywc\/kRD5BMVTsO\/0BEDBwo\/srYLd1alIMYXFyW4FCUOxYpWR94qATSnvjH+mULOgbgidQ1jnwTnl74b6P7+ihGcClQ91LVbnx+7Eig1UzzlYmymxNRQHReKWe5TaS3iWTqMDVVbrV6dBl2D2rAybm0\/7OU8wdur38g7\/0w92isK2hCtLw4EA7ABad0x+yesQfSZtV\/M\/73AvHnML7PA4JthXtTXOxpW\/APTzZVllz4OQUdLdbOBNPLvSUFsU+HMT346HOjtZK1a7U8iWWrxaEBuG+RZYm+Spt322lVHU2I64pfGYXtJa8wns8aph4IvR5zeu2SU4goz9OncxAHzNdxsGtvirDxfgZ+2KVBYn3optxzw6\/cBXPthslGU6H5bdHlQQ5qHS9w49+FBYifAmdA0\/8pXV6DwdqbStbKpX3f8eyJo+9XUlO+FnAFhrhKwDay3DzdO+fDRD4HNonLW56AASLVgvKsHEQBkC+b+GhY7hG3+098r0fYhPvQ94fkV\/vz7FfxIq5WliWRwH9K55PzgKUp3neFXM7BoTNxFQE8OLxyPYRRA+JmrLRCjjRlhHL4hr6vGpBp6WKK4O69kQu5ytvzxQ64pWWMN\/5z5UW0GMRuS3MIIKTAT6WxccwHbb\/MCHkN15S\/gsCzAxJgF3V+9U9M4Vq9B+LsUvkpMLJ0v2BJpudVlQz9CsuouBwq4YJZvW4YLR6F9XBbEW8beFWIuQD4rO3SUBp+aHp+Rxl9hZyzhRG\/U\/5r+WgiBVwDmEZL+T+bBdBrO9CfDOn\/pxX\/PAfW8a7omysm9eQxNP3pGODQPmmtEga8KXcpeqJ2mk76KeID4wplqTpD3HLZr5zRjXkE5eZw0pxByk5rGtbfhBm2vVAZRxp447S7EL6cP\/i0XYMpUX642SGK1HJPxhcNACIaTE4XBmM8C0Lh0+Z1I9yb0IJV7Mh6OEAHyugjy26Lsnb9oG2G5FZew+ckSBfb65mfJTiZmXkkpbGjLA8SxcNKnEeegCTLGelIRzCVEJSGnK+s5J9haUW9KTne7HWuh12hBLA069z+c7ndbdYxiK\/NfMwLwvZkgp8qoVJHhXmAHqvNcvzTs8NwM+qlIE33BF2uaUtgrydm\/r6muC\/4NCcHriWkBs0tGN84CyAV2RX5tCTPkHJ+CUVu4g03NE6jBJU6yOXJkbqQPNKV1d5hmluN+tX4bWui4QlJamYfv99M+IRAaHbXu0ByCDrgHCv4ZL8CA6kGSnd3u45T+zQCxxFG0mA26\/mmKm0DeQ0kvFT\/\/oJgouHRp93ViSpHARZEJbmLJ0It8dkwWpgkwsqCyp4wmlJAKDeGfs9lOD8VOW8VSAANi+gcaDZNqNjqmdTkwArvcgAtGcDUKnWTmCO5w42M1Qn5ngpq69PGZanKITmNG1HLUsU1yQXFjwH1JEXWYxwSEOC7\/HCG\/W6uTlxF7TJl7ayXcXelYQCEZT1bkizPXIFtGOtAZbRXm552dtdghmzVyX8DqaxjY12uMcyrbnp0Up0L55obQcHMSyeRbhpyJCRoyNuNXfekv19KB90Bs46mXIkMd7OHGohpZGiTD2vkrxr2xdHfTItFCKA59HicmcAnlsVdc+h+MTKiVzAUzr8J+4IBl0ItvKRWTeAKSUgQ3IZi1L0mg3JPFxmXlQJHR+uA9xnv2mPqzZ6pJ7VKwgI+3pMIgrCladPAJ\/p2WarZDZ\/p8ewb1cPyHMLuZCwNwg3JzHroRK48tKJm82YjGa82xpo8aHq0e6MqcARn1fVKuuCqM+zDDYNvmuMAEJ\/ym743ydnM51C\/ABjEJHS\/fEUIkcFqN+6ApI9TmKaFf+6L+Kd+uSPIiNVMk4mDyg5BvKHfKudhJhEnGfYCDYTPlA+TqKjKWr5VK2rSPAjka0V4jEyWCNIEaWSc9KGbENMQ6JIfFvFRexVjlFSjCu2\/6VZGWjyUN2G36clIUVj4v+f6EJlgpsKA9S6FRxcOK+vLCmv9ibbZGgL7WdfhHM07IegGHQpMzgHV+6096TPxfI1t4bWUCVFKLcjwhupafnWcXZRo4+lqqZtqaZL9VYrCis3o7jMSTCI3Uae0PYJQDwjN918CYnRf0\/8q\/QevtnQP4yXYq+FF98C1d9zDrjPyU4cC28x6mq0XDuPYASGOOp7HshEAXgAPAAqxGkchB6tPWQHHh2nBz6HvfpFDTVETTeYeEsB2D\/9cCW3CVQXimVx320eX\/OBdjnxJmjgWH3wiT82WtSQx7+up+xsXk2WpOwXfILmdCktxxz3+Zk1ILd+uhcv3I3PC98Xtgl0YnsYMsPWXt1nJctp4l0BXLtXJ+KD\/UwP1y20eSceA\/P7ahYZBDGHLbr82oEzZ7ypW3e6NK4ZiyRJTDqmU8uSSAIrGEdL6VRHfAwszccw1qSVw4wui5Go46AK4PjuIn6F5hhjdFeobC1\/X1vQ7Qa2LsgM1PxbVKrPtsSMh1RAU8d3OqP3Bj41SkPnE09\/9nnPNWZjFv4L\/FooB6TTOmTpm1\/yfvTuTLy907FrOlyqvPkD5N0BOy5fw1Tp+G+qdEwbfuFA+RBsBtzF4UydINjfdMLUaRnHvxB2L3RxrJjIvP6V4eLnHuQJ+REVseqwCQTHrvYRw1AK+6blj\/csje3xl4K1tycIzGZl0CGXF2CndHkFFk5VSm0TL2RxHhMmQv4qO11i1mByX0ZQvINutazcStZVdKer62IxH9z0I4LtG0J58iJV4Qf6bUOfXFC4imZySuv5+rr3ciKcA79UuzHsP9t68XvrUabY95YxTIUFmRnAQuKOAAe\/xivHB6xvTSprLPhMvpS8noWzF1PI8XPcWbnSyCNdLYcKKsCnDBMRIhLCfPlKX0pDb6N9H19mxufOux4qkVV33Q5\/PYyNxY1BiFMD7P1thMAJgkMrrsVlDfu\/mL+uQnuhqexZ+bnzn7QXx06ZPgD8gI6Ua40NV9RFHjciIwrsEnD0Jsefq2KlRdus4O8+oiLlvPRHFan1tgbJy7W19rdsYrlLZ5HPFaojzUVYX9qucd46mEKQ8\/982pIiqsLB5nYRd83MU+uC\/Xmls\/jp8wQRuwSpG2+2SseQahHYZQ05s8f00ToyWaBGo8wFieFK+QkW25k0Z3Go7\/kmAZKfIG449ThJffqYlHkcAT9vmf1S96ssLrgkbMarkEERd7KkkKlGXQBb6fRK97xbS9Bo5oIUe2AQZIihr8n63LiOq0kn787XP5JFZFlxs95srTkZ9PcGNr87beYq4LFNq04aFP50o8MeTNtrB3+h6cCVhY8AtIc55dzqp8p93kTt5qoDwUWGP0iHVBeMJihbjGwGAxGSVcmQgxcAQ9qG\/cBetAiolmuaoHpKphZdPbsD5g5R\/Kzhc1gQfuqNuSanu2soVupAKXJ\/w4uSh97dDCi7rRXhXJpifvJEPFVlW5i\/cQ7lFSjARoWeIKvM13llAmTMtTS1nF5yPMQSV8IfnKpg\/HAUxbNK+qjSVrlGkpY4oX178YIfb3S0RoH2hfQPZZ2Ole2RScVvNNrcCSqQieV5zQbskHoG+Db2Gk5X1nrGk+4XlGpHP\/cWoT63bLwKvOG5Z3xnHdjJih3xwlSdISCOUXfdnrJJGwZEkgcolH7xbIwflfcpTBSR5s0nkACL4JcbBf\/EVumA5mFqCBA7KpHF9MDz4y5KQ\/ORBRbCQ+1+Ambd9xgpwwg5s1bO8caFsv7ymNj1as0aSlnjFiCNldA3dsYVGoMlPZgtTfftOYwPmCQDxSuiSoNTnkf46R1EfEdPwdBeDvV8q0pw+0+nUqS\/4jc8l4Pxmk8Xn\/3mV8VsqsiGkSGKAWUu1E1+1Vt+l1UclJKIRSc\/FaMuYIwRIQSScI8Byt6otAfMDz4OYPJxYhpdH9kJX7DX2ZckIpKa7SSdORNft7Zd5z1KoNjSUQEjoSZ5PgeHGF2dxMyj0jKshq0UByRQecSx9CgZOunsD03Y05EkS9ezTu\/fDiTKHY9Y8gE2sEAG8kEcvOKYBMwue8e8ccvp2JnGKksNC66DpnySYEFDGehD6i2n5JOFSbq8vxfA3S\/zg2\/D1EIyRAcwAxezPwLAP4Oiik4\/gTAGa2xcAWkCwMsl61y\/nscHQ5FBmuuQ9QXdIDJwKFLpUz6ONiWjViw+IY\/QAqpQCQu74fmH4m0q2Ijuauqni0++4HoLw5\/6oQvgYVQB6\/TulbK01YuoDGKT4LBbjRbQJiMT47Yi2pi4Zl1HMfT7BW74yEYv\/137VQAaEYN74cS\/zqy32g2rimXXZVVldEK5QZYJjFAB\/vpo62lSuSZCNeTO1ZpiHLCyQiKenRw36WW\/kgOrFdl+4WxHoVBIc76To4Pa4cVdEJ88FviJZ4N0vAeS+L6ZYL6E7pwKap4cPvwT7at2jxOvmv4Wx36HDKCIwv1Y+gc6tRjicFa3kmgPUbOi7ryhypMFeZblWbHVgiKIucVXrrn\/486s4ZhJnTIwPoYqce4e81W+5T85KvgUi\/8x\/Djvt0\/qUPFWpfcPqzsVM4H4RP8zS8o5bydXA4ViQgEGaQF0pzOphe5WbcNHTT9vx0qIdce6RBubHOMYw8RBuAN73hyPPbOgRvFdQJlljskB4iy8BL074HE\/ZyTbPV0tEXIuu\/uxxuSGlcvZk43K\/GlIxlwwrOWU80K5pYNgBG7IxJ2SYMR2TAMM45IID8lLiix7gyzjg7\/Ozol5w34YONBaZtBQqrfKWEMWYVjL\/JyWIFzwAXp43dvfrnYNhPWR4ouoq6u1RO+pq+kof9YqsTQTkpwtNJrMaZhi6gtCXixRqtM60ssJy7spk36iYt60dlxX3cZwQrS1SOMb3esIE6p\/J8ollB3tPf1gpfq+vS9P\/t45JbIial1FBNplrXmJ4Q0iCnQ\/A\/rhc9n3VWk2ZdfgMhpA6c0ZGKthIQfbo2CnyopC6A3K7OD1bR2dHcraHdPUT\/UQeoM7yQ+IProliUd+GTqkPJa7As01zZnCAiAgueUHNsGzXSHSIkzzobyzsMUGG+lZtziqhzIvuHz9mFjuFbCrub9bNDbTZnTcE06D5Ib8JZZYFm6hPlkSEqTHeG755hpjNIuh2T5NDLwms9Vx2KBMhMbAF6HZqsp3Xd+0fNQldZBxEuSmAWhA\/WoTQ8IyoWLRQs1NYQI2LbkgeGM25jIqzSIO6LRHz1Fa8v1oncf2252T5H6uLf4WhaJl6hywDPm125fKy8XH\/XCqiREfGFO3DXs34Ou+n9qbTjzP\/NISBAb+JMX43bxn368suJbWuTY9nmYb7O9AslUnQkPN8VJitfA0i3Oz4OWvzHHLhcuL8F3P55wao90m2r7gxOhEvlYFenBtXoAykObQedJUQPETyemeRPkU4+FXlmFIexMDzORlXvipf83HaoKXZ4Rwr6M\/2hsxWQ8cTdsq1S\/WU0RzvQ84T1kE6PuhTlSvKPkTl1jARsmxRoWZo3Ooyz1IAAAJWg+RkBXCFL8Dd4jFCM8I8oEZme27HUgscdawmFGTzvQ7RWho1uO2hYuEHXXMdLME6iFGdp5GDMI5MEHjpDaQFGlLqfL4aXVB\/t5gbz3FiKdr4O0PezyrlxJQUDtvKhE3vVLMKT5ICQYT7gWQkB+QYmWF+aTPNdO+yM0Y15gHku2lB3FXt8lJBPpYlhOJbq6Hze8ONm1bfIDnWAQ3QJRwiY6aCDlgF5bNsvFrm9KmSZ4nNPON4ceWQm1FGPsN2PGwhKfGNHHiezeD78a+Ba5Iv8a3KfP3XKhdM4P4Gs+3Ba98E6xM5xjzlFzOfXEzUZXjtKvsfvoPZ+kQ39WHmETdpdvbWS8Xl0v1YddveI1V4nPt5BeusBFaRY6UifyIrbA5TAV4qzP5NdRzrgk51QBGW\/aL94dJIrC3U9rysJobX07d0i+N73ydIP9\/3Y1oGPDFqFP60TzcqmQjOHvf9liLIOSBOUDLqdkwe9L1t4bQNo9ax2XF8x5AaHoyieJZ1o7iMM+v+V8cM44zWLnN3WiOuRi9gSuwaiqTPXUFTY3VnU\/WhtQ117yJSSiA+8AS4DW8+y\/XNtqX+nYVo03eEvBxaiooNfXvHB\/dA6RaRnkArhxNCWRRHooVjhAF6bF08AEaaQiaAAKQeYJVX3hTg5XTLR\/GxZ5mas2\/IkiTBSwvLHI5U1sI3u+9kpIeWXc5STIRi65gVpOTjLOrAk9ZFxl6b8aIwHBsHvw5gyZCVoKCXF3zXStgc1xl1KO0lIxSxVG6jylyIGehnqi1ABqSigbLjhveiv\/+fWIFaweA2ArnMqxRtnWAol2cu9rU1DXR+zHcH\/9jJ2mRReAfnfoOCUbBUGNNv21eCch0RDdBT0XuP0GvvhmtbIniY9JM+DhVQCjov9nvyG055tTeaFkP7l1O1vt\/wiIsV1U8mSFLYCFll0Fo\/EqjA5o60ac65YttdY2jB668CSfGeYOdCdnUgom8mhJIFm0G\/ImF\/OUSw66YzIFj53VldXDCgl4QN9ccjw2HsIITMYVwelTol9yN7kokWHYiWdNsOLhD4DjR7QflcYu8Oq7COwnklh\/EiqsNqPrZTdduIY\/UKk1VpE+an5isW7y+r4OykF8alLf62aMH2uUox\/Ruyub9odfn+muRoO+MC1ZHR4JyT5zwEz3b67eW00l2lEe\/ZL0FjwPiZMbKbJajaVVwkl6EwS+TwKgNSg5bIEXNQtDdrubiYZfLPXYNfFOkM65wYPWl3mv8DzV+TyZG7+Jw\/CygpkOIh+9g+J6CQXvi0aV2JN0CuL3\/M05UnyRZxcLr3CxHiVhm11ok4D\/Pp7f82UoJ8Qa3kOA5sO1J9tbiIsg+eHE07RjYG9xx6GEsbR9c0e98XGRTkiT5nurQmph4\/kBMcGca+xP5EPD4h1K1mzIQyc3jdfVjrZRPTYdmksg9Lz\/4vqsWc5zZ+qcJti0FWdJ4JlbvtNCzk9tjSAu6+DLvA2nEqm4DrdVfEstPBONvRrF93iivhGj7xJkRjRe6pC3d4IDLuZ8\/yqh80SIt\/sbDR14qPswWPBaHFIAAPQgXfFlH6RCQIVxW1hbc\/dIFjdfSC+4iwI0GJ2uE\/b0GN8L0BE1DNvbjGvalqpwwwupvfHlmths1f8QL4lJJXtnWHDj3WC6kTUYNcIJXosZ\/QdroSVbPGWjvVjET7gyeg28iIACD5hgiMcpTAwcOyGMy3WfEbasUku663S0z\/qXK4Llv9cim2K0GVyndycixhh2jd85Nj+oqOZWSNGSuqYqJSOvztYF2g3PC2EIr0Uh2rVvLp6\/WD7BsmbCFNZoc2zGNa0oy7xisUeL5xTUdTr3lUuKGdTYFbb2Ne3qcW+ZfIv4ZoCePhhcfk1ZnhlhW3tcs3objJsokkmtwe3DF2zfDtmJoVm9E31Dul2o4R+VlrEZLfZVe0yyKPeGDZbns1vxKn936lN+uzjMZf9YOjIBNil\/inYraaCuIHAzQcEZd\/2hhUplc1pOSVDChDgG4ldtDIZ6Oqqaja7cRj2RQ18CYIgQpNYj4hR2giSe+3bd051FihGtXbrknyMKd1uqULXSB\/R1WacBXB\/Xm+oxlGoqBDUoP6ljPR6nDbUr\/3wntcmo\/hmfzWGn3V8VBCL\/8Gk\/jDGcdieUJ5FfnWK\/601Csz9KFfaDcczP5FDa\/aXvajp+3BqzDDo\/LmVcZcopsZfpxgeMsja5YPB7GMOkc4AhNJHeg3IuzfASPgjoaLqDMgEZjDHo9A3bWz8YbKDi02lLZEsbdAkQQXJT46DeIS0k\/lXNNrUmNbnrhOYtJqjU1uyfk6fgdr2rK76njl7Y\/Q5dqrkXPt3PH7\/GE0Tqia9+3NfDNsx7MC0Wmks+1gFOuWMKkpvjg9nK1K5tux\/nzrGDInGzg3PEsdP5C\/V5NHQOP\/3QTYFzMOR\/d0Vij5GTLAAc2Ua3IkXqC948zh6dJeAdI+Qd9b9l9uHVg999LW3GmNCx+0n5CoXwycWCEJV4XfXLDmUgptc9V7KJJwT3OfkluhYiw7XWXZd1HVg\/54YDhobqaHPzfFnE6MPPI9wTIk2wxPCa9RLighFk3HgG+1Q05PwVLZIqc10Bg1JyP\/yJLoTVdh868VlW6gfzxK32D+OYB5U3yTx5iwlSuY7JFElupS08M3y+mzv6SqQrQ+lFZnDK5athuCk3fBdXhMY0VYvrTiRxkmEmSrYw6YMml1GzP38lK0cMznNy0GHfoTspHcjSsTN2JxQUMTDwlDfDFqlcgS1u\/0BKAWoGqNHTCJjZV\/itd1fNqx9UQnD92V9dnSHh\/bMywfNijJBMXx4HpfUas0lEL3GDEOFgNg4QwfD4AW\/+qOtoel\/2UnhccPy+zjCP8aw8Aj7W1GdvoYIuJKSC30DDvEKyyzDMd4JPMVf4aZJ3Klk5BmsQaJdsdiqKOmeabj\/MWJJtvHPl2bKyTDk1MUDnSQaFFNMuXfXAIF6\/sUrOWv4A3jIHzYhv9jA6zfE89U8t5Dc01\/rThv6xS8Qw3bjgo3pbyhwCIj+VaMNJlEwXTLtaCkzTvWpMnPXMNXjDqdDaRX6lYDMGgsz\/4H568G3g2ZkFcKIZosziYELfKNW75xdnRtPrCWqr5Ph9tYA6REuVnncbQZYssgYs6NI80P7i9vthBiY4djobCN\/MKHBLTWBgYgqOHIVt+jC1KLWP0hDl9pA5mcDhILiyZFE05NVIyBsX1QhL66H+Y8HbFbqj8d9Q1HnS9+0dOs3ZpMidyNMK1OeHOC93gj7lRZd0tOHxSG7h84ELp6dkaXIZUmR+MDwl7dhZ2EwMbujvyMhqZ2Z1BYUagL5SjPUcxNeeJ0Dps00oHyx8+reg+jF5giRljDyXmjF+y0oKjFgv\/lT6v9qnzabdFs93GiTNL1tu1BWWzrL\/FHJ2QC3ocW8RYTU5WtzBf33Oai7ln7VQUfSb1KlEMqV09yyDq4ZISFhDN0\/WG7trwQMlpQI3ab3ntH6M3Z0uyibQ5gsA4XDn37K4cWBtaHN4MNsajnrHjZfVttHac2qg7VU2kbMz\/1x+aZcILd8Xsanw33swDRmYglAQWizBaAOpFQjYpQ7wQDMgj39bFA8Bv5qQmtET42HdDy+NJ9vikaxhPwY9GtVHOI5cWqRGBwK30Sc06FOfXIo\/Jv0Ez9BQWhaLtT9PfSgfPEiOEimSw\/v+4SQqetaAyJiFwGNLtkMHfrX0Xz74OClKasU4a\/KxqnF8qa6SlropLojiFM6fl70kBz1Qxg9xIu9hry5ovfW9Ep7f4PXACy+ycU6PGyUoHj+pL\/zEcVybJFdlYr9czwNCvtYspcvt0bidnnjWfll5D4We17mic\/ywofiCEdtJRjpz2X1RU4+6fvM20h+F3qrsEaeKC+OFdE0sj70k0cojURmgbFk1Ar1mtS1F2wpXCUsz8+6AhZi6T06\/WvYvW0o18ht34Y7g2rbeQxakWBuQ7W2LGbMvGG01We3HHRBMHMsfv9fCxPO5Z3SaUE7QLBdL23aOmtkWxFdPJQl1Qw5n8FsjzK0L8WFldAcPEb7kaLNOsm\/7sD+K5KVTtEBadPlwKnLY\/Qb8o7as24aPI3jNu8VO\/EBPO5alWELs8934nbsM\/UeKD3lYngLFkNv9jiIRnVpYSIzvdztxCdbzaG3lXScQosGCIPLNo2mamP4SiW5h3feBjE674NTDh2QHogPoJALLQdK5RJzk1WstqEu70sdQzDqS7b7fEpp4upSqHLuCw2163FMcZQNsI1T\/TVdKls2gwWDHBAbNBHWWnNLkkCdQm3suO98cdeqybxwxN1U3mDPuTxzA\/PGrAyosw1rqFdS5YTO3k8F8Hfy3Sah+NJNlffhA8uiFvmtI0TM7+DwUcODJG8E\/WRbNJ7QDXV\/cmkpxERNPdrL7JDSP6nAhontxGR9bqh45YNCgZ+X0T+uWx8uMZSMBoe+lIFRxkczSK8stiOlcEua2C\/0tsmVLtR2RSGxGL3g0G\/sRkKHYClbNTxDwLoPUJQvX0ZZ5bIf6tFGXcKbc95+I5lMOOqhrCew2RhINlLffUVJ8lX3a+mhRQybHiZO+87PPkh+b5Dj0GA0KixptEHyG9xBSjWTKWD3m6xKe3NkAgtoUK1cT9ukSuQQQJEzUSslV2gLOSobLyeQKFH96XZWM569htZuBOFt8RibkLzfNlP14kYjjNFhFeI5pU1bTl7\/wzzvaHMlToFGGxQHu32vde4AfhfBZwl7ba6FBCAcFFu3FX\/6BXf8SugixH4XtjAQvYxtf1BQCgPxj4OZe2IhOM1247iDFE03pbej5L\/BUV+SScwz4Ds\/BuzsOrAw+eAitezh0i7HXgPuk3YPZU7XLivwRLQyPlQ+4wHRK8MrvV\/dx8gWsucH+8teLLtlE9F0WeSieXvqFoDWay2+M6q61f1kuPRb\/0v+3iV0yZutwKXM\/TBPqZ8DCFjCUz5bww\/PTdKqqC3crpWWA5BtjAqg8gXYmhP+LgqUTnchCIU6Fxz8P7sFbRuo1JO\/UiJJ6P+5MtfFd80y7uTYnWMneAn6TE37qVlln5XxHKAxxy4WlQGGzY5\/NAI9CU1HT7C49t13qCuMWArpqsHXGAX1hgkMWT7ZeI9FTKwS6S1OtCI4IHWT0qpcP80t58UvfO87hwr2bDaiZHBeyUq7ZxXBhZKQiy3cRnGLn0Kqs2gK0+N4D+AkzRz2a3IfCL2eMxc6ONamSWCv5Llai9MwUCcwboZbZyorw+stl0N5aJrVuJtofpEszoy5Y6MQ0ie\/rTXzbC8KqPoTL93u9a7q4Z3EirMxZN8Kzgzsi7lA8O9UAqQTytlRL7ODqQcb6SvsibmvUmmrtqlobhqR6ncIHiikqAlRjcp4Trk3FR2pjYMTeWNADj3q6iQXydjEI1kfmEV6b9e32cOqdku01y7CiVM0xp7P9OHEp\/zm+JESxcEld+kUxRYR6guNt79XvlJH7eqFf80Gm3T6+2rkilkIv1hkGBZhSZDsM\/weZx09AhqolH6wa7RLVgmNEYUQMha1piNbQ5f2krLQDHEJTC1lrBQ6dzbEExcb+q3grD+sgvghBycXgMdPzfnDyeWYniUoyCPk9AE9ur+VAZ9WY2nYD9ok28mhsw3mtqGMZ5nxwsSKTpmZQuHvHLCLStAY8rncakiQzkezOA\/yI\/awGKVBS3Us5hPUhmvUWAFBhCaWWwILH2eWf1LC1YcJTw\/jVe\/I2pOGskO2YtImsAV0KJDVyyHd\/9VlyU6UZ9+1zgzVMM\/NlX7dYAzRZlhi+B802DhgAXI6d2e\/bWtrNdSnfu\/Go0H564QPdccS2eJ4JPucb1k21jMkqrrNdxsUn6Ctic2cZRncZAcP70gNrq05XBAf516xOrWzr2W3nAk4KM+RB0zWwIweAPzJLfB0NK3RM0OO94Cg0X9v\/SwKv0lM3p5qAWM22Zu0R71f7Ubu5rSp4LzasThEx3++GpCppfjHkCNkxns4BoYey53DM+M97ZHlSQEBeNBLhfU+r+EosO6LX\/cMAtLrQybYHQ6nF6XrY+eToRrvUvQiM9HG6TLYkOHDM7nxtcbxTHQz4PwvdArVND3GEQMXTbXZ8UgU8Nbq7qUFELgTUJ7M3mGKWCwjdZwItE53tryEnZmvFRtwEaKmyUlQ9hsHDZosgCNTg38J36FHDRzIlCoDKaltZ9apX7dgFEPn9YxVzJebxk4i7SX6Z4Vk0cvTRXQSZbexosV8FddQW2AkchPw12Gl16RvyvabZOdseM2CU3Gk5tLroshuLx3iQRUs2pqextqQNz9QFiLIXOu2hrV1HYY+qp2iISaz8PAcb4TF0noBwpoCNZxitWcteezpuHYdkrnUrB6Ye1bxiSxPGHDzv8uxt9fbopOege0iq4\/J8nh61MAd74VDkx\/raXh3A0Ew4ckn3Q\/7e3zchbRChB1dyL+D3i3Kk4CnBUMZkeBD\/WALegvEjtix72Dq0gimTF5M+X4ImKA3eFLEQVlbjN1dmNgTIu1UFbN+5wLxugSdIIjap5IyqPA8REr31kD8r0NcicCDEBynkEq3PMlbNneCjB9\/Pk5AfiKhNJWfZF6B08PrUf\/xt6kenFjW+f\/FYt20+8mzewapOb0iHrHxLZv3K+aNh\/PVeW8WaOyGogLCKHsSQyy8fCqkdCVwtYqBF64Cykk1KuLqmqBqli6fkUK4AaWVXgIdSZ0QowK2ZUiycsAypB\/NoEW5l3iRLQZK8J+F2wMXB0K7BhJoARP94PhlXK5eGBQusdjBVb8Iy2J25qpOCgGfo\/WKMFKD0X680NImJMhRv4ycfxZlm1Y1ibYt30J7p+dnXnDEHlDiznI9yGMWhjr5tQvKelDxmmJLGlsJ1Bs5+x7I6GKDE4VQFC3FOdNt4RZADZnzES6dc\/4z1wJnB8i2vYHECHQYTPR264Xj8fBliPugNEUbVwqoviMvsrVe+ESm5PaKIel\/Hq84BqNCS2f6Q28htpwQ+86HKrNUmzpUci1+u+HQph\/csYu+NOh+C4S0RzoBjWCJO7hFRmkeBUVTvnXupIKyGaRMWCA+DtGh\/8WhBzqp\/P10Q69LECxihCbe++pVJX1RkLEP4jkGfJkdMTBpnteS0j5gdHg5jYteLv+sGLm+5D9VE1nCKVVCme\/oBmMka8Ifb7OcQnXlV1+4+9M8xLc5kqGf7VYUHXmL59vjFSl1jqMGMUaKMI9J4nXwNOOFiYZs8STfRtclXkY2IuWT0CsLkOMJQQ78KHc6MRHctAR8NmzPqvvnT67u71XpTeHvosKlG10f\/L0FXaezd0N02pZ5JEfXVXhRgOA\/Nl28cOZq8I0jHE7ZWGzDw7d\/sVUktL2XH5NPb+Z\/rTh\/F45eZ\/DapWpzIEURK1nZRtYFmU1wnReYyRHV2V9wp21QPknM9Hxct2wCY3czgXB+NsVfY5Fo4nzN6x0DNgIk9HiYzP0RVvFXlkLBozKfKDUOat\/FeNnyLCIBbS9CYDzh9nYp6dRjdtaiCF+Z43CgqdkcEs3EbcN\/o+b2xd\/L4U28JpxvRdMwhlMG2pqZybf8l4Q3libskaQ6QTDHx0Nrjzsq+a5EV4GSxju+RVMEdlkXF3J8guHEQLhMyA33v\/e9b0UgboCATm9H14Z+seubzcL5Nym+sH2XOb+U1KkljKd5O9X6wcEHCGISctpEuK6nzGIY\/RhVgPJrM5+odWQtrxyYX\/W8yJaoIlU29\/YTEVbgiOkgzm+6MNV711k+xeiNL\/lGUGETDOYlenonSvh7BpyDyxovGgq17khltxuXOZuqkpP58bC7E588UrAlOTKFwF1tjiWw9eoFCKtBMMW38CIfAqq5FLr591BhyxaCyypMfsXZxgiNStInIP4Uvjpg6FmGNC7uKn0PtYYzicr7W8KVecDUJFIDPpZswX5Q0WvLwxl55H731UrX3D22eqQYx5HTD+cahxte2\/livi3PXDWTdDHHUYhnkAj7RwqyILDkeqWfZVDvClL22vlMLJm4IVgR3KblMQxNdZAYF4u\/u54PQSAluXdlgVMePQVLPaH0QmzFO+N5g8Dae6SWw\/2QcxC+\/Yc7O1zhxiCFII9AUuUUlM6UV1qf+iMJDrBu8BVnjANKD1o4m7IQhpBMj3fIo+iHkJ3MDXL3n\/j59Y9bkbY7mX4t+JiFM2x4YNq8jvJgw9nOVt4Rlkfcnt2otIZU69nsW8PFGDwwk7UDrsCIeZ\/2X88qfUCd66tVpCOov\/uIkrzICPP7JE3NMfrnbm2B2AfY5GKp42sjAw6k2x9Em+3nw9nauT0avEY2CylqDnq+fMCGmcNGx5bxUGjByn\/8wL1OUuVyOudK751uVHFwUz1upto+jjG6vhCf\/+0TnwOi0RgY8X\/pSji7lTmxIWn+0GsAlnFYJIcNWw4EZyg59xCmTKCF\/qZzCZrfy9It3\/Rf0TDPQqNsFkDZeOzPSMHKnejUIkycY9bejDTORnpvhp2E9ajK\/++0fxetrtrZsEKyg\/UcEcPrdgKmf7KQpv9ar\/4mIf6fqsF9BBCCP\/ltjQdY1N3yqZ7d9LbCV9bsmFzKcKuerP\/vLZD6rrst0p4SkBEaxl8X\/FvhLNyes6fvhHhxaozriMgoG401eDnB\/V8LjZLFn9JUKcL9vbiQUrfu4Y5z6jP5tiN+6VuDLkLfogKeIcFY5z5se1Dzs3aFzEtc20pJE6y10TYeaz9BiSaLCJpxxKigNHI96CZmXVKf\/T8Z9GQUHv7rVHbXP2BPuBG\/7HYi7nIAgSkbTUjFBNKRwHFRTO\/daipD55vyxgV72ViQi\/kCl+AE1dz6d63DSrieR0UZVW5yl\/TSkvpXxL7eZ\/cJc3qsxuuTXY46l9lqIGZyrA\/wpm7g4+xaUdPSSbiBrPiJ9GMFNrVuVf0iQ6qhRe3Vy3cp8LyCeoqvLqlzK0hQDCEWbHNr1V5IlBavAgCMQI9dW9wflXEb46Q0OI3ipGuqXT\/Ioey23S5qzsyRn3AfHsCFCIbANpd9Et3WEJYi7bjqakWHQlgEJmJSBzDS0hYWtB+IOIJ1rwI6GEZ0r2uVL\/izfrRuc+482kpCrpLwrzscM03x6qCfYlCu3jE\/8hin5tooT9A3uPvgK2wl4A3ylPscr15\/zFL\/0z9wJYPNpIcuG6ORhQo84cJtqJjOM79KOi70HrGXFaq69qm2OLuVNT9utU\/qkoQ9wsOkknZplG0L8Gn+AiBurmDV5fnOfcqetrZ6T9+MVwtXFHJ8JxE6gh6MWz3mqvLDBGHSGMiyVQz6W5iP9QEeKBZc3yBMnwb5F2oV+Lic4y0++2AK\/NwBK2w6h6yZtj3cG9UK4NH\/Y\/3L2sCtu3q5fl9GbI+YpF7iITwMs7CHPFKC7DU8jiymY3i6rWmqLtumJucQcKtnAbnrHJ2EMUf9525Zyp5L4j2juHYStVBOu4jZkdgLzPbvdTQ2eqxLvDzQBwtoXAaJmOZcmdzb9HED\/hGQ7nn4\/U7yTYAvGkoY6U\/A22oV9\/IWgOwieQJzp4pX6mS8qyxu6YDSOn1jOXOP1mt8AQmbYl00N2pOlLL3rtRBT3KyxrpZAUKiJalaEcqak9KR9Yu4HwHy0\/EpANHOleLcxwIuVpXE1oj2CPzCcmPdPu8Yf7vs5lqo4rLZa9wttOOg7mfYW2Wyo8eC1UOsPc0l\/OlLzZJf9bRSc69wor1eC628NMRd2SlR0fyrwYw3qUmxreIsbS\/XnDzk9yAVO5o\/0t9IZJYXb72g7fApfXW6gGARpSLsZDODCtyDx14rdw8LIY0Y1Fn4k\/4G1tTalKLfYUKlwwPBf1NPcEFih78hGCB6cehG3enY7UAunZEB3O6LsqfpG+M0YWnyKemGuC5YbqpUWOS9GVL1dcgq+sPmPbjqzIc1Ddki2UuGdA\/Wkkw8nh7k6RovlkNPmQzJ8QR8VxkmsSiS4Ua9oSXYbjI3NGM2RXb6t5XwJtYi7F5H5RMI+RG0XJKoQ+xXm4b4btg4stCOVxLuhhpQL5rruw\/ZpC5Ph4kSHfslYFlx4aR+eNb3PE57iVDFkwU5jL5vswQvi9W1CEH\/KzikBgWWSSDJbbq78DgGgx7zZjDN1KuDZhaRItqYu4TdO\/gDAotmexTNeECkl6m2YyiHOF9XoG2GBnJau4yF83m5bi\/Ip4UQb0P8b\/cM8jGzLdCOYKo2dmxSFjOHiWnSsn\/ojBd96zaIpgfGfGFwisVTlyaBJE4RXiaFRZoOKxD387AvPoiaG1Tej3X9AkSU8CI0N\/l\/+FDt\/F8dVKcJZ\/KluD5rB\/cPehVjuzT6sAJFn\/Se9Oe8sJXzbzoh+uzoD2ybkHQTvB9g9I03tL7c4IPWC3bPt4guMQy8YOOnBQpvXyyN5\/8L9OvP2EsUxV17Yd4esQp8SMOH2ifTnO481QjKjB6TfeqY1SBTYyNvPEGwk9bF4nO4F2DuJ92I26Rb2wZmx57e9\/D0ZTKbAQLvOdlVLK2wwX5T2BJGHfD0fn\/hjfHF15R1kv3+tViQZO46wHqvZfbOA3521VpY244C8YIyW8K09wpZz+LFllwYh9IcD3Z9t2nsymPTnU7yOHCgo2a42a5WNbhtHhFRUf+xR\/9PfihbuZQaY5nvSIAPYjdXDVlAm5w2lRnzUPoaM7Ll7N6GVttBtTScwWcu2xszlepO7qsttiEUYtjIysCNfqO+JlR7HCpC5cSERoODheHhh7BGvmfY6uJkKitlAGadq4NzCIv8OmQZbiI6xS8FcSj2DCKWQWVsVWCuFo\/2soJ9Fy1qjGHYkSqZwANh47R0PGVoCZDNK+GdmDJQkfkFyOeavpD0rjzw8K6EkjtHu8kubYp1BXKzlrIGOwyv0OHo3DSTjQI3Zdl70JBbHmYB8WkNrYJEX3Jjhgqe0587u1NKbia6jXP147IpYw0ER13InQihxId65pt0hDBxFh3Oe1B5HB9hBPdZfW0thul7aGT6Gqdn5sck\/gNWbIJG1tgU4JtGzY0QVYbdwrdQzXm0CR9Ee+0OJBGRrr+gfdeSz6\/s\/6FCHD8iDlgs9xo9\/gkh2OlrE0EfqkS0pRuQ440cU78cMUZ1jkkgvx5Abi\/hZnvm\/nkNMmtCydbnkwwLl61Cd+rPHxw2QnnR3EmIGXndZXkoG4y8XFeeXLmu3AXDlPe6XU0SS0ONv8\/T26jSwHHqEXpp5y+1LX8Lks4cStHZoTWFbYd36qhPl66i65IWxi4nyxfQ3r2kg4KsJ6xBMYVGd8ws+k3Vll+xAFM92jr74cbpDPuDnXqUgkgs4GA8TSA0srr7bH2ONXb0YuyVZxmu94DvZfCM1L+OFpP08wCIvwykfrFrJLwHnt5BmJQy6YUVHpV14UISdm+Hrl48KJeOoevNyRxE7r9I3r1WAEelVBhlWn8YsKJF\/yLKny9TjONfeZ8PWbLOweVqMsS7NnCou8QJwSD4Jf639i1hxlNlWDeKoMN853xwtnmJ1c+ZsHCcvw0gMsKfE3+4ZCSMzSbLe11PV5+C2LfxluwAyec88JblmUPPRYcteC54lyVhtXrsa3emVBWXsbKS72zuhhmI\/\/OjddnrQyY\/7cA8eFsYSGO3YslqooT0I7LVvjZVYJ2EMFgjbrDAK0s1r4ryq064\/3JGUq8pKNblJKrJET6GXWiY99wNrCjstlCfrWS89Rkfq3aASNeoy5lZq\/HSYPlkrwNehuP8LS58FxfymK3dqxCSq2Q3eT6Qrb3owtxseARFU7rBGgGRfR\/QGA3LNIvK2HR2JmgWx\/p5E+SMhYgFFry72ofrPoeY6GmQ4xASTZ\/G\/mMoMRNSvyPW4IkPW5QUmR5e74\/whkb35lGiy+Jy9K4\/oK\/nC6S0WrXhEf1dpdHjn+aH569m1Y4cP0p32Srkp+H3rsh1eROB0918DOu\/3U\/+PIawizgOxX2xF894dsd\/iz7fFZ1xTDM0NPlqQDWKrt+JmPhjl\/jEZDXLo9BL\/XYrg9FmsVHzAcVnkBA6lKrW7flE0Ooj3ln2\/REWnuDecynhAnOIdzYeSc+Vw2lrtIWNwcgS3akaK6ait2FQ2DLXXaH+SEkkxXElVlN8O80O\/bOmre2sGF9L6bedihTGBexHGYUtZyg3qqNsa9C4vvLXkF0dhmwfwyr4O+8Ug7HSG5n4xUfXFaaeDDdxBjzru4kB6\/1akGiON7s7oaC2iMHG2YpER7LbjPqaTqKZdyKC5k2MUUScj+FHfiRZv3QYEs9snF3m2n4bdkR2nReKoPqysJwB43pakYIvyHNM\/K8s5K2Rl64sI47qQgh1\/SAxL\/\/+Kef2kn2s2SNQp+Y8XRK9z7YRqzUxtZk25d57vRqoTJ82Oqg\/snP+M\/mnSb3cm7BY+o1PfALAYGDtuxCTHZ\/QmT7vFfCyepaTIkKPTuA9QESqbYmnyWEuX6s8cQZQFCramzcGtvuTj2So0ImW\/bGIdB2YYc4Dyjx\/19bzh98DTz7dcZM5sXV9oFJhNdl0gL7w8BDnuiYBiAnzVJktxevCYFqT9IZYiT\/HUbl48HNw671URfwPblNstinl\/bovw0DtDf9EBc30e87cRtE7q7eF+9oTNZYRLlBBb+uH1Np2GZl3GYR0zzvg6TF1WnR5q\/TcmhaXyvSKwU0YVehU45K76xohQZ07LugoPW2oMQFMCn58APlTUr7\/B3p5fhoV+\/7KXafjnpC+26KUIKtxggCqBshwxIma2dBRMfEELIBWVy26yr07yiNKDT0UP\/WfPjXy5hx+VJs\/5OnTcXLC+7lrAW9VrK1X9koqILYHnHiLq40eIkCUzFRezlW+qnc9nDjFcCiBAVEoqCnryMZ+r3QzhITtwg48tMcpD3n5jhW8uKygubdoIUGKZ\/LGFPvwTe1sZnqBZ+0p+4ZvYl8Dg9IgFxQOUvw9uDcnLNiCM7jS1oCSmgr6GIzElEtwtwFhdWTMY862yZfOEMm3nP5ddwwHYOleDV1SWU5j8AgBg\/50oGLhZq5PpOFlHByh8p8wM\/Fb2OhL54lZ\/J\/RPtq6PX9wDolrtK0KCvHlKMq5Z4rNxmLcTWMPMRMqYDxsCOD5951EFxtEXVr+lPc7qQpZEoHFlSgF6FZwwVrPiBtXNYx3UyymlMZAEUYlDKSGq6A9mop\/SUQGn9QbF1hmGFWZdfUED63RSDBEjqj74IVFAklyzwl4H32HTui+lRwQ1MY5z20\/BlvUUxM8ddPJfml+PE7CmVRaVDs10iTqbTEf6DPSUtq60F69sbwVG8o7JsBDdfxOCYOVcYqhB2PhTqS9e6R813wxuNvvnVnGsRhzrtH7JMie6jf6RDMDYXJT57mPhxxTj8EC0JjlHZlAtXxzb7GIzIiljRu8cJIsgAaIonT2XYGq6UEgUFJdMnMP8zviFUH6OcVFxBuy9tdJ9KdQhZ7CakB3IdXvEeNjq0zOEikhq0zPRzBhmoMISvFXziXjfUMmLCSLf3Ev238z\/WbcGshKX6CWg91HUe3Pbd0nf5FXYBFrdncTd8i73ncoQIMON1EkUOt+yJbFrITbtzo7ok8rz9UAL5izAJvoAPmsaj5DhoabUHoXxlh3HSqG5srhc4EXlOUf5BUAlcQqt1QiXVhAipHp6FBtj91\/qiwnS0nsoNDdGYUl8ynRExm0J\/A9sOXAdyt160iJkEcICa1TLXTef8OwSmaKCEsgXBGKdUI1LzbY8526SfLyAs7DnS7SD32fHdfpaU9eWruvlAIcbvyCPcRco+kdURN3V\/znEDoXBYGnSsdz7Q4ynPVDDe4pE7YOcWYtor7P2zt3IAa4vad2U5+zT9bWf06Xw0tl4+rNzuYmLV4tln5VNsg\/EeGMaUz84TRG42GgKvZf4RiD7cGH9IZZvZEcY5GvilMRv+kam1Y2LDUn1og0Z4fK9Zj2nXme4VkQlo0ZGt+nzTpn9yW8cYoDiXKUEj9ZO6qlhusazc8r\/2xLaIrFeQrSm2kNUgs+1U+bbhWPrzsEqaVA2jNUzkx9tiNNZsYpJDBc7EqcdvekZzxv4W+wBFlnEsVPoCPv\/Y4aHmrzI7sDL4v67\/Vvx+a5OoAMeFo+T0b5W0cBOj+vq5J\/VYOPlz65pBMyIZD68L+9g\/mLI6SS4q8pqqgEQ9PdSA0gJntLT4TTzYDfJvEf1q+qNbD3R2Ah8EUyM96e4z9tLhqi+ZdChWCm0LQSOrENxUMeQ8EcQgvnYUUMoP+aV89fn7Aehfzk57xaEuzjetc8FWCYwFSHRkG2aRV49IhjvQouyI0Cl9VQyHWlpJVg3hZgNLCmuUm1h7XRk\/vlhKsKBG7i1MtyPRLEUcJEFc8mU0\/3q1XqJ6sv0oXKC0ad4NjhpMWZGRETAgJmePrwxJaK3xpyNxJ9NaZxa5Y714AWX1Uo1Pj7PRNqfy\/wkcTdl7fJb\/5SMMHWCtAovbOrTy1omrYjo2f69q\/rTEIIcwSEtELFKVxKWevb1IfBNubAxEVWAYStSQIW8Ox7Z0YL8VezVJ2Ojn8H3gw5RwQyPEXjJGP4zEoBuGas1gBaTtsASipNzrj1Fp0ugyKmDxgVA\/6yUNAr8Qhj+oywIiJITElm3EYk3fU9dkyoOhBM4Ko0NpgO5P4shMP4Wd3e+WgC3Ul0ts\/XP2LMl00u5W5MliqMhu9Bh4VOnaeA8QtTwDA7qNNfwqVal2mrt8MM\/WUMR8jQNtLbSQKa1sflSHxmxzzHu8NgohMbed3KP1\/4mwVANhRNENLwW61SrJiqPbI9lkE2vJvUY1hQs0ouHqirPGabX2VlamrNq5+eFHZJD5ZcAmumVwO1O0d9UFQNa37Nn0CrS9+7tMqICV+NbkPaTknzJkORTybFGFW3Qv6oa8zDGnIqozCKBCv0euJedXhZ8Tw2BcmreNoAPdDX13\/ylL4VkU6QXuwuFATX6sj7z2lX36NqQgUEpi3Ttp9sjk1EAsgnmHgay+9644YYY2nKJZykwz2WJGkRUZAWwM2xVHBjFygzQie6N9LevVdb9Vc8yuLyiqbhfrD0Eo1YikMYCfH6vgNSRxwrRxeFcffqoG1FKgGJLiLnHtHc02k1XhVpYZN5ROXkkc+pzk14Xk9XfYrvalqCmT0d7taqfx3I7dajgU\/vGlhpzVHZzJBrjnrMLS8GVYt7G9pV61G4yxcBbwHg++2gBNXp2YhCOi2in7WgX2CB9l07f5VUPdJmp3GF2MNB6w5EE2R69\/b4ynBWr5N+Me6n7tKCIab5APK82KM2R2OCsl0duRLwIXlHCUjvX1N5ITkmwmg9K9T+6NQw5KNCtqVdk4+Dtudgxk2wpIXARB4XB\/K0+1QoM+aEmGeMfHLUOoKJYGw\/l6k\/NF0wzF8x4uQy0ImwRAtKkbHgmBEWz153R2H5XUxWoxL37ErOV6GRy37f1VVmPYq82Za\/B81ZIh6K0VbYHxK\/kz9GL0rKVCAg4GtwiC5rfrNtgPGI7i+saIZ0ojg9Vtqei96oK2C3ZVCWHsQ3nWfxnBU662quirMFV2YwZF93aKQxN5eQ6mEd5qP6qdU0Exj85d1LdwkOtVGjjQq5q7G+XH+w\/qbfkl\/YqOjMNKLfoYbsU0MR54CWegNBcX0S91y4pV2zEdtWepm0c7lhp7jaGBMymeOc2pX79ZvWbKlCmJTWUp2ghbfv7CIDHajv5HfC+aAHnjRiPUVC7mE6cnVi0RI64MfoFA3KvURyyOKkB\/6Uby5K049kiA\/vGM\/ElUhGAhMZJToWPjmN6RvLs0let7\/wf9BqpAO1nCnElxZcGul6ZUDPrKyelJhkmQv3wVAFZm676NBABdelSa1dZIcVG+d+0xQ58SXEphyS4LZsvWLfgOqbMMQN9AbmitlDSG+yG9W1nUEq7Qv7fNFgJczrztDx\/QWF7z4H71OlCWMJsgRv5t3lFZ0y5d+zptivPv97rviqcr4LNN+JmcJ\/oOeduBPWr+c5sWXrKq4e8sRDMLn3G8YTiGSN+Hndv3WZs5HtiT9Ts9mvPFBfV3NBJSVrUg+pC1fdfdgqthsj\/U1B2Q9pWuyPy1Lrmg8gNN95cL+zf8UyT+zcKpNOSlZsfecbt94tBAbsswJO1Y+SFfD\/j1Ug9jvjP9c2h9ssfLSe\/1XD\/pxHyU3hGpmcj4QzUBMdGjlLPqkAWavhOc+PbmnxUWhGWgbyIvR9jzoWOLFabBSl3g5frH2QPYn1VjcNc7WCKMe74ivnipxZrAfL5shobCaRX5LuGItQfwXl3MTg802VXQAFsUN3GInQkQsIDOqqjf2fFuBOZ1KcFzmDUCn5uI4czM\/Ac2WMVpBAG3BOK2Q3YDhnmwtLlt8mUTbEc753M21iLSpf2gEfOUju7umMIQIbIk06ImJX8sKzQ6un8JeT+M1DSlr7z+\/9B8DhOQQhSHpVYn3Q4kOE4W7d\/CvyYTfL7Sf07o4PYdhEJR1FiPD9TAUjHTTYxoHbB+T1iXyTR+HPEz6CWk0qjMsr9iEvdw+\/MWU\/Oze9LLhO1HrrbHl3EP5t++x1IEoa0DccSkhgAE6CZL7G2y2HhQhDXP00kVMKzREVTpjHGG8gAFtjFkkGhx9ovntZ2IuiOzNv4W2LTA40oRfRkNQfRJUsZm825KwvbyF1QGowun8U4waWjn1SfyBMx7rWSqZ+LZu9wTSXf++mZG1h\/wNol5cVJHul5dwQTbv3HFLlu2fYKcXvUYpxJdwmp7MKnHDz8ieIwq\/5s2WjkfvZkMD2UJGpA0ekh72dKKHQekPQoJ8OShX2+sCGu3y9C3jB1pm82BMGsugJhuU4iS4PwIE5wBrovW8PY2NDfNN1pB1Ovktv+mhdWYa6W9sW0tJSMbgM1O7fWWdcPhVXo0zHIzYizHBgBgckicujaH7IJxnJz3m6Ig3QMK8nb22TqZuM0LzcE4ijmrcqYMbfeY\/yEwP3TltI0gTQa77gF8d+T+k1IJC9PsvN2lafzoIXt3ASsS8if7aMoVCRlOrjtftP2MalQFIYXGGf0nolm1M0HrlWijRdlge5sk945+ShXN6P3emQl\/pgN5ZoLiKlFH6pUvkS47Q4JkMMMGJ4rIjcy3ktkXXopwzRYf0DVqdZK4dAqTDJ+WtFUR2ega2SW1gdyhxj\/UOydAgw2E1bCbzsz8SOVA1+QZ07ia387RiQLJOAJ5cVsAemyl27kCi3vT4EcMAZce7+\/W4so40BJtt9dZvlwbAUMYcbwx\/IcZ8SCvGJrI7FNxdUlZXVDkxgThJUZubm5ERUTmgGQ+AvTPyfaU7Lcqbld9fvJxlmbMH5etKGzrpGBcxV62w3NHym74JLoVKEiIR\/PrzReCvhjPF+9knJPjtV9nxt7QnlaUV5mtS68cSlgNLdStM0TXeMfhAjgR\/2dJw96Oh0h2BrQbEFc9H52HFHDaG\/n09Hl3MGjj8ZMWv6k\/waKdR6IC99i\/QpYNqpXi\/k72s1kBdpr8S813DOy0bNmG51pilhtUcZ6kQJ9M1bFwONEjG6TZZ2zzoP7lONkAL+lnlAf1XYEGc6cQith2ykBcXPuZ6ZgBCbjyvAxa7p0j5XnoaAzhXReSt58eHecjEAsxUKVYBKFP6YTYOUCsIYE1mXdduDQRK5Ej5tBwVqA10FukfYc6Wqf\/JXvpmOgHdxu8NAs4tUjrjQCsVjgyl6czZ97syREg9zlbWwxRz\/jPENUogAXv4e88i0ftPIVC3Rcnbsi4p+5+SZ2PzghAbe6ZBVE1KP\/iXeWSd6bZJ5jD8slcPzr\/BzfRk8SwnEgoERqrs7tw8hfvildkK20nKy+6l+RJ39jaNtcO44ew\/NsWyQSgLRtW0zUx9IqNRTB5Tfo3LALp46etkpN5TvwOE\/8BoX5DzFniKzryS2QPTDoLi4Z\/lKapJFdssFjQN8v8xeTpNvBaXJDTnOJtJ3Jq++rNaz85XhWLlLPKA\/bT3lv1xoILDpFMieO5oAx+wnir3nFrg6FaFSmB0PTycdtzyzmw1s9cqq\/oTPES4KUV6AQUm+Lh28hXcup5COkEzqEeEPtG5bB9CQ2xrh0K3jK7VUxsk0ZxckAWe\/TseZdfClVrEEhaBKW\/mwnLh2QdUlsKmoYyMRsx7e+aq8nLgQsNolzV3+sighI3wjJE30YAx3luCjgNxfljKi8M1WwP1LB7bEZPQ8w8xMFE6DzGUV9Kgq42uv6NAHU6WSi94uXD2PDooRTq\/ZIfBYEYIdeAOxoy9saXJ9uXrlh+t41RkygkK3v1NRczEvZMCToAAahccKtZCJzo1Mlo+GtJrAy79mX0o+9NP2dPlKI47fCeenXztMrH5fgKq8wwsmvnLt5wUFp0WMvbJ6L8CMIPdeCw0nyfrH8IRM4aX4514y2UWN0R72OppPDthDNR3irKFRcZgH5nrwVYjK+ylvgdGCrP4zzQCQ\/r9eTlp6HTmUdYX1vVuLVMNfE38VL4vis9Y18wA11MedIEhyUKefsTTy7+umlb1o0xNSjb6NJJidpuBEX080QNaSrsYXZr0OukTdFqavCXWyzbr8X08\/8eG+QShmuFuKi7dPpLFyjKRKXVIstRer5zrXzj6lVn2uNvumQMlpP2h3Yw08EeBtZrtf3wTv54PxoDk4Xm7bfEpEbOSeGyh4Rkqxy9EYXWsVuaCWJCFKsXHZdzS30\/GdWVWBmkGOlMXFROsQUoLkjiSipOE5V4AD7dFiPR0fuxfYai+C1As6KOpl+6OpKPaGu2201mU3LarfFEG9hJ\/SHC06SRo6zbKdDGtgArVpuB\/TDy7KmLbfNj0b78wZAcgPpLKFTAefBm0O3aTRe6eIpi8UvQ+36WqTzLX8Xk2GbOyyQfwEdGYUiUrf5FYN3buiZbgD0ofbFIWza4SWz2CiJBWNRYTSlvYYojHIBY0UfdnVwYMeCvmJAsPsiM13v+SeiFnEVThUN90KElhhtHCk18bmSKddC+FEuFl8G40WM\/Xyb0XVMB9g51xgzo6f6GexP88mcnVrdle4sQGLF1YzEKsOmYx46j4WPe46hMcopujMCE3NO8JsPGSPdXtt6Qy1At\/lhPOQRc6PyNIv0KZ1nnn0T0wtMed\/mWKLJfopgUiI4kpsxTsSpi1y+9j3V6zQVP\/y1ZF1YfmMEhWEh+ECCvofpIw\/zI+tv2KrM0M9NJxljgVzcRxtTTuBlS56XBtW48U31ASThCT6zSaxJZhSYTRq5CFgLYOcw56IZkQ25Nu+mr\/QP8IjBb3ZNfF3f\/DEhJLRpJdvRcc379szBLcj4GAcEF2iWZFJcXJTnBUnOhN2vXJrWhKZTcaFT0fTj7trKcpAsOo9ArEPH7QcpeZdmSnvXfHM6NdcQOcnMonJuvo8w6LENOkGBHVwj5UTxWPbHkPtmXjO+OnhYXOLKIcOQEhmHxLDjTIOkvJEqie36rCuEQBtM9Hc8kdm2thaY4woiSW2y6VAILpdXJ8Mnzm\/+cnxlqhxR2uHcYkyiMQmPPOrRV0RPWzRFUQW7QcS4popj+opOXTkG2XR0P16tz6Dz9BTEzwzrEZanE30jdAdQJdhIFrZJgYm6A5xrF\/WW3Orfwb+fgv6dauX58FmLRQJJu8ACICr4MLkK8XgN9ApBOrgVoQ1NUV55fN4lprYt20AdpyBdIRveNaxXAWnSOEq5AD\/+yv0u5QI9VgwoGVG34JTxPXXcY263x8NAAgh2plmNm0fqe\/UwfowSvMQXbAjl+MXnjE5hRzcdemwfA+PQHdY99IdKR5Mne0LvG0V7pb8dgM\/KxGxc6z3ZILhoikTHlfZvxsfUn6ndj2qEi7mVKRVxcswG0YYObQOuve9nQ38XmfZNA8tg0H9WI0u3cNPBMBeGnoM39zebZiFVeznRrcB9oWXivGXAzUqnu3OIY6aFaXqg8et2VvrwuWBNEeznOgS5RoqzxYehrRR+KTUOD1ZKWBhtP9C4URYTMAZ9jsaG5oVDBWCG6tfMAAKfpjcIsu6DX7J7zg15g4LCqTlxS0FJVKJk0IRmrJV5YENIJIOvxOQLC0JpQUScLnyPXcV2VLJrwsIdpvyLa0FQXs0bWgf\/MunsFEosP0TA9qPO\/TIKwbhrG74W2y1HxBqAPYZoBWuvXMqnQKbvgZ6hPrFFzs4+YieTpzU8RVLQniiBJXA3LMha52a\/pWQWvpWOGo3zDLYHW\/wrNQs1Qw2s9YrbSSNLGiKmk3YgeGQttFBGMmfsTSD5DoJQL8um+VZQ7KOds1JEWVDqhBOs+S0BD2yitQzfBi389+7i84xJktDIQvi\/pRzdNb41ftm4cVVvsJazYOdUcevxY1udzvOlRPeCF6kfpo9KeTIA8HOS7KqSgWvHQ44RYQ2SsCdlo+U+mcdzLpEkY+u+hcbBaLtVGQKjGH9SUB37N395wWOWjDYnG8jGIqByKPBZduq8EjKJbzi4OxJMs\/yk4xqB5lhKPzIbZ+\/PfV4CI2wgsk5zuyp4DIJrVCOquiHyx+GsWierWxsEwduKttGSliQt5ogHZgyb\/KO2EmFPx2xZ7lB9+4oc2dXpbUBtYpclapINzoa5tWRj964I2dtXvGOXfYD1jSUwiq2nRNW\/zG9Bxc5FKxaU\/NKs9Mk10zV\/duslPZ9R8XU9hYuFW8+uvN3fh71GfPm7Wt1\/AsyyrkG5H0JCsJTpvgjmg4vdH83fGos1XsMnPBXdROIAEVEL5PhXsY5VhA\/02rvV0eyMjuVRHkxlkVOjL0lHGp62gVKlew6SYwWle1Ye9V6X2HAdl2\/XbdLw\/XmogQs2Lf63GWvCNY+pwVEUA\/iuVNOEa2JTFvYVtzfLx+K48dkmr22\/hgZHyQjFo8SGxyn\/Ew0mhx3\/yHwD726\/5g17IQY5I\/cWRskDfAgBeq8nsU0z0WwmQ78PNg46gg5IVBO0Iqm7WQfF+u5Fq\/cwUylTSTV8F1nsMTrj70XTHMJWqkzn3FjtVpP\/ka4jIoeycehSbA3y499EoEiwesr1jcYDuVD3\/ltkQOTjRXIZ1KZHPA0VIrRYbYZHRp38c\/YCOG8D45bQrwSLUijGQJxRqGuAIXWXc3dpjdSgi6hQ7EOUwZ0kO52ClqTrhadrM2hcIHFes3aiq1yruWLe0joKgICsYxubebRUVLVj0vzJ6YwLcyK77jZ1bMrbhiD+lqWD8Rpq2KWt3qaDnJMag3DW0qfcKSf07edWScd0ynUZjrOBMcLCwxNGomzzmmG0S6Hp7oyLfbpqNwLEF+cZlCvMX18kZ5XoJ6EySARxMiIyd+6mNBa+zr3\/oeTqDkU0ESMo7+PRCZ8Ft19WmAyh\/WPDksAYPSeJHHOz0EjYaXvm7zexZwZyZ9z65M5kkPgdrtkpug1CMczHkyZwSWDZReq6pfMNX8Jppt+QJgbDVkVhqZ\/JbC1+doCg0TjnrIAgt09o46CnPJcn3qHnK9mG2EiDWJIi5r2CCrg1VDrDg7BakrBb5p6UkZ7NyJFc2tSH+eY7k9A8siCIkPBe8BN+szl9KsajZiUtZsGC6\/WXhR9eDODjgNw\/w+AG25lEXI8UPGClFJEFTNiB98FnHXBn9iOCxkrSIu1MpWkLlgIyQ033ttLJThSLIDcqKC10bnoMCOhT5QFvK6hcq0aDpHjbMd5\/NAEqEgoXmrEjLXWYebK5sqZJyZRqB2OaNdz9+kfAUzdV\/ANJcOP6OB3VwmUcIYak3maB\/e6WU+aWs\/AdvfRXe2p\/QpqMFHBypXsjL5ly0UcCa9mlMlxS0conxCdxS8xVxE2tDgBengy0HZaYyL3PQIAjGL7rfEKuVKXSVBK4r+L5GL5D9hG508T\/YSAElSNaFCDON30hjuBmRzHmzr3ehRZjM\/OD6WoAOYKG0vvuMtAzye8ZejcqtEQIIwvyjDu8JYISKOqvIZ90+oaKy6hsLaOIMoLgL5Ps\/\/T8WWv6+CiexbUEZ5tA0slM4ygU++CYHYAd8zmZWTPtkqMVFYsCOFBAHSC4FOvoumqsShD5IJr4KEN9V+kdKTa\/Y1NpAooQmXFCtBw4QtGbqhU6g\/vi3hizZtACmNBvvtcji6NZomQgJcodQKGCtoxNAFxqUYtBaKP0NW7+a0CBAEt0e5V4ZwrnsC+Wg\/yQRGq2JUGzfmQ4PqqNNeGKYsrXe5Gt23GMmFVD1REO14TNWoc+LTf1QTru5ME\/DbGIE2Tdbnm3aVQJ4LxZeIpeEDB2Fa8ciYuYqcLqwU8iWREcwUfRmia0eLZx3JUHUnWz7+He5jiqmjECfDu76eDe3w9EBhMVjItCCXJEtDU1S15vdAxyDCLxnZ80kENz9YzqxKsylQRSwKKLac0qRmXskifdGtVHsjmttmihoDeH6GKxDCJvRJO1vwOl33XoMcYgndUi4j7fICZ6SHCjuJmTBOvJbc6\/w+O7L0zMQqeJlO3TB\/BzfsFxytrNYy4YHtjeRRj+067BaXQ\/Qb9hI9U\/vaZtjH\/fK3hlGBJ2iYRWTLZ8cmCeM\/DriqX62OMqBOqHYNY5R7kp48L930oUmGvnHHo5SJwEo09rbzJ7JnNudnUDP+KCPlYAvJRdQ6zf7iTap3ps7rfgraAibzA5xdokFWqXFqQ+SnzHZ1QFqZVu\/fTeQlVeN1hxjNZnEuUEw8a9ht0JyJ4fx5nXyOjN6vEnsrKVk2p0P5ci2fYSvpPLzyqa+QL4wB+dM9AsCpOHl+V0BEGyeG87xEBzDxyv\/SkOPdqMgoqOkRkn7TQ9m7QpsETpHgvfdMVSu3HyzWqXTA6+zzUoMvLSltc1FHPLjkLDrqLJm91oeAsXvnh\/u+0gQ6rQxyFcW8H+O+pGFQlFk4s+gDnxCXTe3\/c3a0FnaxLVXiWJjYyvg69zLnhsGqzHolalnxtpDLEAE14ay5qTuTG1row3oajzouDX\/iB1w\/t50ztou1LbUEXA2YQOF\/4L3BkoEHxVCLVfvjsqHi1sso\/IWfm\/IG2Cje9nOU5PJXemzg4zAWaOQUqZupE5zdzUuRUkXNniSt6EZsfC0m\/bgiw+YxOrLHDN2ix2+Z06lw5XMLctPntvWv\/u+WxsnqKTg7z5zlkURlLBvadjrkBu9ugEBLwS6b91DCq797qGq7ZLbScf6952VAkSFpLCQZsvKBoGXZP3uea6mavbwbPhtz+hXg4XoBy0QQSTsaKK\/XwzL9OEP7FZws3vh51NnaPIxCUOYfYtTZoAkrgLwlPqEo9+DtW5hfHJomzQ+dIayPxAqIGDkzMHHIADb6+KfgR6+n628ULxQzkeTgHqLZ+PZNsmF08gZtQNnifTqH+WwLuIc0EtQ2Nc1k9bGVVc620ZL8+I1X5mReIRnhIVsW7qf0E1TLDTG6z0FmpHOW6RhHOwtHXOsXX\/dO8MOYBJj7G4+KpORM6hSCkR9TfhSuE5cPFmE2mhSwhn1hOsM82IeHuz2pgqJ+DCK2AoH9YdEqM3uxk+BFAAz0MrjYddfANmECBEmMBTAyFh0+AclYFwSo0\/+wMJ9UCN8mL5R5Y7Rviz105SUt3EsDueS2+kZi\/EvMrSs4zLHJ\/MUyMCIGaVXTKCqGTdKSnrOyw4qY4kYYrVVKGn1wr5r8xaTq6CUhmumN4O3Qv+myZtADIYCgyMJWlbDZLsEmYDbpr+XHHwuC0yl1g3l5c2SSe7fEwL9BMTOpLcrBQYda3nkXGfjzjunZTvTMd1W9g0tSvZRv7vy+pKfv9hBx+dkMNMZM5oS5GA3pzCSuDCH39o9GJNfRZzlfjPKFVwybUDRhzBcsTk4YGrR92HQm\/nSSPuGZzaIpDYEt+Vo7aMbIV0zsyEoh8TKTDghkq2NB\/6O5cJBK1MQPW6S1Gc2yhRT7gAyKtDJYuEFQX7sah+a15PanGzZ\/6poMFLaE4UOuVx9xa7KishdQipsyLkJl7QUfdcccZGeTy7cvE\/9A+Ia4LG7VVZ486bIYSO3ihIzCj5ww1MC0\/\/GDPOsXMa\/dk1wpxT3i1LcFG\/l3BbdF9\/7mUaRHazkZWQrUiXcTuDaXszy50RAFf8Hn4pJhRcR0YMFGV3V5Uh52cCKN+poIA4Uujs4RD9yU9ZaTX8x7ZGcPWK0Qc630jUqXCQ5NpfvM9sDavPFdU10v\/pqWmzmDinL2GY8PLtSmrAWaBirewj0pSso7JXCt3zXg5es5oCZvdT4BGJ6FVZUV6uGGYhef3DjHJtpKOLxe5e\/mPnqAGjtWw4KRBl\/A8M2HAaK1MvuXFR1WjfOcIrzwn6lkYLH5yd4EaU3nJYQxHYR3V62pQRNmCRVld4sMREyxgscW\/SmVxWFAvEfmm1Mg421NRINkPpK3cdrrAhARdimvne7nLnWiZhidpuuQavUnxmXGlpI7eScQC3FSWQ+kbOuKBb6V+B9S4pQ\/uc9qp0KwfDnyDBbHeBhbkAnTvUXo6Q9YV\/1px5MM7hNLaMm7\/jwhjU\/U5KhcZ4crd+VXGXS\/\/uX6jQ7BdtPFje1\/GPo3YtUz3d3e\/EpjHDeqjvBswjJLJgPc35klaHUMUQRBNFPPPgdI8LkaFHBDHy+mqy3jmbVzWSYmqFfGoGSbi+ngFER6njo5VfLm1SvM0RxqV1hssWgCaNQw1UcZkp7DYwBJuGA1ZsCgcCMQv\/j6lb2aTDTfCFtppy7WtiKnzHMigS2O+L5J+VOyhfBFiGs+9KOvfqPf3Vkke9\/YQfFdthwCtdBrOzHDvY3YWxS2FP5wVe4u0Sg\/O46SjpRMpwEps5gCVdWyvIxX3Gzs6rKaBs7gKY6X\/FEkj+A2R3n4F5JKwjQvzTW6VvMjAYwSGBKA9MNKQpyU7xJg59V88vumLkuNe5AfL2dAWNGnRXlZHD+4Q2gIT8p+eP1OYpWorZfHYQvxP2P3c7WeCSXe5zy63EJUUdlfR\/vdNPWAicxMll98Ia5h4bndNB0\/QSRWFC7zTxdoXbKliju1utAZtWNFWUnI6nW0ub26TCsbNInx00nZ2XFQLommbhCKFcgmRSo28cNMqKry3BprXxqdL7tZKGQ1CQVDFms\/+GHmU8DLprEIWa9FKTlSQISWz6xT6C0FwBaPuOEuzKGZKwIOpo7gLmMCzF82JpWaazYRMttIjO3wAE6OMTtsTyu\/o\/aM7juN803z45Ut8BMD+pNaXFog0lUYy3SgAhtFJF8UBSPXKxIZMh6+zSvXOU9CqxZEEMfCWGcOjtmnP8kOvUamNP49jOxItauDXqb4U8VM8ajbHfRc5W20tTJ7yqXtYVIJjlIdqbpFo\/IS84TBLLhZbegMiyp9NjVExyk8QdleyOZyW7hlz1p8QfUdJiDaTRw++\/G9nzJ6OXpTPEAZQFQ0gZbYFMqsTjDSB1LBAhCS6zt1MzguTalXWocxYFdunepEWWYEmZDV\/4XCd5tFgpU+oy99ZeNivim1AfD+qjdk8nstB4MC4XW67nUaarFzKJQVslQ2Fm3uF9hKgNHQGPSFTn91N4ub2a+5RR9+jXw1jPzkCXpeyoCT5JwlBDAT+z9muQqa7v+Qbm\/4Y+TeaYLllkLmQ58SRgmkHWJrHRPsnePOIFCouGyZNxnz2Q+kGX61w4jNmzapYOfHey\/7h0bucnM5gboC\/aUkZkipIpRpO9CsTnXBl2u5uLrK8aK9sP3fpCi1yhYj3V1BS3BdlBnfb2Trw8ksrir72TSnNhwQ3rbO7fa3S+4HPjEpr\/Y4hOfHJO7SRQ3RMc9JxO3V8WNeuVQYI7\/SA3pyYM15Q4AVlVB6RAQacTZte4TsGlJjgPsQJB4PrIpETsUscQHpWt5VHTsIpJsre2XK5+NB71dyDZ9U\/Sd59MH3\/nvqfj+rxqgS77Lqrnp8dGUYXqsEt62n\/5qFw8es\/gMBOJbQp31V+VTIbVO6ePJb+qomK6jqd4MOH3YDFKhg6MJzVIooGp2qPDmeJ6yJeRDQyOWsAAWeuRIfy85V3vJlT6GIBNv9bkMNHhA1q9OY2zOaE0zkbWlTFa2egS1evqddEfQlQuKbuD8K1EF8h5bVo8ZqCZtGQ9R3JrmdM9ZQEMZdmCC1mPWzHzC7K5ldZeajcXLm5P3kG2Wm43Wvev\/59LvKngubqM\/x0LjPq1AxvKno0+Kvkp4MLJVbXNG0CPBYhCXWrpIvwRLR8FbR2Caeap1FmlM2p+w0kagECOBm9mgZNu9vhZ\/7AOsdJy0xZIYwKpcDDWBwe8Q+UAa6HgakvhBfHcCFETTyOCIIssHakKNFpavSo+Vcs\/kbnWYshGpR4QVix5Yam7RNkccZoga0ZPv3a2Wookj\/Glf9UqJnL8OGS1tnv8m91fLzxxiX0ouXt2H4dbMiMGT4TqPNgqi\/IYiWbnsaNrbLn6UVcOI6CwuRszCr4pwf+YZgIM3+SZeAcKTbbf3qT6rzCYhqyT9+GR1Z3hibBwWvyZyPPQW4gCw+tULdy2znmGpGyry5Lp+cX38Fr2GCgAz5Z50DEXfeOPzh6lBp2tTzPm4QLVfnrUI3NX53TZIj528cHD8xRZuUjZTPyR9OmPjjatSjntcf3GY5tHoUdyS5YAPnjY6oRtBR4yBPJeAWigzzLhIuLl2dLOzrxitNIfwr\/+TU28Lr02yymjBYSpz7CTZs98SLYDnepTNYSCSXChRLzFZAM2hH9ptfZiv53GBQ6X1YCmIt+Y98jaNLj84iqe7oIPdKfZ3r7XKxyOeWnHxigUMTDIPGcTn5pIvv9sPNviejzgftirUfGh68N9A6y4qmO8Ca5vCDr6Q9Q+gRNjjvj6GLJBVN5Cf16dt4UTfxufXvARYBUsLYQ2froHMD5fWK3c6fNYEqHnxMWb5zKe3tB1mA68gsTuQRRjl0jUGMprVRmRqzvzojXGBozxh9vb0x\/pUpeRKFYN8r7SNa4MWp7HyThsj2gHE2og4z9YUyL9493CbWxKwZjirqRe84pSNP22\/h0WXXZggX01lEV5ZhmrSpH10O2zmn3BvF8+l785X3eSF0HCA1u7M6C88HhheSqUc3GutT\/sJut7uFT\/a\/MACZkCOqnM9R2NjBKwPAKO5OtjZ+6zdyOsWdY6GJxyJ2\/uiMqSugzL3K2ngxvvZuY4N4ZkzhkgIpqkDaetaZbQjxPe\/FAGW4qk3XmSWokqAmypUNFudssrE9bSz9PYEWEEzkbzkgZlkDxrvc60QH+9R6hyaJ\/AHQ\/hqc77Subznz2rT7nk+8DlIgkgy8ONvjXVKL5GkqDvFpn\/4+TT9ihYTKZci\/7p+Mayat\/JPP3\/BIqslhPumfjpl2fHaC46YTJ255OWrOdjw83OnfUF\/CYDiXr+AxIib5\/CmI2VxITeWW4ffgsyFoopAW2xkaGEdXiKs9TSuvBXMqKWdH5QMwBHDjA90eBsO4oB+Iwl1v8dRxJL9MfjLv9pHv0TUQIViRaTMSwSAqCM24D3VXHf7VGuKoOp7Jt2BU1eKhytNo3sWkY71VpFBMqgbQS1+2zghcbgafUjfmsuSNjgcREh9yEWFgub43UN9Ne1sPlESefTRtuzlPFZQSJ0lfVqchmJwr4D+ztUf+OuF4xWRsy\/KDRDj\/PHtif8DQdYV8QiXNAPCBjj\/7sguVXO94lpyaL2WVtqFCNKaFVICNmTOQ+q4ucZhW\/FYTEuyFsGgo42knd36FWqATgG0z1sKqTTNDoWNP6JeCfZATKGmkVsQjsD2BCVXk86sxipFsBILkoRtLXHbUeIfcIsmVbpUnGbMR1deq258oAXCa+FHQHVFSNPdDmD1LpvIYJ+W4I3ccmDdxo5x2kzM5VzeNi6XiQvLWxgU+rSdvach\/2srDbMwp\/tUKzWNtOSjGHvXxxjx8ZwayFyvb0cGQvwPBIcugiLncXoDZKevkXIWMJggSI+EwXK47x9yQCSUK0R7yfCCkWaCTtEd2tHX0lC+9wz2sOs2BqRTe4lhoEwA3lcrjfTqGdBBjSvgXrCA\/x4SyXkYm9s56wIuZoQHwzn1JvfcY1t31hWqOH31QbtHQDDYb\/11YKIqwA0iw7T8nnPsZKPeTQIXb4ldGJhdmP\/c3+2zlshcJumqcje+qvkyvi0h7o3RiaSsSCsjkiRy+URjD6erMk7B6J7C90QLqKnkAJO\/EAv\/EpbbT7M+8w6dnz4ms7qv1a9\/2AGDIbP25v7ST5TaXlk9xDmyCEKfkImN5wLi2nSLDWJqv9Mmfl7WJ4Ys6ZBFSBPowWLnhg+\/YUfCok4bWC7cck39SNHbQyXf2BsTD1MThbVh5HtzHOb+yZj7X8VCCXMny1nehDcKAzU7kVcUEkiBG6fceV8YPRMtRQq1uKwDg29mVs5PcnhVR83lkaog3Wp6Tvw2MADF3YrwD6fwvuK8SzHegCtHPBLeoOu+dWDt84F1p02GH\/eKP1PKQCohjFDpYNKfkpjemuGf39Lo\/3SSidlbP1KIv+37t\/bAEEZImPx0cXTVf6GnAa8VZZrlFFSiUwX9Yj80vTKEv9HGJskf3ybcZ0qlFtWS0uV6kizpyAdg1QHGvDyorknKxdtw5f5uftchdBurbzuOpv4Nwh0GrRYEZcm\/fcVd9XkaRhbmuK7bjYDScOvIL2C659AfUhrGrmzENkphG18dQmJguO9mosMQ09aGheLYmsfnZpGH1sCLWcRjwbtnkVPZZA1qVXdOCRT0laXhVp6dvmq3HFszpxzUspHnvbYeWcQk1SbrbG0iQ7p4GKerexTzQDIXL2\/n6X5Z1uMwtmHWiyZYu9qrYVAWxOhtaJOAtP8AZoiHYZf5njqL\/QIuli2aBzA8vyV2fiwxSitZctbFprTZOh+2Aboa7U4oLaanZDHpRXAGw2Zt8VO60MdfqajOjSIMJXcwZGJ2Mn+oezt3lBf2cxevYkkMyRA8q14a7Gb4k36CAKDMfPocv8AoJjy\/05VTrJc5TEtkYsFrHLmkIhho1yHt65xPhmLoiouqroZUjmE+zzUWOwjY5VXwd2Fun6UI+KtSpl7xWrCLdQqj6YXmV6ZAZs7XTRlEb6PtuPWRpklXMDBOJ2UBelW2xWD16p2jFrFoyo2yiutzqTrvdnNZ4Z8ir63xDWrWJXtKbXXIsbBASS3sgcPYMreozTje5wAMI3lneI+TeaAK8yroK1GopyOrE5stLjkJz+KbC7YzNWpqzvgIw\/e3Op1ITRn9gBSzNV1zEeDkfOX88AiY5SalVDv+ex212Wdm++ykJhFW+LjgjE3FzMSjwdUjYUIZqJnjIk1RzNhiRh8VyKNBZ5RA480kfJ674tdAdsYgYWLpiG+mKfz\/tROMATK6IqBtBOKWctb1vOxR5IGrixjkvc0K7GlHySE15Z0aIiuE1LrjZ0hhzM5jxm6Z7AJFlBGTMJPPBrrC9pLvud1wn35VlhBclXOafrrQu+TxheSNlcn5ANnbenP8g+NSUGlmQP2NIi67qBYTUwLXBpSjuIcn4toaYTITGRQIAjmexNMkCNu4oswcp8g2DEPR+3VTC2cRLDfu0IEvgtNFPnVf9\/4R199E2FaE0zDQE+CW4TlSRo4mBeYuMGSTtU7SbX8jRILaT+cmbmflb9UPxlc6FWFBkZz3T+Zv0gKeoq\/9f6LLr7NrFxpV4cCzZ5zIFoyD52g3r3DHqtyOih5IzoTd1PEJoFkwGng67MzaE5wymFYSdA88JWQisV0PRxzVshXjPV3JRYUYbOJaehuP0A5LYVu\/NW5poJvrcxeqUly0Hq0fqhALZc5nxjgFKVPkSQh3BMO6ZNLj4hWx4pZJUTDsQ+VQ0D6yO6o6UEaWb2SGh8Ib2WsJbmK+rhhgxoywjIMA\/Jdy6yihR1EJ478tkkgssjGSU68TbKiVSkr\/zl3f4GPeYr+047ZkWYMgQhoWn5jQ0aIO8wY4lEtlDOt5e8xRcOVjImjy7Y5tTZPwkVBqdiLTlXEq6xFhWdgAU8JSGfmZLCbgwxFDE8rdEbW4W7KVDZg2U2NkgCMZwGigHmqfQpmYrSKB0Fr\/yqgPi5erj+w1\/a\/i9bM1z9R4FZi2CrIvV8uCoT3JGTKZW7NLBY096Gksjqz6BfECkBYleYfD4eB4OqRUMpAZHOQHEr\/3XV6J5kpjoCe3Titq8kh4Fg1JP63uvaNu3HDh\/rCpNY2Z0SoBndNx4k4qQKlP6K49iNIAzN2vfKTZDQQHHL83xLCyLpOXKdXlx34C0gxa6w1NivZOvUj\/kROhYks6bTP513t+6r2k36ZJPjPcxi9slAHttF1LUHSg97Q13bCEL2P8kUligedIXDok82ZG9s6pc2lDC6Cg2FSJkLPt4ugpTyrc5hDY\/QJiJhRRO968\/i+L8nPwwyrBUb9dxjhOtV4jKrFbjbqDrrx1lOLTpfmUXdunaak5xsuskPcfaYDb5g3WpK1jtCdQjdvmmsXiyKwd9E\/KQA0y+9wGjYVPOmyLtkdp9TY\/eHM\/QNT6ehO2L3YsXOyjWSIwzuIDbarwt8e72fRpEJkVEDNstcc56aMk8GGqr4wp8iZA4E0R9KgxZhrGvYN6gZjyKgPaos+irPqdkxcbTwVRD5ACHUqnejKL5CzeTsvWadE7ELenCjwV7OSe2eaB\/HRjDUe9SUEx0di92yzESedtf2TXkdzHUw3dobnHepqbVIFzntRtOJah6o7EjHAVerWGEzN+NrhNfVXA0Q0xmeNw6\/StzzDQCjD0YFgqJVdnidbwEandOPWAPNchlcT8JcRDJRQ2BnKz4sg+kAR4jz0jtjHRPrZmWu63hND4TRipTD7lKRz9IzJpSeumLaDxC7V4koygbXA4WlUcs2pe1H8hfEEtIhLU2LPVZvS5sjssyPXFVfiRS5aw\/doH5mo6xo8bvOj81H5Bd7anwpM7NSrQ\/OuTJ3tnK7PWe1J+faTbDBt45epYVRzRVvEKb9+3BlJbZyKozmaHHCEkjUW1DcOMNGRy8TL\/pYgaesIHISCeNKLPz6MS+63jO5t2XDDWyQVqqgkxyRHZyc4Pastmtr\/GEhKEnuXpfyEJARDcSjMml23g29m+prklzwirJxrzAgdiGmRlx2PAN1asz8xrj2o1xjkBVUWVEZfqjg7fCAbeuEoVXKd4oQKW\/8c3GfkKadt5guIbMEWFNtDBelfZtmHEXF4hKmzrxe5EknEJIUY8dOxpdZVBiuxul3O0UZj380MB+QIeSqe2x2JyFAO5AUN\/N48mSpv3KcJhOq1DDM4zG32SG2vY6QOE75EimbkgRtHVWX3NN+ZFk1C3A1TcsBbd1CPer\/2fo5cKA9BPvbxj1kDx2\/IhDJNh5O0Zc1As8T6FjNUEL4PBFBq9h+RNXl5Iy1K9NJrR+9HqLzcviMhrkYUWmcoqm+1D7Yrder1KVDxNzZHT443LTsIyiLnba4xYRqj3nkUdm+GDwiFwIxlRisJ48mAZ73x\/jW24mzAmn0DC3Zrhj6E1\/naoBVIojsZE4KbQ2nQWs8utYhOELkqvx7mnIiC+nD4hAsXt7Sb11QUElqiMlljx+aHyqDGqHrAYT5lsAZlNEJe9Bvv+vJ7vmN\/Jf2yZ\/AZ\/XDAa2FZOtzj0m3eqw6fh37J4UEjuY0lPMBoN7j4cp4ZJ3SEoXn\/MdbbBOVT517m4+RZJLs603P+0kQhnZZHysf8fCe5z4PI\/no3nRqP5P5sQeIymDDERXeks3zJ2GlYnXfNg7m7KCFT7R94uchxyov+eF4SRxWvMyoi7Ns46kBp+eP7WwdKbazx\/TJrnydZ9D\/1u5QvYhL33EkwjooP3jOxaM6\/i7tpHHjBBZPbe5uqpSzagxIt0zdwljcmXzeHypHTJlZbCBtN\/FOTldQNOZL8\/dlmVZXTgMbGajZ6PXyzKbU4Kw\/xxK2Rk2FtGR9qjQBa\/cx2ARCfuje5jRPq1HDXFAFfDccpi1Ji2pdL8OMej1x+SEcfiqnxde4fpLvCwXSXpUv5qEWJqALLAEhFd6qJFG2RvY2i5cXEXQzwWrci3ee2WdQQ+onKSp0GvoKowqsIwcop+ld\/DaoYWTDydPCxjbAWvieAxOGoeshpvySb6cx5v0Z67t1mJAYsd2u5lTSZun62cgXN7Bw3UbQmuVLPMuYmFD\/srzQ9FDSK7PdRzHGsVLptQRK9zEdRwbGkvvT6QQBC9lLU1SjO4Km8mLH3Xi28NjJ6toJSsNHY71\/R+aLKvng1FMjzzjttbKNZVTLEWbUQhkn7W5M\/JCiTM7ol+OljzjdoIO2x1kYn5CiQ8d29q5seqwD4Glar5S7f\/HxCSsin6hGKiCyTf\/ssltPcRVI4p9NMWeC5GpUbNqoh\/X2VW9T0aG1FjNH64fsVSIMam3NSP2IdBP2cwiWISguvEc4bvobiuoKLNr6wFKGyEnUQWEHukAbfySrBc\/RdxzdQBPfWPhnoqnaxUJqT+ZIgi1kEwM5lLRG5KYpWSIHeeyBwM8ElNDMbnno8woBLPMKBj5U8sfQVAIPIMDC\/O\/w4znyACFtlXNY3egBKA0322mZzu0yq+CTnD1pznfcVi9PfXlWMrhn2ewvdCL35InZTbeoA3YBL\/vRjO0pHo43F6PZ6rLqDZFMG2xg7mV4yY1mPDzb3WMwtTPwMhDLyvvzV6H3XUP+0z0LtwDYqemFTidFTqsENJa1c0k3YkMZ0zFMaZGiAuJvyTnKuX723KDdQTQ\/SYiINhsYa6ZUToj0\/PT0QbmpvbVoQWwW\/M5\/AA47b+IPOIHJeW64jI1ei2DIMgrAZYJ0uZYy6kR8ibUCIj0BxpUvz9Lo7xOhkMryVh8a0EoEo5xio7pWeNE6Y8Kyan04oUOuJCbt1QxeXD9\/mH2hgLfqo+p69YsIpqTJ7jCmBcKD5aNuEGJDGn0AIedDLX3JNf0u\/469Mlg4GXanv\/mo5b51VNd4lVigGg6G7GjjZTG09PrRd8gilfvdiLV56CK38SMEyRgSGKXkEUXhizJvaeIbHkRQ+2RZ8l\/ffTxosuzPjbXuR6bia3ccCbziv94rvWxP0Q4XYK72Mckcdw0S0Ou7vubGL6RaNlR94dSPAsi5YpD2KImDFWABDveVbmrnQKmaBvhvjGffoBV14bp5fY8361VzcfVukCaMeZhCQ\/ZgJqhwc64kBQBF+U+LIsRx31TimGDAmzR146ubgqwJjt9K\/5s64DWgfHh\/8KUyt3qrZ1o5lbSOtTI4RMPWtWWg4Nge96i+pHa+pUbek+l\/sc4favRN\/Ic+smNbRW6868oUYDeYJiErcp\/dIff3mdhpTUx+OT4tvYwtpCMOf+luIzY4ZccI7wcKAiVGIwULXVMYXC4LDxETXEZL7LRCcrFP8muFrP9Afv3y2nez06EFVjP3WCS7ugP7U7Mo4BeV6ZiYLijnitxdOvn5ZwbfSchTcW1kYGkzsplwrwrPC1V0MCUL0HZq9OhSzVnYDd6aJur6g1dBwhRcbRuxF9i4uv3zW5iKtUpckbQurUy35TzJkuFULbM\/P4F7C84gJQdT1ieidGG\/23jdXO9I+nFE8zSUXEr7I43iGOMWHxfd6dBoaoGosnDYxFBxTTX7YVBeh50yQhyv6HvpweNSZA3bu1QSB8cLFbRlv634DC9C+9d3iqTCZnjZ6nIT51EANmE4EKoUCd7Y6kT1sWOOSeJpgApfLYPNLzoYTceSjWUx6U3ol22CSFKnYApxsK0EWvuATs4JwD9y1XbRuCiWJxhtH2wcmWqtTXqYBq53+0HfwLrHy1R0ww3\/5+lmP2W5MueKOoBJU4rnucSfcbLabJTWlDBT9j6k9PhOHdltvdAv8ELv4hEHZ7zZsSa7rte0aJBD+sxzeYG8xS\/Amn+0iim\/XQow50VU\/wCtPzMts8dBBrROx0IOOHMPEEDTTGHlxVGKbIakAcjzAbMFomlu+e06fh599tzBO6uilEd4\/6zKzcNWN4E9GUCaTGVbXJ4DvxKDeDEJY1E6C2kWZjYh8UFw1fXYCBRWfB3lso6Y7FzzT5V2RTsBqcsTsSu\/vAOsKykBDmYd9fJu7QpOhgVJm5o7sbGzaY0iqdk5CmvpYKURlN1C\/uGvJoonzdftZfu0ZTh+XQ4ry9\/xlNiokOaakKLC1QS+U5XOfqhkRrIC5o1E9XVmvwC0kn+cu3isnIYmSz147XlCdxBOQo2RyMOJwcPrkN96NpiaVJUj\/6P6fsExUoGo1mXEDmGi4++uH18WgjyykijkLGmZLizeOrko3eUXOGE\/NwIBl5u5OoftqtTpc\/X8J0Lu2mzG1v+f21V4fJzhB3ugHpHEs\/vi7YSo8KfSlB6+L5k6KHunyNoqN18HeQIsUaLiyr6aOWtBdq+gr2N5eO1vALD\/GK0fwnmu2WBLZ7jb86rAK7DRS3+wi2f5iEQCiMeL8\/0IQyOhCqMuaS9vAi31i4GYAwK4C8wlHLjNewsGCC\/nDscYQrR9tWC6KvLP8fhpgJAnBSDjvkO24\/OpU\/v32VOtY4sysazjXxLnU5SwN6YbK9XxuHjZT78W8ekPmTZgdEijJBGst6OmI73I24qkV1QBAkQ0P\/6TAk7m7Y9Y1qPnXQJh0nYsAJtzR7vYuKqJ21aZnJhdrQVqrgoYprFsVPEoIZSCl4rNzr6h1Y\/aLqMR1csCwApRu3iPd4cBiHd24YJCu5slFuXFI5bH1WAW5wK0R8zdoaJHa\/PXijiZaPrntge5oQH3acCuDDpwd4LCqtQbM4s8+BElZvzaAcAXkpwLBT\/e7q+cSuTmKDrgurK827cFyokCkC\/R6T359dYDF0xKDLPcsVbRJ6cb6n9EpXZg7s\/bRVAUkoXw520KXlVXsz8Oz5lGRVZm87v4NXdlg1d43kUGCkN5a7gLvKHEhuz7Qc\/qFitYYw6jXzq2TeqjwhFu1FVWFxQrHo4kn1wzgCRhiDNViSNmYZ4\/Wei3SX3lRyVXwgj0H6BKY9FxdJW1EyXvPtY6RUbP6ydZ9UV1nqFi8ygiOZXGkOJQtxTzv3BPpQalthgnmV7ZkoHws9vmBxkT58CCZNsFRTUcIlfT6NxF9OxAuoHwQVe\/eBzttIg6qmh3\/+LGalXIYqGpLg1AYOt0w6QaNrY49oKH3hR0Vd8pecfa8UkjaDiIddJtNuV\/iMPBfC5kE5CCxJ9or8EDLK4FUCU4y3+bllPXmpDlCyTlbM7DACSBHCeltJc0ZbPjrD52cV+1NPtVXPs3zmsdBBzMhUDugfOqP+6J1SeqDlcDQPvhHyZnitPEzVUicIJUGaluTclm6oTcDpq8A8pBxPCMUZaS3vmvkCFz\/iezpnq2184DzuOVXUyQBiFzM\/z8hDKtJbCVxP5LJUrwFAMrt5Duj48AQUPgiE+OoehK7X2lbFWJtbHcIWqKm9asy4Vmb1z2jNQMJngXYH0zwY4SPTP0ExEcH4Gl+5Rw9mP5OcaiYwka6PrtDQimoYM8S1Ir0tZwQ+\/adcPf6Ygm4d0FNGpoEWWDIu1CEDj0Pb8WofgzBvMR7aWLH97g\/\/oWFznf64DYf1Leri4TOWGWm1rk1MS64EzA+mUsSaDSZV5eacOQJKJ75QWcYpocEHkpGjyLxcT5sIvkVmWhe5NuMeDh6A\/l0oJtANYet3XZh+4T36jLASLGopRF5vf0MgZ0qdpVG3BhLDt6Y7+3cWOojvRyZl+28z5ZS2JvOocE4aq559Mgh0lY80eD3eyoPPkVL8v6ECr5nPgdMM4rRHE9GJv9GphboL+hssewmvfi7a\/XSmWqgi1i7FUtbWaScxJJhPdM0C30cKkBfwNWZJiUhxg5ACFHrmwnOk3Dj2aEp+GYteCccsO9bJ1YKYcA5IQ9iwXSn\/g0VZw\/zIgKayab7y+s1OWnijDvGSU09LbR0hPz1gakIDE46RbLVNvp0sGJ9y7NXlOy5TeHqF2A9ITSCCbYAOGinCGyTrucbVgt8o+GnABmr38yD1\/xsEMCoiDnIxZpHWLFunOeGFrJOLNlQ\/pMpAlWu\/oPXx\/qHB7XKbxfgzL4JL4txW\/dquPH9Wxo9ggiBlwPjxgi+m\/vrY7gGgAdPLoVXRLU0rYIwJT\/ZzQAbTd21qNt9noLBL54EXFj96\/zaw\/kRlZR\/lYvu0CgkZxgZCwECEhRAzowRiLtCPIBpI6aM+KWA32mr6q07U8Z+UDMdVZ5kWtY\/5T9+ABBxBh5RdtYOfcuh4dhk8x0V40NwAinZisw0lgV3ihPUFsPXXb8bqOj9Wxx\/XWbAoDThB7nMZhPM+yhSDfC9Sp859WVCi\/zlXpKsyitRgk4l42JacdsBqnN1DnEt9gNIw2pkGPQXo\/zPpmxQfvLeg6v3ZpviFdSRZmBaVANaf9fspV2o9emGtpOIcu01wnsZxrv\/2mgOF5r6Ec2fZ9VTaM1sa\/qa+mKxj2Svk7AuegGXbbVidzJph22HQf5IBjfcjXNXGdm1+FIuAbs8TWk5VSeMxa0dgTzo45Y59EIj7kWETI1ozqHeoDUlHoke66Qzxc3Ca2BKhQyjlRpFQcjWnh5RN+W8McSbPa+2GwemwbwAeGxvVrY2axgXMcod1SggjbTVh42I2qNx5efR1nXLRWCSk9i8HkVGz7W3eEFGmQ6Wvc0i7+myLoFTwdJBnFResS30+ZslRlUUQvzwRRDUN\/uTDEZOyNnhKIAi+m9MrJdmfZ\/HA6UGq96y4jT9Nba8aNWUyPq\/Id42ny+chP8sN6HSUS2zwLpykVuwhEJNV3\/46hVL3on1L20slQlXxqnYTW2UpY99Jxsb4Z4ODe8OWf4lVGRq\/HBww4X8fjqhkgxcUWVWuuyLzhr4eTZzpknxC94CiZ4L4S\/CSgnIzc6CzE\/G1meiZ1REZIgRdz56I7L9W5xaYL3RGgaHWhQ3m7nQkgCUoKdJe0Je3x1SaKVHHm7eT+WOV+cYfKSeJTnPqabqGaK9gVEFFHlcc5ujPYLRAeUoFZGIyeHq004YCKn\/J9JjobQrhbDBGq1dJ6awy5gO6iD6GJ5b7OkOP5Hlg2sdPabKFE2U2TBUTfVrL\/Z9vEYkPZEgGh6zJfvgGBY2\/Dbk2pFEbRxP\/CP0z6h2N24sK5HJy1hqWb+vmHdSR2P+MoB3jith+V5faTaaLx4VDMpWtlriKniHjyaAByVJeNEoeV99U0bl2fWzYt8irXNahtbUF\/aI2DFlHfQ1XfSK6LA+RiDqkZwTIaHnkdhcQFKHruK4UCyWshtVJJpqkpqvHBtA1jEUmW2N3EuDqymqUsthXh92EPlHGVskUeuOacCD2G5QIQQErcrYDtHCmxsJ9B2KVpqfgdHEZWdM+ixS5lrvELcZQrUdLcBQ3s5t0N0QzTDLKLAJZG1dmqZrw3euXbsEtHt7FF6uj9q4jfGPHIJ2P9mPpjKyymzmskReO3cOK0GsHOUPOp6ip39DxNnaN1whMcN9YF7RoVumSPIFn++7p7uIMabfujLP3ezA\/sa0nLaWPsYXPU8tEvPlzKcThYhtvHf65ClSEaNu2ZRBapYRrwytOddG9ZWg3GEc7j1CyEYFaQsWVAfWpBQsqx4LhoRUsXXEhJt0Jvmk23\/2ASDZA6pPckq9SGWF8AOtRm4jaE\/VhBOL\/p1OhYCYi9T2kEvGzSyVohCZEczayy2L+54BHTRXD+NnvQJK43aY7V9\/G8lhWQA1aWL55DEGtA8qyBhX8eF552wRsNSnVi2PNFMQJsAVmUnKAcT15W30jAGvLGwBf\/FZLkNh1O+3Ar4RZAzkocyYq24aJ8TX2Mij9at61MMLSRT4d\/iPM0tFJugRAKJR22D+o8iQRjRggWv8+7mtFZuY2h1MveSTk+qOwtpr7HIh9Teo8KFqgknXForUeRREZaAQRbIqkQZlyLbQpjD1OLAt9rbqFLmlaZTBb7W0YJVnP4\/fjtaf\/7zUPLK1zDE6t4EYO2zorWLkzCGdOYLghHc1g3\/iFv6QKpxBxYn6Yfud7ny2ZUv87s54b9Xw8\/JVw3L7E+vO6fOuvkg89N0rbV0UZ6jtcoZRUEig4lsCiZPzHIyvoCxzkkzYw\/XGLVBswXlZoQLHnAzJI63B5bwECpkxsT0\/1yaYIwKoMPFIvxtrBPG2kQEJHCTY70p4ahMjsH27in5j9e8d8ldIAVfzhzJQWn5c2godIUiRD0PnVSvmGMp0dBQ+dMB1sKC2eASWaatZQghIItS+l+bnRypuTWxXYzIebMnj3hPAysA+Hzv3lrmLj4ClGdWTQOaS\/6GJyt8ba+d\/tKtNwK7vzDoVOcnLM5A5ZJ0RBLp3WEGbtkWQH1a4tyf6tQSZJPmaUTxv0CgTg1NX1CPAMtFTjyFkVpo9JhH1Ha+kmHVM1IYEDkoP8zO9lr3Y\/dEe6e99SI56uHgcqS9NOpDe1UHmE7weBkGcXL2Z4gjhS\/geWH4pGdGxhZWiQUrIN1dj7hOXPng5oh+ykZjF0Bs+LlrDEKReheJ2LgFBQiXoHvitD5rbsBPF4ygBv80ZHHM3RAPatAxJMQxGRVvKeLVCXQN10Vlt29IBaU8zaMjzfmO2yr\/QUFjE6WcqGoPJy+mJBdLEqbCPHqWp4u+MGJ69F+yVkyCtAPKMsX9ZXax3IzZwvePicKWchQGbgGk9xcU+Hsz93Jf5im4uwcpN50evtEsejzQCECBKJ8OkNsSb5lwIOFkSzhQIsfI6qyCzLbFS1My\/mgq8F3NUXokvn6JIvkEI352P1TNdXOl3fRbF\/