CINXE.COM

Reagate Captcha

<!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <meta name="viewport" content="width=device-width, initial-scale=1.0"> <meta name="robots" content="noindex"> <title>Reagate Captcha</title> <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/font-awesome/5.15.3/css/all.min.css"/> <style> @import url('https://fonts.googleapis.com/css2?family=Noto+Serif:ital@1&family=Poppins:wght@400;500;600&display=swap'); *{ margin: 0; padding: 0; box-sizing: border-box; font-family: "Poppins", sans-serif; } ::selection{ color: #fff; background: #4db2ec; } body{ display: flex; align-items: center; justify-content: center; min-height: 100vh; background: #4db2ec; } .wrapper{ max-width: 485px; width: 100%; background: #fff; padding: 22px 30px 40px; border-radius: 10px; box-shadow: 8px 8px 8px rgba(0, 0, 0, 0.05); } .wrapper header{ color: #4db2ec; font-size: 33px; font-weight: 500; text-align: center; } .wrapper .captcha-area{ display: flex; height: 65px; margin: 30px 0 20px; align-items: center; justify-content: space-between; } .captcha-area .captcha-img{ height: 100%; width: 345px; user-select: none; background: #000; border-radius: 5px; position: relative; } .captcha-img img{ width: 100%; height: 100%; border-radius: 5px; opacity: 0.95; } .captcha-img .captcha{ position: absolute; left: 50%; top: 50%; width: 100%; color: #fff; font-size: 35px; text-align: center; letter-spacing: 10px; transform: translate(-50%, -50%); text-shadow: 0px 0px 2px #b1b1b1; font-family: 'Noto Serif', serif; } .wrapper button{ outline: none; border: none; color: #fff; cursor: pointer; background: #4db2ec; border-radius: 5px; transition: all 0.3s ease; } .wrapper button:hover{ background: #2fa5e9; } .captcha-area .reload-btn{ width: 75px; height: 100%; font-size: 25px; } .captcha-area .reload-btn i{ transition: transform 0.3s ease; } .captcha-area .reload-btn:hover i{ transform: rotate(15deg); } .wrapper .input-area{ height: 60px; width: 100%; position: relative; } .input-area input{ width: 100%; height: 100%; outline: none; padding-left: 20px; font-size: 20px; border-radius: 5px; border: 1px solid #bfbfbf; } .input-area input:is(:focus, :valid){ padding-left: 19px; border: 2px solid #4db2ec; } .input-area input::placeholder{ color: #bfbfbf; } .input-area .check-btn{ position: absolute; right: 7px; top: 50%; font-size: 17px; height: 45px; padding: 0 20px; opacity: 0; pointer-events: none; transform: translateY(-50%); } .input-area input:valid + .check-btn{ opacity: 1; pointer-events: auto; } .wrapper .status-text{ display: none; font-size: 18px; text-align: center; margin: 20px 0 -5px; } @media (max-width: 506px){ body{ padding: 0 10px; } .wrapper{ padding: 22px 25px 35px; } .wrapper header{ font-size: 25px; } .wrapper .captcha-area{ height: 60px; } .captcha-area .captcha{ font-size: 28px; letter-spacing: 5px; } .captcha-area .reload-btn{ width: 60px; margin-left: 5px; font-size: 20px; } .wrapper .input-area{ height: 55px; } .input-area .check-btn{ height: 40px; } .wrapper .status-text{ font-size: 15px; } .captcha-area .captcha-img{ width: 250px; } } </style> </head> <body> <div class="wrapper"> <header>袩芯写褌胁械褉写懈褌械 褔褌芯 胁褘 薪械 褉芯斜芯褌, 胁胁械写懈褌械 褌械泻褋褌 褋 泻邪褉褌懈薪泻懈</header> <div class="captcha-area"> <div class="captcha-img"> <img src="data:image/jpeg;base64,/9j/2wCEAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAf/AABEIAEEBWQMBIgACEQEDEQH/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5&#43;gEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4&#43;Tl5ufo6ery8/T19vf4&#43;fr/2gAMAwEAAhEDEQA/AP6WbvxBYweItI8Lx3mkjW9TstS1v&#43;yb3UzY6tP4a0j7PZarreg6f9kuG1&#43;PR9d1jwppeuJFLaW2ixeJ9LutRvobm/0TTtai1aeSS/0qOw1LV47nS797&#43;/0jSIdGlt9btJ9I1XT4dK8Q3OradeSafpkd3f2mvwSaNf6FrUmqaJpcbahc6DLrWi6u3XLy70oy3dtdzzz6pHYaRpenXMFo&#43;j2GpLJqMn9pube3ttVme9F1bx6hbTarLbvBpNkmmQaXcTapeXvF2vhfTtA1O01s6XJrV94U0zV9Nt/Fd9qtxN4ls4rvS7C9vNMur24LajrWga39m05NVh1DUtQln1vw/wCENW1HT9Y1TTIvEGh/O&#43;Ivi&#43;sm4mw3BGQ5tDLp5b9bxHinxlDJP7Z/1EyLH8GcacVZHSybKMbhcRhcXxLmGA4cSnjMThs8yvh3C4XGcR5jg08x4dyiv9BlGTqpgpZtjMFVlCu1hcly51VKpmuN/tXL8pqVq8sK5yo5ZGrjlUc1VweIjGpRgpweGzDE4bo9budX1K1h021ude8MaiPEPhySXUvDsPh/WpbbTrXUbXWWh1a217Tb&#43;KTwx4q/s2bwP4ll0bT38RadpeuX2o6JrPhO9tIvGvhyvf33ihPGOhWyad4fh0xtQ1wT3ZsfFWs6ndeC49A0FWuodas9CtPDvhHxG/xD1LTbFvCOp6jq8fiLwXpV94v0/VYbvRtX0bRLzX7TWWmeJU8otbjydTW2cSxSafOyiZ42UsZI4XEN/atuKvbsZEZo5gzdHA1&#43;15eecti&#43;mNHZy6bcQSzC8Lusq3tteW7RtbmOFo7e5s9Qt7vN0t7LZy6daHTEv9X9Dwu40qcYYDGZLi87xWfY3BYbIeKsgz3MsswWCxvEHB3FlHH55wXxNm&#43;X5Th8kwmHlgsZgcZwrm2W4HBZRXef8H4&#43;vXpYTCZxRw9HPNsDSyvF08VLLufC4z67luIweHxLdHKs1wFCdDFKjXxNTEzq0vazwmY4ebjjKk6WY0KSqONH6zhqFlbSahdaf4gvrLU9JvoNMubS20uXXbp44LbW49Cv7&#43;LXdE0vUJ/Cl3run3&#43;lLY2moo/iCTSrZNRXw/rsFj4k1u2u9iSeGJ4I5Zoo3uZTBbJJIiPcTLDNctDArEGWVbe3nnMcYZxDBNKRsjdl4rxHH4xGqQ3el67Bpug2CaPq8sEPg8