A3gMMen2\/m1zogqj+8iR6SApXkvsFhXxIqtfWkbI7r7nd+wMaZL+vDn7YVq2utUmRhPQhKmqmWbiuOMWkT0s0HEk1Bhnl35rwPYtk9U2gZnpRVBf0cLPtS4OZv\/iIo\/Vh8d02LICoLzXJ1n7XlFCQedcWXzlLNAG+jC3ps+sjlsCz93RRYnJXPrur8gUyMzvTn4WnUco5xZSZNwjFgmqF9ERAwmsu73KpnzqE3LYLMOfp9zgLQJn6uJ667d5Bywjb8JBweEMEgudeq6exNP6dCWzV8ZjOC8hLrg\/GbgKy4f1El0IKMwKQoPRmcsdD914PV171h81aJgOnkKbx8PXzZaaLNm4BdlQD4oKoexP+\/ZSW\/7Hphh97JNK3OjBcqnsbWvrnqwNBdUq1J\/UcMESU1mL2NLCt9c+cdcfmyL5u3PoJWqGIMcCL35J5yhN3krx1gmMeRIM4DTEXaILilQX9G8tZ6ttJTgaoTpKWnJnFNR7lx7r3KfMwStCVvrW6mVVsYznabhQwN+HO9JfQtt3Splr8MO4i9i4FsH+Jk+Nz7ZddZZeUbuF74bkQMF7uv\/hxRehZ3oi2xPhd0Vr30cr9r5Ds2WcbMOyxl7ImARZav2aF9dg8QCaeEnpUqRtQw0oWUgLSzq3rfbUOV7hIu6otpBb1WPrAj7bLCFBDTOw6nQALn0DU6n8WJX6yhutf2M\/YuHeVugzIIt4PQBABeDKr9aAl6TbhHP\/wVCuU+5cnyfjcbwBS9V56uuThzap9tO2tkCTTJQtNX1P+FuVs04KQsbvU10R42OoZWMiAYoV0tZiLDWM+sn4xtFrR\/j19dhK38IcAeB4s3ouoaJWDNwK7n1FIKlem1kSJY+\/KEAL+OuGL0A7WHuMkJjuj8lDHma4ZdVjjTGvBLmm+9h8oLaHFRzUyb5JITLp0iZLzgGj20SlgwYDmA\/jExG+JvMd87vAaxdh17+OMw1KcRUfqOmiyp8+LBBmdEPlF\/r9QlomtHygEawWQ+rGLRRDSNzapvORVKiXF9xpA+1hRDuH3hptKrcvYwk0AhOyf9nWR\/tTDJQy3w87zkRFX0AdAHp6puDUi8GkeZCOfeMa1YUcWFXITCCrpA8vchWY\/PWUr7A1I7zAtMcYxZhHUvZuPyvjX2FPNQdBK0VhDVozlKYnoBlkgTD\/u7MbOcRIHW2TJrKD8pRYWw1YQHytMKjMAbnPA4EInhiqhmrN1vTtsc5jvV5rZV1ZVfwJxFizzO3cPieYEMSoii5KuZ7I3sWS5PubxY+GoZ\/C\/2IEuEJAYAt7F6Vg+VSynBI0w99hKxldX64EW6wV4UxJb\/3QsJoTxxEF7ZbzHKzTpB+3hCO5bVkU8HZzNoHSmWgKoOsGQsX2S41cgtDGFl\/ltdwB4GUS+dhrJpN+zmTO8NWKzIaquKS87g6rx7pEvL1o9nLE75NYJzA5+bmxesuNRQNopQt7XI\/m8Zavz4G+Rf4N7GSlbmfJuC2a+o2vSeoR1j1mvPAzJhmm+vECQtTLh2CnGnyt1ZvHGYjVRmN6ax6EBE4GbJvi4gXoj8DrRUZ2cZkvCYeyVgEfQc++iok4RczSWLb89mbQFNtZW6cuK6ChPMaRftAOmh0\/K+o3Uxm4SqL5fSqyLUSO2pxoyIY+sKyFwUZYk9U9fbHByGg75elab4gLGH6EXtYoa7arvgJGZjhcUlFeTUYO5DSGRpQ9D4\/Lml\/UL8qKd3V\/K1nc3Pv7\/xBI1HPCO2BkqckBPK33H7aLI96iGNCgKVf19GcUy3RWptHqj4+Moe32oC+b\/NK\/GwJzQUzuTkYvj2TQjwYh7Cumb8myclbsMhao4pbDdsGx3m4VBAYo4Tqx74jFbUY7hpCP8LvJ7iBJ4edUBRNndjx3rZNW9KFxoLudUUJzbrGCR6ryzPPAsyKVrn19VnS6wRfaXWWMiqNwGv0g7Q7IYQN8h0bxH3BWEHsJHaCFi8xbfdoHW5YlASQVwCCp2JgtuLHLotU+1hCvGx+LV61qcuL3nqj3yaNUmRe6qNwQdpB0A+9sgTBbqls5D9kLot5Na06ZXJm5Q+epbEuzGDfdfQxFOU7DEkojNGuohLndzKYddF33Cq4RGFoaJ3IdZK8tucHitOjxyBzBsFbx9vVtpbAvN2sG4hbVnJnShaBV2wpM7MDr9Jz2tTCz4CzIThFaaGaiGPSHhQwSvf4MDv1875GreS9OYDwwUvuPjFyLKWJAVDXQ35DzzrNQ2alYO6fV3Sr\/C9AgAABCVQIzMM4CHZHVBhLQ5CrL7fI9abqY9d7cpkUpRAevxk\/Es5T1tRRxVXh3nmZ4rtkqMHmMgQne\/bBhSpSnsxKae3uFvXtm6Q+XMyU2yYv85sUuXPNv\/t6D4my4IxRxm8wjCKSHLzB5AKgqrMULjtteOG44Cda88Lk4Y3HeuIzm1GaeiQqVnQNNvMVwneWOLWTCpEF5WJviIFBQ40heG1kWzAG00Mhm\/QIltAknjcL+2NE5Da3OGOetGjIqyEyHblsloTJyLEhqG0LVUJHPHgffVpSWpSWpHZt6ICVxcs+6ChaApO9QIOGzERU8iHjZRz+sErTa8BAH\/Hm+N7CSaVvIaybeVgvSDht3rLlFkbhuo\/zKXiBbTIT\/sRWpKvQogdN\/7OCcUz5aCmFh3VEtDJzZ9RgilC541ErEdocOR4Gfg36d5vfVmNQKvU4KVdqfTGueoXGbrEBWBXlGtn\/WEcGh6wGcfn8dk6oa+m0wiM\/Bg8bogsGopoF1todqBN2ASONwaPsURv66zvpskgjXtodYAI8gRUZ1pLREMLe5huUa82hYn0wyTNX9jmMBF7j3WVBVlc4jPH+Q0bUpyudEx\/2TIkoSLxcSWP64uURjccQifiPc7kKyFSOBxdpkNSDrke5W8qFjfFeEL3lmyWZXOQalkTJXjm0WZtomFeSIGbhBaMF2v+gia3RhZNJ7I8g\/hYadtVjgLTwq9pujQKA\/3BXrwbLj82MxiKEnCJQ7vGQqT9t1EbZhDjErVD9LTcxFjqoAu+wPTvUsZ5LlS078MrrF5q2UIaVJe\/8BeZymX2tKDAAGMxCj9xFXqOp3ZpX9nfPOc4p5BP9GTl9vE2rDyPo48yqVjg8DvBsJwd4gVMIrUYinDg8ZCwXnjN3kk5\/44io4sbh0QjPQoq3bfpVb\/kSjZxjvbvTydzlaN\/ASpQ1CF4NSXvUpSSK9KzqyAnCGjO17ZSBj+\/YNT1WmErodXENOkrcwlVH65N6sbJO7HLEnoUnXn8paW0gGAEGjERcONSAoCa0O5pjKb7xw2t5BhOyMf33wh3KVoMB6gwYGPfvNijiHR9y7+VME5UoNRQY3noYDYvnuAGtqRDgUpQwAIn4j8lS7C19O5pPiL74sqyYhoYyGcItO+d43hxumCXvTJw2FC\/31TsLlVwbKwp6\/aRjN+dRcg2kya35PgoFKMkBxPehcG\/9YpE6fAShg7sc+Fb8CMajfMj+FXX+twhPwCMVNabrZAMPqXU8Rm4MZPawUkdbpm2yj5TuMS8rGYYtzw3tPNgYAVhwzohtDr4P4zZfCBZupDUdC22qdPdCCirj7B+ulYihwZxfb0PKPNhA8YRjfRm2wnlbwlAGwbtivNt9z1RzNfw2fKNedEaOeLAX5Vgr0mSOBokI6DUmns7tri+IVyl80Rlxstf3eButrV5ZcxeOcVWogUx01\/RyW1tzvTPz\/sc7d1NRXagWQV5bTVrfq4ZwCursKrzxAZw0wZAGHwLNaQHV4yT\/GqGPsZZpqMCB816MPRrpc9xZd67N1QtMpu40Pqee5WjGRIVou8zOlnMWxvfeHJsaFKm4HszCCHpvJJW9O3Ho8c30F\/76ceKGyCFO1PyYat45q9nBGWA8k8zIDzrmjmfWrJRncL4XrQUWkNaY6bpHzZuL+2wYgOjOXNt3gh9KL7BXmhe\/rbNQaIw+uDs5u1dWiCxloyC7TcqFA5HZ0Z8LbhpFVNF4uHbgOjxoh7peZ4ijhNoKrc+kKCAMt1XEVOhNciZoE36vxDDINrYC1x8iLeDcAw3jthtXa8Fogbp+fYbBTqJJu7yAOUXF2mV1mtVP97j4zIXjIMFnSK0knt8B8S2nuxfpWz+3Y0qKl0lkF4SI73VxukW50FBbioWBx1ALoWVDe+kq\/FwHyau1gU3bCOhAJ\/zasO51ePIRr+SylrydKKve32oVBrIoIqPvE\/4KRU89nu8Vic0dcD7KnAD1wUFeAjjZOGjI0GYac1J4oDTX\/08Xw4ANmRm+iAZVIBLBUJXCyxPBoRiopO4Oy7Fs3rltHyExWlR0j1NjVJEzJo0r8G0D11Zrtw33AIBuEMXR8fLflGwMFc1FoEdLym8lXMEqi+QNjU+7ji5yp8JRvN6AFeULVaSdzqsd4BvGzxlMG0swtw2kD2\/SyrpShVDmRjh9QqPKbkm4AcCdan7UhHS8sSxrbS0P2pRdCGoos+r3tK9sdDlGCWmJ0ANE1jBOiiwN\/c9YdIxzJIiwdxqMjFoxy4YUCyTgrTTwR5\/KcGDdQ3o10MlX7SgqALqGZoMzT1j299bqZLxYMXxKO9l8zRsIwc63kAhFs66OeljwFLk4P1NUMi3RB6kWBaperjT5otlvJH0Ic04ZU1waHjMCwKHk05XYBlvDQxhdn5xoI2FEQcjg\/bgxuHjwqidZB0RnGNg2pAmk5ra1ykP2RAzko5eodWtcT6OANFAhjZ9g047eMtMn6xRafqzYx6iVvVqPAcEPro5zTVxeWx\/BEKSrHG9HMVlp0SHs8xTsm9NmTG3pi\/8vJD0qXDFd2w3DA1WA4bXY3p79x7Ib0JKmA23bCYLSwFXnMtB3Yngh4iC9ilgKIbL5HP8r1M6t75VuUyl9ufbjx\/xZjxjZUU8Yo4Vga\/o3Mhww+PGNc+gLv2qNKhKZzSge2PuoreOnCRjpBRD9Ub1zSxeCuOwyLL11C8sZ\/i6+5R8\/lXUbMuBA3XOzl+9nbXYVP4OCQ4Wtv8rGDqtYLTwNevLc2L7FDOsf0SjTJG6GKqvmdT\/b2OxQNpj\/S6yLDX7lZlMKUGMf6WWk8Y6h6FeoKJOluszWSy\/ITSw7L12dcLrgeznxZt20QbIY788kjwuiPZ9wiIhSgIaPKT9cRlN+j5eBAnpEuxgQ\/oIj0L3Yv0jpg68KC0D0CYvK1DlBhfSAUjzY2ok5MnFhgqpLXGCtK+7Y3aw3nwcKRJTH\/MkP4vcMZ1CVhoE18imo9jwuD7Jik6UqkHb6BuIFBhTynnskqhDiwiM+44dnub+L5Ra3BVVFNRB72FPyTKgU3QFI9z6K4cq8JOMRwdqrvWpWo8xciuy0q5rZMhNlKvd\/vok3QbhRGvfQw2zkKGP16MerqWhZ0T\/oLbC4HZdizTNdd39S3wyMV8+vLkrsqh2vp8fNcLVGGivXYyqVxqJGz5F0DoZfLSs\/+bAjRojh8mBQN4ia37h2mW1cTxMbC\/N8QgkHEfVpg8IKhp46Awolo75ayqtOwKdvqCashHAD8M+WcGl\/7S\/HPIDEVmnyhl60q365lUvbf7Fb64V\/\/PqLz6cngFeXVxUSm\/NoOxWj0XcSqmA6ccpo+WhysAL\/xcCJand6jdaow7IRx2\/9kppXY3zSS2wdF4YuVCuFfBvZR1IDirNBjYno3Lue5x7Zaf1HgREMXkb5LRwdV9Iy2UCuWjjqw3YGxt3Gpm4ejLKm8o4ua8IOrq3YGnH2axyT2XDz6Si+BARiCVuHAh0oHaL9n7\/AJOSp+pcyQzM6MnwjAQAMatHUc+XV4S9NvKDeOAwfHc+E6e+OVsE3TO5o\/ZkAJCHjI4Qfnn78cGnvkdITfrZgWZfLUllrmbm2xrjdsKrBvnOKg4ujZXivtQG\/JSfGxYvou+cYP9vtHhXHMgDs8xpFFBl6kRFfJSTOo+G7dbdnAX7UKT8\/FQ4qzjNfJ6zW6WUR09bej3RW6hFixSRcqbkC7h8Qy24DVAca1Xug1iDLrfDVVJHg7lAdW6sCCqEF\/Og5VnCEUILV2uBa0dFfaXSRu7WQkp5ZWwtDKNEf3CETnMo9\/FuzequHmo1Yvg+y3ZsAWRYZUqmzLBIR+\/ObjALVSIYs0GNF\/+LyM701mn4x8HIOHBIn5QmU8SVGNgU4wl8DzgwzXBgxG1ntu+3JS2WvYtAdkMWxlP7D\/mArmFE2cMV67baxifN+JcS2H5Pw6En4m7VRMvZK1naF5cyEoFR9R\/BcfvWLJNqFaYI+LTeuCPAV4mXO8cL9vpd14lu6UUDzMeV1P4hjrxzZVS36PH1Ok45XmCJAt9Q9j7F0kNhgltu5Zr51VWgm7e3tJnU5Owof+mvPC5kc0gqUZxoGeWt2O3Vmo0V1z8wISTnsQ\/Zkw2QIklkxVNjfr79Mibf5n0P+waNbUHJGDNkCEwx4pr8xGy91ySWhy+9ElS3kXyXyF0OGrgRRxEkIrjV5uETY8sa5sBOxkeHfi9Zcx2CgWB2xrqKG8jVpK1OE9JnMUvgLszVI43271xFVNRvJYJsd0W+XWxVQHsYtwuujK7zIiQmVGRWHPp7CLkSvZcTSps5P1O0aj24IM0UE6YrmGjVDMptFSNRwh6sajqt20PPoInXRBz1DiFqQqKrLhgWlBu96xIpkAgp8Wn43Yurk1o\/XZdKPgVGPFhE6vR19HF3kmz74bEBwyLvggMYXRy+qpJCwWvuWSJRMdQS6hiFM+oh0WT8t04k3Sku8Z1eGmRXH2yT055+53y2S2+V9Ztt90UoSr5jpQTiagaksiqmOA93VeTkklDqtG6M2zlJaZva8JmRB9n932R4znO\/W62YnHXn8rIod58L+jHKJk3vS3eShAN2g2\/kTo9A+eH\/E37mfj5Vdlq+tepMTb2tmnlPcJ+MpzIpN+EVY79kW+pWsG718vHSfFsGHXqORIlkilEpBpBWezzLLKCyxVeQ9qMZQJ1dHx9I508BieD6TCU\/MrTe3IYK9hdSXNcGilN6wTGWXJyRDg8Tu6yH57v19Jql9EnY0Z3poUnbJfHU8Gnau2dJpR5ZIc4Ks\/Ui0i1n9OpgzhzUBtBpMlEHevXCsF\/63p+nm9PCZhC\/4dB10VeAwm4i3lX9I5cfqqAsqK+95Gy+Q54bL5+I\/V2fSVaT4gm32buFszjwjweX66lnlwe2FZJJjqKozSZf9D1d7+ldKxegu+p223G1ZLI066RSans3Tg1NT9bLmE0ICrnf8bbbSWWVYBJ8C1h9V+xSywnzE9ch0kPNLjsHedTBgh+D4FLPNSxobbhbU\/DBKekVRR3Wpr27O5xdfdlt3htuWBm\/pxuPHNV509kZ1xGmBN6LM2OARGMHbIWE7LuPp\/Kdz3JFqYtKThdeUXbjMVLr\/bujeMTGDbvDUA5\/4pvVKAnSYKbHGTn47pGex80cbf9vh9hfwfSwXX6mur+YCfLhdfq\/apZZlGYwrJe5VkD3X5+F3HK6tUf9\/HNuwDGkVVRnLgREnBts4ps\/GdOXDLJTX9YXl3sFo90rT5\/wd+4+9uAqM92vOSshi3E9dFzQmHLMUJOJoctdE\/1rG4uq3kS2NNZeKdLaFDCkZV0cx4qSCrJNz8eyny0Mlz8USXz+JnzW\/8e1mW55ikMYGwJ+W0x2W5nmuR17eK\/CqrKa61onsCj7Ux3blCnUq8zXk72luzPaerxOjCVZu1bMY9wZdkt9wuhKvSSKCdwNWxjCEA1vS85dojtTu67L8+VwpJWq11PzoQc0UbDl5eHNB1LpKKhv7LCvvDW2wYCqNbwn5cIrUCqlG0F68kyECX+mULshQQ7JAanMWARXRe\/LQDm+wJ\/jAd93JacVQDsRtsymxb6HLswpwgCTB1M4UlkdZKsqT\/sruNR5X9QY7GN46vgTRrT\/WOV0zJor3y+zPw4EDSEKAxkrvccUSG5Qz+LuENzHx7fqCTKoMOZLywi7rnmK6Lk\/jVMuLwgaB6nC44YPvFzLcI7l9ylbEyfO8NjjDvee5HaIHByXhoSOiQSxQqTQahzidNa1Rm7m77G\/3GJfeKVkV9MqD6ZEA6\/dYVv4Yd\/CwbrfW5q4UKDa419rH+U67ihyquPJXCng2dwC+B8rHUuYiX0e8BEUaNUgTSY3ZXwZm8C4Q5qTmK4\/Q2LISZ\/7x517NjOVArLFWKqQPF8fTBFov1VSx4uC1xgP9q6moJJTDEipk2y\/syGOzuBpA+46fKgM5MQ8B5Le0prnKoGTujErK2VTcbXsTi0k7m4M+2gUB5sKN6lt4Wsnx2Z2LFnyHOnXOF9IpmqkJOKuEt39y9\/Vz1jlZihSkDEh5VWvfGI64wqqLnMrAB9Y4lU90Y\/nH3u6bsiNi0FLVMFZ2YzudPeIBGMoV9rkjPydRtDCGJ2PsEmtauXwPYAR+kFlJFiTKKfHV00H74fv1sVyxeE6DqVZRV5fPpJpIRPqnBsQmM17pHJzzUGPUyttVocP\/vYs8iacXZ5937zNdzypndWll3GmOY84drN4il\/k6E8HLtGANhjEf\/JWVxyUnxI1N2F1l9RM+IBgTV4wjFrdAAKSNC3bMEy3c0hNTalBT+cKfM1S7VNaoXW3\/sxh1h6dNZ1\/G\/GlffscCFKMmwa\/sVzchFQc0amvk0iymhWbq2swq8q8mdFydQkalkWCDNBLy84u9iVJhmvZSiXf6BfnTz9WkuBGA5dh04K74bQsVBCb1A+sH8PUYlNJ\/imT91MQ+TBorl5nF4+KSycQftl8aMFrguWaZNsfnHc4tACeQclfM0rNKvC4feL4PvCzplJXWA2MytnoPOF8wbEWkYVMdOQ7LwSBDjQbquUP4t4xjCBr+R\/QL9V7W9ZHbn6P4RGTP1btOE8h34XUzHZTLB68aYXLSeN928FCaObD7exeHn4PRe0Wtj9pym+ech2W\/uNXNQ2iXvd\/eSYkz\/0de4uyP0SJxjr486GGUJk+bi4cH1nkffsZcmTFjiplyTmuEYXzGhJ8LCRB7ntGzP9ofwE0u1exf42jATRSCk2b3xjAR8E7x9VxJDjsBuJrrnCDKUn6DKDBxbQz+CbWBCuaZuBF4z48kE+6deCkn9WmdXNF\/VXZBeiGCrT\/pc50OnNwBj7DvbumLcLu2b4l7GdN9THsDx33kApDeZkarGjkQxWkvlnIAFDl8\/hQOzj1VF7seRWpTdXo4KohtVMVSnEjnNEc9lsMOs7tP7vDohdVH+OVoQuGscc+r8GJzfF\/d5mghIysg+ecsCWg2AxQThPWnD28TKi5R0Vg8dByfMjp7XQdu3kEciEFUy\/AYIRgwtXutBp6zQ16goFx\/vY33\/etmGyiFnhOVZYLsnaMblrPLwtMqjFTPSbEqa6MsgY\/LSDGI7uZU5T6tUpYjL8PCj9s6nHbFl8GiZmza1ELhIV7vlyZvMCpHe3i0OQUZPOu5PY0QirfjSaXgKLAEVv2BTwLYbxEl\/SKFBSv1krj1Z9Y13NAdrBV1+Uy7PmQ4GgU74durWyFODFKOm2wrpyMVsNYoCTq8acSy50J\/PpqLUsT1fYs3W8nuWXz76bhEqZn+S+hVsPZcX5BpUR\/NjOeof4wPfgaUw4KENYW6l9nri6tJ25NVjhITr0XbjByTSPTTZVZzShelie5m0IU59WVvqDhX4XDTsCS+3dnl4CjmawlxS5lujdSoCGTAf0MzMNuSdVfUoqJLa57c9qBleJGVr6rXEHHpxxtOnvWT2IhYizvo7c9tiAup6U+hBVko+hyK+RJCLPISJtmO1JcghS50j2c0Ijeor6RndJvY95aX+2FBPDJIJciVDc\/xJX836Y19JArdgiV6ZuwfNcNnWjQqcDErhV94Xuiosh+5Rk6Yk\/3Ox07uJvnRgv2JCHXdw4TEtmt84TOcA8lrp3jrGkUe3Cn4XRl9MKlLsLEwF\/zn2NBHAqhnK6sEEr4GYDVoFlH7bUzt9xFjVHDK90PDSWe2oYgk0\/Xiq6EiZbaoT3KCQNA0+rUzdLfGfT8ci+fti8szznpOizU8edWc0giwvKicLcXS2Xm60SceAL1dZFCiK2nqcPRgkyXJ55i1tb0dZv2YaP07OngTK9JwkIpOYk2mNkVl4ZoDoufRZrzc6PLghhLoATUk8+XUIDa7zJI5guBk7l\/WjixIF4WEXjCO+SAXLb4nELoqzSZX+AiymMV1Y\/65OnlIu39c4KaIUrjrc\/P6usprSXmMHSdHX213j+a2g+tcd54JxNoGJhrcS9QdTT004zF9VGoO2gXVhji6mwzheuCkP4YEd1Gji41Rz4NsPXrTZGLPQIG3DREJVeoTJF0bQdzAJtkdOf4IFz9ig33imk1FZogpgOYuoD5wPQ9wCY7I8NO5F8K13RaDCHi+\/oqMvCifuZptJkHvc5PI+PWwjx8aLg\/23K6t9Y8DEXHQRvfkGVT3WPLeoJwMZAZlu59kDfkLFWisq9z1ext3lYcmjv\/n7TArWv4BFbJM2fp9fVz91u1ccYpE3Zcm0J2rlDUxkSP\/yJU+r3OhiZNyX9yw1dQOpk0bG5Lanc4VPbME2J2dx9v9ofcnOsbsPNOWQy6GBRjKokTHcSGx+kKEGwNT0X0Xu3O8XQBmJ7R2CE8ZUVeWGA7nEb3A\/hMgyAebCOFFcQdriqb4+p4oK14Gk7BiE+VyWfp8cG2l\/uj1k8M7lngqh9xMHYJRzImQLRCKOnfo5mG8xvbesPYxMy0RZrFr3+L1v21PThw7SNt220fSEVZLgF59OEpdBp7JXrI5qnRXPM5zj0JlHAeZS0lpcwFO0oR3i442QTy485BszFJbrhJlgl+VMgjr\/4c1BusO7KC0NmvCZ+3pFh6o8UnczKMpukOk5cmbehKNm0+y0MlwVbtN6SI80aTmVWr+3SDh1CvrPvezcgj+0yHeoeVzEV\/AzspyG4HXhNbVEiKDTMRWNE\/pD0aIEbujFxu1YmlFSyTuPQwuUsABk7ud7m4UkGZ4nke1nJ9nWlwtps2OnBIpoNBvnEX9R8S3alBczOeM06ecguy+fmJjprhGT6Nj+K1ZYzOyLQvVtj8fNU0AyQiuNGdHxy70\/hb2pwOMhPnEsnYntIBlIfzP4NdO+vwspTkWJpi2PMz72B0OpVcu8X9NCc8+4djWIvR7\/Wbtone5yl01OoKzpH0X7d4t22IOQvc3zZtLbt103kRUja8\/nRYfiHoe09JPho5UCtBdbCiTto33DUnOfcxJBH41uId7PHohYKyTftgjXVE16ShsmYY7KK+20CRD3Rol3jnFtTVS+mubMtXcelcBuJpyZPZ3ew3goipC1TaS\/EaetkAvmUNgirA9oCMkVkL6DSrRhU0WBI+l\/vtGQbWptEkRrnugS1HdAsG8CbAxQW2Kz2xID1xew3+2JrOrwjL+ugOWEU7EL2o8XzEpsmM46weyZMbZcfkIdBjvBtHUAc+qYIckK0XlvgCK+iQ9Pce\/9kzk06YbdvYI3WtbtTzhJt2o4aCTQU\/FcstWY2gy14ePlu7Am2vcN9jU1KgZCeMFeMZNh4nlq7oz\/xoCPlB8kgil5EYrL5ICzGlI3gorZbSntlFvK\/IT7E5Zi5lP4+jz3PY1qomOTVcufgfZQQ0mFzxqISfqqPsZCduNzZEVoW7RHSHzLmqVsZCZZ1CsY8hL5hyoTx6K\/HxhdXSV2wPs1klx6hpXML5p+lgxbuQzwyRfBvT7d783SxbSO6Vij+db9eRohM4qF2aRgFfNvsyzss\/2sI4mXfBNQWbzvCUyX34VLtm2+6zetom4QQpMRKw\/YFdJ0DdVTS4hPi2ejypFvlvQ33hazcvHHL6Ct863RkStcboy0IUxDs7C\/nk4sJNrxgIw8sn8SuMpYmjFvicgVm69A0hyWsfiFu+Es08hbfj9IpDfoa+MPGHJg\/q+zAxC+qsnrynqu+DcRBnBRuKruOL2LT4PlbHw\/jvRpXfUFh\/k6vRG4bny7AgQ7H7Xuv+PEZ8pDtVb3jUAmYXEbGQEifu0LZ2HTq5oVvTR8YBmujryMyZyxq4xlDfmPtmtWROGKPCpEwtBE8uvV2YZKmL0GsIFms0bX7m7jq4ypU2LtQ9LvYvd8IydowDb3MAsIASapVbYINjUyWMDGp6QtKB4C8WCYYCfb28E60G7L3ahDhb5OqeYbRnKw25p56P9VKni50Z+PG1eg0sM8xpAbL9XQi3znmAPvwf7dtUbjYT1WnKI7R7ewrDZ6bozI5jUWpCDdrfbcQZtSzzhD\/EGnkr5m5ihQM+ZmkkB64ARui4nyrlgEqVYy8WFbUZlV78CdQAC6GDdxSFrTrhJFWpp2Qhpqdd2BkD+9eI+zQEOX4yd3UTBRC6FGvXeVhPxpOqtnNRcf3wO2jUW0o5t6E0TtEjxw5rZL\/q72\/64niOfkgLL+hQdnjLrZ9y2vEwdSfuigI+84iq5QxvaFj6xjqvCf\/1sCkueSdhnH8k1qgU0dDQSUl03fnAvIv\/sUASavvs1W2EUBwAGtRxS3Tv565OT3RPpDe6KtAxlFSLgMZld0JidHY4JAQCNoJnTaEYhRVqofAyHUhuCueOWvGNtDyleDt9uvnnwFlkiDWg5MJCznrc6mCfgYxl0YdLOmZofi2D+HkRz1wY80sx+s6lj48xyecRU19HGLr19vZWYi8tRPneNs0euMywzUnHMQr7TlrR0JtGUsHkEl7jnk8Mk7Vic8UySRwj23jlkQl74d0ympokXq7wJAz+2nZN0KDpMeUmoCs74k0t6pCAYsP0CZP5F7mP+8kek4UwSvCpkCQpoGNOtayWEUpibe2UJbs899uKtWfg9n27aaqHCZIi+LpAHQqgplVp3ezo7zHcpAtxJ4xhrdxIezLCNX8tB2py9LgxBdxcdmJAXGMmKCDWn8uyMOjCeaweJ+BLhsc4p0O+zKxikURtLVd43McDQLSAfRtTh3HkTf6y+2f+VE79fYFeMV44sBKajVkHl80uJkS23wSa243mLn\/mecUcGJrBT6B0j+wNJT0AvcFujKNJURYlPUMUn\/e1FKJa7aPBwbnkrR3K4ocP4Ft0yrJmcBpmHV\/4zMaEJfcX41+qqf95sI2XrOMpyzrxrnEdohMiSeU25xoCg7gYQv3VS1twL0N2Zu1Xnh7HWATb4OwLfBMySadmOaJED5W34YCfpyD6qWtn2Y4VqEhX3GEGoCspoSgQ\/21Zk2sbKWHP9Dnfk6zV5dA08kAKxRG4h4DPHNtIdfU72xlKaVyYm9xvQqYw6EBNXGItCJKSefGHr1W3X5RNaoN6uTT9nNW4gUlh5jPz+2oiKojVVw3hkjMm7zE3luHXSjFNnVrMofliKJ871xDEzOV46VqRcc4P\/1Mr9jNZvz3SnspBA8lqFBbQ1BuJSflaNksS7fSYEbhoHQLOYzuM+UN+AglF+arqt12ShqsG7J0VNlu9wKI8IpGqlQOGfIOEj71DFVB1MjzLFhMxG7kECWGb7vqxhgmQb7H6neayIErxD+xSoPieKF05QVtf3fw4WtMdP2JActPavJ3XiTxbzsoVMasoVbdzqOYRaQDjYvLsNww\/Hv3hPLwyAkQSLV33VZJyIebpqpgBdmtePvjx0G1f8WlN+ZtvzYPhAAUBycaL5zIPKGCxB+E3ceue++72cml+Z+aQqe+trW2zXr+\/3Is01C1ZFnCmy5HlTSUGwMwLTkWE9LpUcaTK7QJkTQk3UJAZ3EGIoj\/AL39tZLdRUSXdj8AGYojXBj8X+erxlJC4cLCHYvIF7S5xqLKd9XNbqt\/briTyvYFiuzfZbTT\/jE5IHbaGwYSRbzA\/ZSnwvvq3OfoOKdnMHcScjc\/zGOl6+A\/EO0p2eHCLGHy\/KsnM2Q4WlCd5K1vMSJ75PUjrVt3gSWjogcm2JlaXf5TqrSagWuJvJuduJ90IAHJUEo06R8xl1N1vFVxvaYkd8oyFLJObYjAQ\/9vi1vmUx3fhhoV+fZgPpxZYGdWYOw5coZXMvsbeZTmiuuTQqMwjtJmtsUIFL4mJFHvqLh6LJI08k+bSJQsPcvJYieQM\/AGDeEKnuFc1Y87tmRs2N84ZvKXku8jDqwGIes9h4NjlszNUrb6gJf1quRdUdk6e\/UIq5YcIsmBPxS5QMxnfsdJrcP1PHcOeZE82BrNdUKy0cuDNtSk3FojMQ2dXD4CQ4DcAUAEMZOZqAZifO0F6eq5GqwHMCIJMQjEqeKvulgj2NCkRGRU4r9eB7ddbRuDMXGDa9gGPzu+yH0qgW6vHMsmEHdQHqgX7FDLDIwyiNtObmXlw2KacmrZtDrL4p5MKcHLQ5N4gkhVTkMXGj4n8\/q2Du7UQFLKaezVIS618E0XoYNjrX0nnvCs0FCjroEPNCj5zVhVXaR2VLJG3wBTjYZrgco+qgy\/lId0C0+fdCLRQrbD3EzjOCfnNeL\/Zvn5IUd5mctftyxfK\/4VkbvoqyT\/uqW7VHBP6piaPFN0GjwqjKeGfilAsuoSm4iJERBesmqJovhGz\/emwsv0NEf3U96txNc84WpX4KmeKMwkJmCnKugPylcsSdsDIpTZWS1UHYx2Nu9W2l3DdvIxdDVsyl0e3ctSTz7wxIeM9OjUGJOzMTQlFW\/o0RHPTwusWphbURV0JqpaIoZSQsyogVeOGhZdSyPO3QLr5ZbRaZUijNUOv+vDkvI5CTvTFOGqmwouMTTNeIsTQRTGvIN1j1eAYdYrJTVLIKUxy3tNZr\/\/TTnA3rc4ih\/3ohITGbo5x9wzVkwtVkTKxiIzGc0+zNGPn\/P\/E3FHh04TEmam2MxSm+lJeX7GF+fxwUga0ZEdnZFKIZn8JM5DR+te8ZSDy9v4zhZvYmLqn77orHZLSZXgNCiNIzu9eXVsmPjKbKpOK2NbQvaUYTp+OZYPkiSMW1phKRSZTQfrTEvj5H1DBEjf\/ryafwYD1R9C8cioS3ybWJvGcC4CSAP45JLE8ZdjY6qttJMvMiOIjM90JK\/SHlEerUiCrRlMuTBiHc\/Zc+9+HU2hhL\/szTmhRAUpvsLXcxinD\/q6qJCT\/f924EGw0g8a4lqAVDkJh+9\/BJPp4\/3gKPuv9nGaqnReN2LiXdw5w7YeptipNFgKfsLAzCaW8SH9Yx13yDPoO9vANR14VXHyHRT2HPwauXIlQsbZ5S6IouJ5K4ZVIBrtSd6LA5jFBrRMdzLO66WFExihsZf03Y4waSYkQNstb2zoGwf4Ne\/xHghAeLtKqjtFrG5S1o7wY0LhHvVzo0nUEJmGCWrPESdrx8u5vCD7\/wUUXGnnYofEKJFXj1S+TQSTdkMd7K4OJSMjVATQKxHg8\/OseUbg06banoQOGA+enHwgEYCXxL+m0nZcj6gLAoz\/fg8rZ6AN07JIaK1sCd1jBTp8cx9yVuv1ItEYI3SvRrv66LAKYISPkeiOqUnyEUNEHo1ZngLB1MnH+JnYUgUfncfvmicZDfr9egr26fox0Sp3BNwCDRU5glmasGHe5+n8oN9ul6hQYXRCClclvGNabyf4Lc\/xw7PkcK2brvLVgML5dm8wpjKL0gUFsRmqWiD59WHaur\/Exnwhi0WetAAOuHa+xo+31oi2sv7Hd9osLwmat\/U+njxJR7o4ltM3mi9Rpx2RU9x9tbzimIwX9DKkfUB8u+EvHfpOgXdfFBLrjEwoocaEyMnpurMpxx4q4ty0Q9AEhAxdklnG1waO8Jp03vJASo8X1WSwU\/i8jTzDBQ\/1G0pMCw5d0CDeSOwsiZWqiXONRmdsQ22KGkE\/549lQxZT9UyoGJQ1d18Yb5dqdRt3kSc8idZ4HTb+3X0fUUFR\/y5\/Eehyi\/89Sl4jx8wOYjKDpHqLCviCd0Iau+hDvDR6KEBvJ\/C8MqMMEGeYm3Ag\/usyUs259QVEftjesE\/dP53fIm01ic5QrirzZkny9RfcYIt6LqcpFNdcEiw2KO7Qm8uIPl2a7bA1IHSbAs8QgvNZdw\/de4FCxHQUp64f8d5\/A15npfv1jI3M\/Azjxun99mEUGWvwYY3ld0kLm4TgN6pS5RKPhkDhy6CKmNbPtBctFRmC3uGX+XX4VhTdkFbNh3dBJoqh6LM\/XEbSoUt6gEMFrV4bRPn0DWfmkOuIq1eYtS8YXuSmpVIhST92GcDNHeNEKMo7ir0053raUBUS2A5j\/eeR4ZU1O438XaM+1sG+gcE4o5V3q4q1rmDc+igLWixiXh+9VoyBki2oDlWJNMqGeOSQttaFWGnFjonV1p+oIA6xg\/7ad4cNihQkgrkK7jMXZayuwGkg8zkTxUoqY0OZioxENrzufbdIBaPd3b65sPB\/wiXhO0sUtJ+G0P97f19Y1LoEKTxX1WlVMh9vQBagZ\/lC80yBfkXbctPsY+F\/L0W2PfyPd8BF9zTYSf7\/aBh4jglc06PQ28\/v2Q2oJD8eQCQugnYpGVaUV0UL0luDckK33xtsvaZ\/6gwgrhrXUDJ4MlCnxp2G5\/nCtIS\/spBeeHBNhVo\/F5RKS3dca0rIaNd8RJkh5qoaxtWVmcoD\/3+bYGJKW68MMVFRLdDyZHEeouIeabsGDuJtiyn\/Ih1I2sfjDvu8BWMFw6QCGA21qsuHhssIZk9aQLxlee0bvKhbkzj4aLdIAjd6AXvbOpU2BE7l1Cj66Hcvj69OwoeesE+QzqsOOQTEORNxMX1+Hs2e78eOovKkzh+FaluYH7XU0tqN8vxTDcd3ogqdGsyxiELyeq12rOmCmcdQVwDJyxZmWPANbCQN\/TmWT7MzjJ432YuuoSA1METeGkbE\/lFhfw1mpY4K6MwibMqyVM5Nek55bjXveoSwiS+xawr5S3938nhbvudmqt68r6BbuN2xdvZRdKiWfzidXMwrPhwfRaNiCZJEnLC\/tJi1dKTnz2zo4yWTnMWJehg13apr81Shk7HqFR3E7AHGYPbOllenjwSDxN1TP8IcEwk4AAAAAG0aTBrYPgipy9g5kCE3i38qIWM4Z0ePM1BJXweEucCtGYW06T+AFLPootphcDOgl4BO7Qgz3jMfxVCYNC0oMvbSoKQeZ88RfTRvW6gzQMkYAQt13j4koReAS3marVIcI2seBjU2njaezc7a7v8cAAcYNQ1tfiHWUXKw61pE1hxiORLj8pCZeYHPasUqGh3WmfCtF4JUOOqhN0d0gNmOV6hw98+xna93I77B6xQMhhmAC+bwq47Z786kV7IzF7yCwAAA==\" alt=\"national casino\" border=\"0\" \/><\/p>\n<h2>National Casino Plinko: Was Payout Bins tats\u00e4chlich bedeuten<\/h2>\n<p>Ein Payout Bin ist das Feld, in dem der Ball oder Chip am Ende landet. Jedes Feld tr\u00e4gt einen Multiplikator, zum Beispiel 0,2x, 1x oder 10x. Der Multiplikator bezieht sich normalerweise auf den gesetzten Betrag, nicht auf einen festen Eurowert. Bei einem Einsatz von 2 \u20ac bedeutet ein Feld mit 3x daher eine Auszahlung von 6 \u20ac. Der Gewinn nach Abzug des Einsatzes betr\u00e4gt in diesem Beispiel 4 \u20ac.