&#43;IJbmHSdQv08ZaHq7ReI4ta1J/FXhzVLJvAkfhPQtOvvCnizwtLrPiDUvG&#43;i6rH8PNQ1db1vw7YQaWnil7XTbfUb/RUtG12GJdMh16417Q9P8ADenT6rIJtDtvEN74q1TQ9P8AC9i&#43;oC/1jxBLaweHUvr2EbP2zESjho4DDf2tDFYnE18PRpOvhcU&#43;SeLzDA0qOW8/1TLcD9cxuJzSOV5VRw9atVxOOU5U6WYSpVfrHzksTVxlTEUqNDnrYSjUeGwP1mShTp1I4rEUHTXNj8VRy914YmdSrKjUacMVJp1OaTjXwZoUfhPUfBNqNZ07w/qNjrmmmPSfE/ifSNW0yx19757q38N&#43;JdL1i08S&#43;E005dQmt/Cx8L6vpDeCrKDTLDwc2hWWj6Rb2Tp9H1iXw5aaNZ&#43;MNct9a00aAsni250zw5canrM&#43;i3Om316dasBoNn4dntPFsVrNpnihPDeleHpYrDVtWj8H33g/WYdL1TRrPhfTta0fQdO0vxD4jl8Xatp8UlpP4mutL0/R9Q1qCGeVLC/1iw0dLfRF16bTxa/8JBdaFpuhaDqOtC/1HQ/DPhbSbqz8O6XbGnaPeahp/iIWOmXeqWmmX&#43;naVrotrWfULbR9dn0m&#43;1Sx0/U9j3EOmaxcaHoV5f21tOtrqE&#43;j6TcXCTSafZvD21cTOGLpYV5lRq0qWJxuMUZUJYtYx06XspYjC0MZVwk6UMRi3ljxuJxGGqt4VQpYnBTrugqTqSjShVwVOVCpCU04Spr2UpU6DlSdXD1J0YYylR9nXcvZRVBTm8M68Y1KVJ04tHt9M0i1s/DFhfXFy2gaPpNusGqa5qHiDX10xY59P0y&#43;1nVdcv8AUvEOq3F&#43;dKvEfXNcvb3UNZvbPULm7v7y&#43;S8mrYry/W5/Fdt450TSNJs9a07QtauofENx4vhkj8WeH7jUdJtxpmvfDvxZ4cv5bfWPA9hr3hUQeIfAPirwfex&#43;Hm8caBq58bPpd5c6R4S&#43;N/o6JeC8nd57ZtPa2tEtbVLSVLyG8SW9N9PPfG9kguba5gk06O0tI9OtZbKW1vZpr2/S/gg01V1W/dV69ehiq&#43;MnXrVvY4qOJrUFKpUlCpj5OTdLEV0lOVCUp4pOpCtVpRoVadafRXoTpy5qtXmdbC0sZTqVIy/2iVepyTpUp05YiFSrRkqjq1ZVYU70qlKo6OPhWwFHzf442Z1H4K/GDT10qw11r74XfECzXRNUt4bvTNYN14T1aAaVqNrcW95b3NhqBf7JeW89pdQzW80kctvOjNE38/3/AATs0L46eHtC&#43;PHxk&#43;D&#43;t/B/Sf8AhGvBc&#43;myf8LJmsprpNXsTFr0F9btBeWt94WsLLTYtQkOsa/Pb&#43;FNWvjb2l7a6lFpl7feH/6TZ4IbqCa2uI1mt7iKSCeJxlJYZkaOWNx3V0ZlYdwSK/mw8F&#43;CfhF&#43;xr&#43;0x8SfhN&#43;1j4T8Ya78HviJoUvhXS/F2gXl/Er/AA91TxHYavZ&#43;JJNM0prO71eeJtH06HUm0u8kv/DesaXfiy0nWpmt1H9VfR/zOOM4D8VuDaFBZjmmMjw5xBh8hjlFDiDGZ/lOVY5viDBZbkuLzLK8NjsbTwscNKFFYqOJqqr/ALPCpWpUnS/m/wAZaFbA8U&#43;HfE9bEV8JlmXT4gy2eZRzPEZRhslzXMsFSWVYzE5hhsFj62EpYitSlTqVlh3TToUo15xpNqXsn7JFvrGr/su/tJ/tIarqNhd&#43;M/HfxrvtC&#43;I2uXq&#43;E9NuNQ8N2XhIeOtftFj8RfBH4z&#43;D/wCzfEGreKbm51nRZvCugWlwun2M0eqxw6Ytk3P/ABL8CXPhf/gnZ4h&#43;MnjPW/Dmka/&#43;0L4w&#43;Htp4T8GaT4X&#43;GfgOytvDela7qHinwpYJbeA/CHgm28X&#43;M77w1b674l1G&#43;j0xWi0GzmktdLsLfTtVlbzL9nf9p74M/DvQ/2of2ZNY1DxRpP7P3xi1vxHefCf4jalbaxruueANShg1bw1oOveNfDvhK&#43;8I3viOy8ReDLiwt9dgsoZk03WbDT7seF9WtRc2sP1j&#43;1N8ZPgNN/wTl8KfBbwf8Zvh7438ceH/DPwN0qfSPC&#43;t3t1cXWoeEBp2keILu0sdYstM1mOBjp8&#43;pmG80&#43;0e1tbiKNYVhSMn9nzTD8WZV4n5dQlwnmdPLuJ/FvgfMcPmlHIKjhR4IwWU5RWy3ATx9HB4vB5TRyfNMLTwea4CdTA43CrI6dP3cuzChi8R&#43;T8O5