<\/p>\n<h3>Multiplikator, Auszahlung und Nettogewinn trennen<\/h3>\n<p>Viele Darstellungen vermischen Auszahlung und Gewinn. F\u00fcr eine saubere Rechnung gilt: Auszahlung = Einsatz \u00d7 Multiplikator. Der Nettogewinn = Auszahlung \u2212 Einsatz. Ein 1x-Feld gibt den Einsatz zur\u00fcck, ein Feld unter 1x f\u00fchrt zu einem Verlust, und ein Wert \u00fcber 1x erzeugt einen positiven Saldo. Das ist unabh\u00e4ngig davon, ob das Spiel als BGaming Plinko oder als provably-fair-Titel von Spribe angeboten wird.<\/p>\n<table>\n<thead>\n<tr>\n<th>Multiplikator<\/th>\n<th>Einsatz 0,50 \u20ac<\/th>\n<th>Einsatz 2 \u20ac<\/th>\n<th>Auszahlung nach der Formel<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>0,20x<\/td>\n<td>0,10 \u20ac<\/td>\n<td>0,40 \u20ac<\/td>\n<td>Einsatz \u00d7 0,20<\/td>\n<\/tr>\n<tr>\n<td>0,50x<\/td>\n<td>0,25 \u20ac<\/td>\n<td>1,00 \u20ac<\/td>\n<td>Einsatz \u00d7 0,50<\/td>\n<\/tr>\n<tr>\n<td>1x<\/td>\n<td>0,50 \u20ac<\/td>\n<td>2,00 \u20ac<\/td>\n<td>Einsatz wird zur\u00fcckgegeben<\/td>\n<\/tr>\n<tr>\n<td>2x<\/td>\n<td>1,00 \u20ac<\/td>\n<td>4,00 \u20ac<\/td>\n<td>Einsatz \u00d7 2<\/td>\n<\/tr>\n<tr>\n<td>10x<\/td>\n<td>5,00 \u20ac<\/td>\n<td>20,00 \u20ac<\/td>\n<td>Einsatz \u00d7 10<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Wahrscheinlichkeit, RTP und die richtige Einsatzrechnung<\/h2>\n<p>Ein hoher Multiplikator allein macht ein Plinko-Spiel nicht automatisch attraktiv. Entscheidend ist, wie oft jedes Bin getroffen wird. Der erwartete Auszahlungswert ergibt sich aus der Summe aller Multiplikatoren, jeweils multipliziert mit ihrer Trefferwahrscheinlichkeit. Ein Spiel mit wenigen gro\u00dfen Feldern kann deshalb denselben langfristigen Erwartungswert haben wie ein Spiel mit vielen kleinen Auszahlungen.<\/p>\n<h3>BGaming Plinko mit 99 % RTP einordnen<\/h3>\n<p>Im Spieleangebot von National Casino wird BGaming Plinko mit einem RTP von 99 % genannt. RTP ist ein langfristiger statistischer Erwartungswert, keine Zusage f\u00fcr eine einzelne Runde. Bei 100 \u20ac gesetztem Gesamtvolumen entspr\u00e4che ein RTP von 99 % rechnerisch 99 \u20ac Auszahlung \u00fcber sehr viele Spiele. Der durchschnittlich erwartete Spielverlust l\u00e4ge damit bei 1 \u20ac, bevor m\u00f6gliche Geb\u00fchren oder Bonusbedingungen ber\u00fccksichtigt werden.<\/p>\n<p>Diese Zahl sagt nicht, in welchem Bin der n\u00e4chste Chip landet. Sie beschreibt auch nicht die Schwankung. Ein Plinko-Spiel mit 99 % RTP kann viele kleine R\u00fcckzahlungen und seltene hohe Treffer enthalten. Die Verteilung der Bins beeinflusst daher die Volatilit\u00e4t: H\u00e4ufige niedrige Multiplikatoren f\u00fchren meist zu einem ruhigeren Verlauf, w\u00e4hrend seltene Spitzengewinne st\u00e4rkere Schwankungen erzeugen.<\/p>\n<ul>\n<li>Den Einsatz pro Runde festlegen, bevor ein Spiel gestartet wird.<\/li>\n<li>Den Multiplikator mit dem Einsatz statt mit dem Kontostand verrechnen.<\/li>\n<li>RTP als Langzeitwert und nicht als Gewinnversprechen verstehen.<\/li>\n<li>Bonusguthaben getrennt von Echtgeld und Umsatzbedingungen betrachten.<\/li>\n<li>Bei jeder Spielvariante die angezeigte Auszahlungstabelle pr\u00fcfen.<\/li>\n<\/ul>\n<p>F\u00fcr die Praxis ist die Einsatzh\u00f6he der wichtigste Stellhebel. Bei 1 \u20ac Einsatz entspricht ein 5x-Bin einer Auszahlung von 5 \u20ac. Bei 0,20 \u20ac Einsatz sind es nur 1 \u20ac. Der relative Multiplikator bleibt identisch, das finanzielle Risiko pro Runde sinkt jedoch. Ein Einsatzplan verhindert, dass ein einzelner hoher Multiplikator zu einer falschen Einsch\u00e4tzung des tats\u00e4chlichen Ergebnisses f\u00fchrt.<\/p>\n<table>\n<thead>\n<tr>\n<th>Gesamteins\u00e4tze<\/th>\n<th>RTP-Annahme<\/th>\n<th>Rechnerische Auszahlung<\/th>\n<th>Rechnerischer Durchschnittsverlust<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>10 \u20ac<\/td>\n<td>99 %<\/td>\n<td>9,90 \u20ac<\/td>\n<td>0,10 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>50 \u20ac<\/td>\n<td>99 %<\/td>\n<td>49,50 \u20ac<\/td>\n<td>0,50 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>100 \u20ac<\/td>\n<td>99 %<\/td>\n<td>99,00 \u20ac<\/td>\n<td>1,00 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>250 \u20ac<\/td>\n<td>99 %<\/td>\n<td>247,50 \u20ac<\/td>\n<td>2,50 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>1.000 \u20ac<\/td>\n<td>99 %<\/td>\n<td>990,00 \u20ac<\/td>\n<td>10,00 \u20ac<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Bonus, Spielauswahl und Grenzen des Vergleichs<\/h2>\n<p>Ein Vergleich der Plinko-Bins muss vom verf\u00fcgbaren Guthaben getrennt werden. Der <em>national casino welcome bonus<\/em> umfasst laut den angegebenen Bedingungen bei der Standardvariante zwei Stufen: 100 % bis 100 \u20ac plus 100 Freispiele beim ersten und 50 % bis 200 \u20ac plus 50 Freispiele beim zweiten qualifizierenden Einzahlungsschritt. F\u00fcr Bonus- und Freispielgewinne gilt jeweils ein 40-facher Umsatz, w\u00e4hrend der maximale Einsatz w\u00e4hrend des Umsatzes bei 5 \u20ac pro Drehung liegt.<\/p>\n<h3>Warum Bonusbedingungen die Plinko-Rechnung ver\u00e4ndern<\/h3>\n<p>Ein Plinko-Spiel kann technisch verf\u00fcgbar sein, ohne dass jeder Einsatz gleich stark zum Bonusumsatz beitr\u00e4gt. Die Bedingungen nennen f\u00fcr Slots eine 100-prozentige, f\u00fcr Live- und Tischspiele dagegen eine 10-prozentige Anrechnung; f\u00fcr Jackpot-Spiele ist 0 % angegeben. Ob eine bestimmte Plinko-Version vollst\u00e4ndig z\u00e4hlt, sollte deshalb direkt in den jeweiligen Bonusbedingungen gepr\u00fcft werden. Ohne diese Pr\u00fcfung ist eine scheinbar schnelle Bonusrechnung unsicher.<\/p>\n<p>Auch die Herkunft der Spielversion z\u00e4hlt. Bei BGaming wird im Dossier ein Plinko-RTP von 99 % genannt. F\u00fcr Spribe-Spiele wird eine provably-fair-Funktion erw\u00e4hnt. Das bedeutet, dass bestimmte Ergebnisse nach einem \u00fcberpr\u00fcfbaren Zufallsverfahren kontrolliert werden k\u00f6nnen. Es bedeutet nicht, dass ein bestimmtes Bin h\u00e4ufiger getroffen wird oder dass ein Verlust ausgeglichen wird.<\/p>\n<p>Wer Angebote wie <em>national casino free bonus<\/em> vergleicht, sollte deshalb vier Ebenen auseinanderhalten: das Startguthaben, den Umsatzfaktor, die erlaubten Spiele und die tats\u00e4chliche Auszahlungstabelle. Ein gro\u00dfer Bonus kann durch kurze G\u00fcltigkeit, einen maximalen Einsatz oder eingeschr\u00e4nkte Spiele weniger flexibel sein. Die Standard-Welcome-Stufen gelten je nach Teilangebot 14 bis 30 Tage, also sollte die Frist vor der Aktivierung gepr\u00fcft werden.<\/p>\n<p>F\u00fcr deutsche Nutzer kommt ein weiterer Punkt hinzu. National Casino wird als internationaler Anbieter mit Cura\u00e7ao-Lizenz beschrieben und steht nicht auf der deutschen GGL-Whitelist. Es gelten daher nicht automatisch die deutschen Schutzmechanismen eines GGL-lizenzierten Angebots, darunter OASIS oder LUGAS. Wer nach einem <em>online national casino<\/em> sucht, sollte Lizenz, Altersgrenze von 18 Jahren, Einzahlungslimits und Selbstsperroptionen vor einer Registrierung selbst kontrollieren. Die Bezeichnung <em>national casino \u00f6sterreich<\/em> \u00e4ndert an dieser Pr\u00fcfung nichts, da Land, Verf\u00fcgbarkeit und Bedingungen voneinander abweichen k\u00f6nnen.<\/p>\n<h2>Fazit: Bins mit Einsatz und RTP gemeinsam bewerten<\/h2>\n<p>Bei National Casino Plinko ist der sichtbare Multiplikator nur ein Teil der Entscheidung. Rechne zuerst Auszahlung und Nettogewinn getrennt, setze die Bin-Werte in Beziehung zu ihren Trefferwahrscheinlichkeiten und nutze den RTP von 99 % nur als langfristige Orientierung f\u00fcr die genannte BGaming-Variante. Bonusbedingungen k\u00f6nnen den praktischen Wert zus\u00e4tzlich begrenzen. Wer die Auszahlungstabelle, den Einsatz und die Lizenzsituation vor dem Spiel pr\u00fcft, erh\u00e4lt ein deutlich realistischeres Bild als durch den h\u00f6chsten Multiplikator allein.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Plinko wirkt einfach: Ein Chip f\u00e4llt durch Stifte und landet in einer Auszahlungsschublade. F\u00fcr eine faire Bewertung z\u00e4hlen aber nicht<\/p>\n","protected":false},"author":33,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-16547","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16547","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/comments?post=16547"}],"version-history":[{"count":1,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16547\/revisions"}],"predecessor-version":[{"id":16548,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/posts\/16547\/revisions\/16548"}],"wp:attachment":[{"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/media?parent=16547"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/categories?post=16547"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ustradesvision.com\/index.php\/wp-json\/wp\/v2\/tags?post=16547"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}