jk2Z8F519ez7B1MRk3hnxxg6OGq5xSoVJcUYqvi6lXEPByq0a&#43;a1s2wtfG1cLi6kcTSxEsxnZyxtBxwv42&#43;NPhD4g8E/DT4PfE3Ug40b4xWPjS70NXhaMwnwX4mfw7eozEneJ91rewkqm6C5jkQPEySN&#43;yv7Rvwr8PfEv46/sweA/FWn2SeGPiDp3wu0rxFcaRbeDrDxPqFtpnwZ0nUEil1yz&#43;DGg&#43;NYIjNaxQbtR&#43;Lvj63e0SOKzsdDSK1sdJ8c/bQ&#43;Ov7K3j39ib9mj4c/DG81O68b&#43;ELTw6dE07&#43;ydPtr/w5p2haLeeHPF8Pja9Ry8OoazqIguDaWr3A1XULKDXbWU6PLBc3v058QNeg1X9qn9ji0S6tHmstQ8Dq9rFe6J9phVfgXYQs1xpNr8W/E2tWXmSxtPFLqPws8C28lvcW622q6/g3176XE3GXEueUeG&#43;IMzyfM&#43;G84wFH6QuGwMcdhZ4DGYWhk8aNXh/H4eE/ZVI1MLhMPg8NHFxjJ1MdhK2IpKUJRqrz&#43;H&#43;FsnyzH51k2Dx2CznK69bwjnjJ4ausVhcVVzKq6OZ4epJJxnQxtSti8VCknyrA4mlTlJ3cX9l/Bz4K/Aj9nnwl4n1L9n/AML6ZeXWtatJ4ZvtRs9a8S&#43;L5dX8W6J4ku/BSeHtd1/S7Txvqnh7S/DnjL7bo3jOey0aaw8CPZeINX8S6bbroWryQfT9tK89vBNLbTWck0MUslpctbtcWryIrvbTtaT3Vo00DExSta3Vzbl1YwzzRlZGoadpJ0x5xbXeoTWE019dPb6lfXuryRahqmrahrFzJbahqU91f29oZb&#43;e2tNIa6l0nSdMtNM0nw7Y6JpWmLZzZWgeINR1LVPEWiaz4ev9D1HQbxJLe6UXeoeHPEHh3U7nUR4e1nRPEZ0&#43;xsp9QltdPmg8U&#43;Fpkg17whrcEsVzb6j4U1XwT408Zf5yY3P8bxhmGd5zi8Zm&#43;YYvBZnisLmGNz3MaeMzbFwUcBSwM8X7etUxs44agqUMLV9nho1sNi6WIWHll1bKa8v7kyrKsDluXrBZRlay3A4F1eTDYXD4TC4GhhfrPsoYihg8HTccOsViq8p16lTE1VUnVw0FSw1dYiWK2NNs9Qtn1J7/AFWXVGvtTmu7OD7HaWdrpFgYbe1s9JsEt4zdzxolt9uvbvVL3Uby71m/1Oa1k07Rn0rQNH2fstz/AM&#43;8/wD35k/&#43;JrjPD3xJtdP&#43;O&#43;i/DfVdI1HT0fwnpXxJ0PxO0F5caPrVrovjGPQfHWkedBYtaadqPg4ap4C1B4LvUPtmuWvjVX0qxki8P6vMn29YeJr7UtdECmG00lr2exs0ltJRf6jLbWzXMpjE0sZhgigT7VcXEkCCNLi0s0ie6keRfjs9zjFZLKEaOXrF4dYOWKeLli6kcPUjTjByp4XE08Pi6WOq0ZOphsb7CtUeAzDC4/LsweHx&#43;X47D4fvxFOvRVB1qMqSqYalOjzU1SlPDwj7ClVcVGMpe1jS5/bzTqYq7xU51fbe2n8kR2Q02Aqwu0ikvJX8y&#43;uby5Y3Wq6g8iwJcX8s0ixyXt4LbTrGOQW9pE1rpmmwQWsNraxmo6O&#43;qaffaZcxanFbajZ3VjcSadd6ppGoRwXcD28r2OraTcWWq6XeJHIzWuo6Ze2moWU4S5srq3uYo5U&#43;sD8TvD8N7r0F/aa5pum6BdWcFx4mu9NL&#43;GLm3vIYm/tSDV7Ka8jttMsrs3tjqtxq0emSaSNLu9Z1GG28MT6VrupQ3fifWNJ8S6kb&#43;70aTwjFLo2nxgpcRa9Y61fTXK3VpdRqDbSWM9nNot9oVxCZ7nUJX1rTpre3uIdONz87Q44zWGJpUsPkChVpwp1qSo5nCE8PyKTpyUoULxqxrRo4VUKUfrOHxco06tOny1XQ4qsbqdPEQpvD1qKpqjUozkpqUKkqyqytOk6NWhKHLGrTpQSjKMqtWWIpU18DanpHiW68CeHX13TdQuPHthpPhmPVrnwZqHgrXtdsNf8At/hubXjomr&#43;O/CngzwjrOlQ6hYyapf6jfeEPCkl3baPa6roPg7SvEcWh6dpffPGLtbfW7JLt72PSbyPTrO9vdZ0axmGpiwu1TVtKeNo4bsS6faRJe6hol1rOhQy6lbWUcC6hqlped9qy6LNoenapoZ1WS01nxT8RNXE2vSeIX1pf7Z8Str8tjfQeK2PiHR10y91i9srXwpqENiPBlvEnhOy0jRLHR7bR7DzpbmGLxNNZtZa6txe6Fb3MWot9vuPDMsOl6hdRT2UPl3M&#43;maPrtu&#43;r289x9rs9Kv8AxJp9za/2dc6/b&#43;FdUi8N/X4enQr4rNM1wsI5fHN8RXVWksFhKGJoVMLNZdg1Cu4VMRVVGnRmoUM1r5vVpyqU6NLExoUpUqvVCFWMaeFhh6zxEZ15YhxnjKk/3OFbxNStQs8NCdGlhLVsUsNhKk6MFDF1asMPg6NG3pYupIXvbs6lBJqRtb5dI1T&#43;xzN4f36dZQy6Mkuiia3mENzBPdXUsmp62TqN5fLZ6rLpK6bbWulWPpFnrFm&#43;rrqusxazb3GsXN5oZ/suPTr3S9HuYLWRdG1K4t7l7TWZbDUzqa6dqlvp2jSDw&#43;&#43;jaZqdtqut6bqfinxDXS28ST2Oo293qen2d&#43;urXE2kanpNi5ifSEv477TbTVdK1OW&#43;AmW0/wCKf15rLUlfV4IbnXdGufCd5qtrpvh31cRbD0alSm3i6kYRnTw2HU/bV6k8PUxEqNOeKVDDU50pw&#43;qylicTh8P9YnTjRrVMO/bLGE5OdKnONSzjKMsRNUVCLpOFOMqsaD5uavHmrRlToONoTVX2VWVOnU6CsfVr0WMmju&#43;naxfR3GsQWUk&#43;kq00elG9tby3g1HWLSG6hu7rRzdyW&#43;nztbWWqrpl1f2et6la2Oi6Xqev6NXl0qbVZ9StPEln4f1rQl1TQdZ8O28umNJPY3Wiy6dqlm2pQX8uoWd5qmi&#43;KdJh8S6D4hsRpslpLLp1tFpNrqPhtPEGu6eoalp2lQR3WqX9lpttLe6bpsVxqF1BZwSajrOo2uj6PYRzXEkcb3uq6tfWOl6baqxnvtRvLWxtY5bm4hielGjWhTUPaVqjrSi6UsPOEVKlOn7J0/aqNWpU9vGootUFSfsqNfC18TTrQnGp0ZVm6LoYeu5RpSw8asZYmKxV/aYeo6FOVNyqYWusPiKKjWU/rEFGSg6fv8hpVlLdxx&#43;I7NNZbUdG0zxB4c8N6Hr2q&#43;M/D9vHCzaFa31p4wtbvUtc03xTqh8ReETJo/xJm0DWLu08OaleSeDbzUdI8S63qnjD3r4NRnw9fa5p2jtdXN7qWmeKb/TU1nW9W1OWXW9R1K58RNarqGrTave22mpeXN1FpumW&#43;7TPDujxWujaDp1noumadpdvwNWbO8udPure9spnt7q1lSaCaMgNHIhypGQQR2ZWBV1JVlKkg&#43;XnOBr5pw/ish&#43;t15UamEjh8P8AWZqdKNShKtVws6tCjTpYZRhiK9erOGHw1GlF4nFexo041pQN8NUeHxMa0JSpQjZRpUeVRoK9RSlh/axqSUlGpaEa061OPsqa5P4ntL2qeKPFNy&#43;uWehG3vvEMLDSYJ7u11LRf7ecWdlcabpt5rj2up3lxaXcMtlZ6nrOmwavBHqBvY306ebTZPD1r1fxTutLTxfPZJcWqarcy3k/2UOiTXNvp&#43;m&#43;GFv57ZDta5isdQ1aNL94xJ9in1G0S6MRvbQS80P2gPCUFto3iTW4dK8I3PiLQ213S/EniXwdL4VuW8rR77xFqcd5b&#43;LNX0W&#43;0PxRpXh2yute1fRPEug6PrGnabYa3dTWMsfh3xImiZU2o6hqEcLam0L3UYmE80DTMl5cSTyST6lIJy0sU&#43;oMVuJbZpbn7CGj09b2/jtEvZ/j8pwOKfEFCs8tqZHicnwuNyXMsHifrFedV4bE06bdVQlTw&#43;GqTjCjVwNXESWOx2ErxrVsJTpYOFKPr4hVKOAhUxVHE1aWaVcViMBjXg62Bo1qeFxFXDuNGpiITjiIYbEOrSrPD/upVqdb2VVKqvZ8h4X1LxLceG4NR8e6JoXhLX421Q6vpeieKJ/Feg2NtZajew2V5a&#43;JdQ8OeD7m8tr7SYLTVpTeeHdKl097uWxmjkNo1zN5d8Z/j74e&#43;C0Maa3omtahf6nYi58NR2v2JNO165hnnh1Wx&#43;3rc3N1pT6Cp0m51ObU9LghuoPEGmjw6deuLPxFBoXtWo3dxZW8c1tpd9rEj32l2jWmnSaZFcQ2&#43;oanaWF3qkjatqOl2psdDtbmbWtUjiuZdTm0zT7uLRdO1jWXsNJvfzf/AG6ptK1qy&#43;D3izQ9QsdX0rW9N8Rzafq&#43;mXkGoaZqmlXUPhnUtI1DTb60kmtLyxvba8kurW8tpZILq3limhkeNlY/smQZdTzXOqSxVGEMrxNWrT9hhpVYvD14UMVi4UZV6mIr1o0KsKcKeHVaPtqtPD4tQxVasp1ML&#43;d8ZZvjsi4bzXMsB9VeLp0sLDDyrwlUnh3UzDCUcRiYU414QqzjRrqnSValOhTlOVScKzUYwv2f7fziMi/&#43;FqPMCxD2fjAxRsCflUxTeG5mUgYDOJnDHkIvSnX/AO3tomoactpffAqw1i5g1bSNXtDr3jaPUdHiu9C1Sx1rSbltHXwVbzjUNN1XT7XU9N1K21e2vNL1O1sNS06S1vrGGcmkfs/fDXRP2dLL4har4B1zx943vvCEfiOysdK1XxLBNf6jrVubzQbBrfRJZorDSYFurGPVdTGlahPZ2aXmoGC7dEtX8Om8J/s8avf31va2Xx98MXEl0p0&#43;yl8J6TqMdpa/ZbZGt7mGPUtR1K&#43;umvkvbhblJLCNbWe2sjZvNaS3999Wsu4Sx1WvThkGaTw2GxMqM8bh8bVjQlXoObqw9jhc6WZKlDlo80q&#43;ChhsSsTThRlXdHHQwn5PjMy8QsNhsLDF8T5PCePwNHEwwVfDYSFaWHxcWoU6tbEZLDAyqSSqQqUoYycocjdXljVoSrfa/wAL/wDgqHe/8LG0&#43;fx98PrPS/CutTjTdZvfDuuareXtgl1cwi11a4sdXNxBqS6QoMXk2r6bdNYvLtluZkSCf7r&#43;KWp6adU0m0h&#43;3Pbz3d59iFlaajMlut/rOr67YC4m02KUWGlz2ccd4tzqMltprxahbadPIWvIbWf8evhZ8AdBHjvw/qbeFvjD4x0Kz1ayvguu&#43;AtJ8AeHjHbXKSpJqd74g8VTXOtafCyCS9sdOsrSa8hRraF3eQwN&#43;j/iDxhZJ40tYNV8Xto11Fa2N1qlhr2mGz0PxOnjPW18MeHk0XxPqFrYWVz4qsfFlvpmjro&#43;g63qUunw&#43;LNK07xF4WS78cfDrVoPzDiXgPhjD5zQxXC2Bp4L/hGqYLHUsRHF5jgK9WrJ5dldPF5fWrSxM25ZjUy1wq18LHEyxOBwVKcYSlJff8CYri7E4DHyz11MdWjjMJDCKnRw0q0MPOa&#43;vVnWpTw2FrYelTlGvenWq1qUKVZxpV6joYar2VFcY&#43;satd3XhS9s7zS9C0/ULvVNM1Xwx4r0i7tfE2q6pDHLItnoGqxa7DY2tzottpPiHVLhLfRPFun&#43;LNNtIr3Q9Y03RE/4SC67OlGrTnUqUoybnSjTdRck1GDqczjB1HFU3V5YqpOlGTqU6dSjOpGEa1Jz/QY2nQwuJg5OjjcNHFUJSpVqXPRnUqU4ySrU6fNeVKV&#43;TnUHenNxrQq04czqOg6bP4o8MeKDorXWv6VaeIvDlrrsC6SJtH8OeJINP1jXrK7n1GeK7XRtZ1jwb4RNxb6GlxqdxremeHXlhGkQapNDsz6dZ3N5YahLEftmmm5&#43;x3Ecs0EiR3kPkXVtKYJIxdWVwFhmlsLsT2T3tnp2oGD7dpun3Ft598SPiMvw6GhXN5ZaVdWGuy6rpdjHdeIP7E1TUvFFjpr&#43;JbHw5pTajpQ8I28mr&#43;EtB8dXltrHjLxn4K0SLxJo/hjwxLf48YSax4e7Rb/Q9f0nUZLTV7W90oya7ot/qOj6yYls7vR72/0HxDZrrGk3cU&#43;mapoWq2Go6XqLW95a6jomrWF1byPaX9lIsWeJw3s/a1cxqYeeX/VcBmsKeJ5aiwMKeNzOnRx1SpVxE6OFw1TGZFiquAhLD4R0sblWZY2FavKTlhipOpTwzxFLki08ZhqftcTOlGpWw1DC4ivGXM61Shh40sywkatajh3hn7adoVcTHFJ8wqeGrnw5qWlafquq6v4a13V/GWg6nquieNPGWteI7PxHrvi/UNJ1/StI1/Rb&#43;/8AE3h8eHvEN94h02SXR9f0SP4Q2&#43;hRaZpMPhvQvDKr4c9BridE8PWXhPVb&#43;4iu9f1K78aT6XPrV3dW9pdW154m0Lwza6JJ4j1A6VpdpHo1/r3h3w9o9jfCGPTfBq3OgafFpWl6PrmtXC&#43;Ie2rd4uricRmPNjcdiqf9oPEQpY2lKnPCVcVluWVcVSdbmnTzGpPEqpWq5pTkvrPtIYepTo1cHOjTqpFxqzaeHdJuapexqVK03BV6/JOvVqQoSVWVF0r0ng8L7NxcoqtCpCtPjfFmlWmszaRYXc1/DDO&#43;pJO9hq&#43;q6RNHZmxdrmeC60q9srizv4ikP2HV7WWHVdKkeSTTL2zknmaTSZbZNBvJ9RRxb3cN3fXiLuEwiuy8ywjkESwwvFbryBujXJxk1zw1gaiNH1DWtNvvC8l5oGmPfaFrs2kz6poF74hCXV5oerT&#43;HdV13QpNTsYbCfTb640TW9Y0b7R5k&#43;n6tf2HlXsul4q1axXQbwRrdaj9qENpBHpKrcPJNczRxxsspdIHSDcbq5gSV7ua1gnjs7a7u2htZv4UzziLhDAcRfSx4ur51wDVzfKcr4oynLcl4gzjJqmGznGYDgHIOD3gc8y2eL9rictocTcF55lWExVKnWpZtguJc0y/C15yo1aMv0zD4fMamB4Fy2NDN1hKuJwuLq1cJh8U3hlXzOvjp18JOMHGOJq4HGYGrViuWpTngMNOcWvZtZem6roVjrcHhPZfR33iDTrvU4LXVp4VkudLskS2uXsrcSGSW0tGuLa3vPLUGya&#43;sEuSi3tkJItDTxpHqWu6U&#43;ueGjpmm3Ph2LRbabwzqr6vZ6ZBeJNrg1PUF8WpZ63Jr&#43;js9loF1aaZoC&#43;D7&#43;3jvNTtPG8M7WMN7VLaXR/seox/aLyd20&#43;28mabzGN7DIRAkT7QsSTW0&#43;o2hCKE82eF9u5n35Oo6xE/iKwuraS705hLb2Go&#43;Q&#43;nTXc8EV1FdmM2wj1NWt5lje0u2ESXrW0zLp01pfLBcwfj&#43;V&#43;KOD&#43;j9n/C&#43;W8ZYrBcHZtwdx/lPDFTh/D8O4LCZRHwU8ZK2Dxv1ChmOAyJZBLNOH&#43;NeHcH4g5vXxdV5vleS4/inhfDY&#43;vXzJ4zEe5ismr8UYDMa2W062ZUswynEY&#43;OJhiY1MXU4i4blOyVLGYp1qdLH5ZiJZHScJU6GIxEcLjpfV4Q5KXda1qN7pdlLd2Ogar4kmjgvpV0zRp9Dgv55LTTby&#43;t7aF/EOs6Dpgl1O5tYdGs2n1GCCLUtSsZdRmsdHTUtW06/HdW0wgMNxBKLqA3VsY5Y3FxbDyibiAqxEsAFxBmWPdGPOi&#43;b94m5Lq7tbG0ub6&#43;uYLKys7ea7vLy7mjtrW0tbeNpri5uZ5mSK3gghR5ZppWSOKNGeRlVSRFPp1hdXNnd3Vpb3Vzptx9r02a5iSd9OvDZ3&#43;nNe6f5ocWN7Jp2q6lp813aiK5msL25s5ZXtpWiP8Ap4qFalVlUwcsLyY3GLFY2dWlFVFTWDwWGh7CWGjRWJbp4FUoyxsqleDxbrLGVMJl2Eymp&#43;HSlU9oqVOrRcoyVStTqJyrU6NR04U1BQnBRpN4fF8ntKcpzr1qs/byp4aOFd2uD&#43;H8HiS10/WLTX9e0nxJaWniHULTwzqWmzT3d3HodklvYz6V4gvriaSS81zSPEdrr9gWk86&#43;stGi0bSfEGseKfFeneIPFetzeF/EukeOzb&#43;J/DOua8&#43;i2MWqaJd6Rd&#43;H7nQrG81ef&#43;wbyWa/h8S&#43;HLDxNDrvg6S3vvDV/p1jf2FroXiC88Y&#43;E/GmkSeM/DD2PhXehtbTTbp7jT9AWG48Taql74gvLCDSbWU3sOgRWMWteIpTdW0&#43;pzJp&#43;g6L4YiuLUavqKRx6LaiJdEsJbvTuvF4aOHx&#43;G9rUxVHG0sPjaVXDxwVScYweKw1HE4DMKmJwcoYKuq9HBYynPC1qONlGhKhGu8H/bWFOyeHxsKkqNWtWwlGnBV6uAq0cPTeKxPslPB16lWu6eKpU6ODrY50qdFuniquJoOpSqTjg6kJ9V0q11i1itLuXUoYodS0fVUfStY1fQro3WhavY63ZRS3uiX2n3k&#43;mz3mn28OsaPNcSaR4i0iS&#43;8P&#43;ILHU9B1PUtNu9Gsi20fTodb1XxANG0i21zUrLSNEutetraA63q2g6E&#43;qahoum6rqAs4Lt7LRdV8S&#43;KZ9I0uS6vrKwfWdU1C0a3udb1GEVvDem2NhYwW2m&#43;H5/C1lp0C&#43;GdL8PK9jb6XY6J4ZvtQ0zQ5NG0bRNRvtA0rTL/TxFe6XHaR2WpjQ59H0/XbLTr3S10bSup1o1aCjRrYmdClXaVHE0pYZQrzpuljqtKhUqylKP1jCUqNLEwpqnjsJChi3UpReHo1MfZyTc3CkpycIycKkJydJqpOjqlzSaUrzp2tQqVKkJS50lU5TTP&#43;FvjxJejVU&#43;HY8Hwx6C2nNa3fiK68UalcS698QrbxZHdltM0zSNCs7bw2fhXr/hZYovElzJqn/CeeCNauJIIdB&#43;JF303iD9k34KftAfDPxf4f&#43;L3hmbxHodjJrmoeH9X1DXdcn8S&#43;GfEniG&#43;vNcvtR8OeKLufVdX0eG0vLq3t7HRYftXhrT9GFj4dg0D/AIRrTLDRoNz4garonw38KeM/F&#43;v3eoS6b4C8J674y8Qrpulm8mTSPDmi3Ovan9kRbtWnnSxtZfKWVbeJ5iiPLGpLjwv9mf8Abz&#43;CnxQ8I&#43;Jdak&#43;IOj&#43;AfAieMpPA&#43;pXnxLu/D/gBBqviDw/f6n4bVbjWtfmsIbm8s7G9tQU12IapJ4e1C7QaMkiRWPbhuH&#43;PqGUxz3gLD8TYKlkePyLArOMmxGdYuvlmOw7lKNWWce1zDNlm2ZUVXg6&#43;OxlWjUq11haX1f63ChV8HiHNcghKlwdn1XLowznC4zETy7H18PUoYrCZbGMZRxdDE16qrPC0qmJlRxeIoVZx5cV9bxjrVKEav4mfEb/gnJ8NtO8fN4D8PftFQfBjxXqc1yfDXgv9rvwpc/Dyx1yzt5jai68LfGzwNN42&#43;Ffj62lugtvFcaI&#43;m3huHFnNo8F/HNap4v8AHr/gm58ff2evhfrHxi8Va78JfE/gPRL7QrG71X4f&#43;OZPErO3iPUm0rSbi2ik0XThLb3F2pDEyJNHF&#43;8eALnH9qmoeAfh38cPhUuheOvBXgbxl4V1IWt1DpPi/Q9H8TaBDY7Le4t7y2SUXVqzw6bM0ulapaTx5V4Ly1uTbvHPJ&#43;En/BUn9lL4Ifsxfs3fFM/BP4b2Hw8sfHusfCq41v8AsvWvE&#43;oW2tvoniuf7H5lhretalpumPps&#43;qaisUGjWlhEYLqJ51lYx&#43;X/AFp4QfSm414k4q4P4TzfOMyWOzPO8jyjGYLMsi4ezjB4uGIzXB4bMHQz7A1&#43;FM1yWUcvq13haWLyfjDFPFUo/W8zqRqTr0/5h468CMlybKOJM7weDwMsHl&#43;UZvmdDEYbNczwWKwtTC4KviMLGWXVKObYDM&#43;bEQpxqzoY3JMOqE5yoYWDpwhU/KL9o74g/CzXf2O/2XND0L4URaJ4rkfxs&#43;meKodB1jw7a6HoOg&#43;Jb2y1DRIdTvJ9Tt/iHf67c3lneeIPECavHBJrdhe6/H4a8Iv4ji8MaN9&#43;&#43;KtS1O4/aX/YztGXWH0Iax4TvdNup7z4g3OhTy3HwUtBK2jx6yD8PoNyjMy&#43;DJDLLMJrjU0&#43;3zahJJ8//tpfGTwd4o/YM/ZR0rQ9C8P2V742j027tLSy0&#43;1WDwzF8NNFl8NeMbbQVCGTS1bxReW2nJJEyvNp8d7azeaZJGX3PxTo1hbftWfsgazElmuoajq3hCG6ePSfB9vePHb/AAVtEiNxqun/AAz0LxlfoFjURxa/8S/GtjAoVNOsNIiSGzsfvsyh9eyPLMXisszTKJ0sT9JzE0sJmWc43M60sZyVMJWlCadChSwuHnUx&#43;Dllzw8sHLG4aeZK&#43;OqPEVOLBJ4fPswhRzDA5nCsvAj2lbL8sw2W0KdKUadSlGNGm5XdanChjFV5nVjSxdPCw9nhqMKMP1rGma8nix9YTxK8nhi48PR6ZceDrnSNPkjtNes9SlurTxLouvWws9VtX1DT76&#43;0vxPpGsnxDp9&#43;umeEbzwyPBtzpviz/hO47a8ktZNB0/RPDkn/AAjnmarolzNBGmhnwwdDSa30510HU7fTXuvDN0&#43;m3WmWt9or3Mqy3Phu70rSdT8L6nf&#43;IdBs6Xp9xp&#43;n22jfab1otMjtI7TU3nnvri50&#43;2vJVs7C9vtf1PxBrWqalHpdraWmv63qc7XesT3U2q211bX1xJHpzPD94us2cHiB9M1/Q73UbOC1vdD8QNNBeaRcabc36T2M&#43;nQX9/oIvLe9uLy3n1zw/cX&#43;meIraGwvdN13XtAi0K&#43;P&#43;fUcc8Y6M6uHp0p0sLLDwpywtDB1LUZSoVHKOHjQqYmpRqKE546ca0MZzYat9ZxVGpBy/smphaqqV6uGhOeCoYijTljq1ShCpNYz63Vo06OHdfFVoSlDL08VQUIYajGvD2eMeIpqnK5qraosEC6T5S3LX9iZ5Z7NL&#43;FNOguEutUhNudZ0N0utR063udI0u9S6uU0rV9Q0/Vb3S9U02yvbKb6R8P3dlbWmjNK2njUD4I1i50Wea8l/tO41ATXk1/DBA5ELNHDDM6lS12be3umj3W0FyLb5o0lfDHj&#43;/8ADtlZzWfiKxvdasrJdb0DUtOuJfDZ8Q&#43;HneHW7PVLTUYb7TLq&#43;8N&#43;IYYtOv8AQpm1Z7DxPZXduE0e&#43;uL&#43;L6p8FeFp/DUWi&#43;GdZutd8RXXhyOaDTfF2paXaLc6vbTWrW18dcl0HTdN8PR3GriRtUuE07TdH06DVJLmG00vTrSGzt7n4Di7EJRqw&#43;uVZJQoYmlhZ0/cdD6vXWKlhPZ4bCzr0cRTrYWFWtUzDHUkq9d08ND6rUo4jWpT5aE3UxFNVKeKq0vqahS9tTcPaYfESnVp0nVhUoYrC1KGKwONqwqYd&#43;xq4WlJYrFuj4p8RP7TEA0fRLuy068tPD6/2Pc39lcatpVprGoWRuYNS1DS7XUtGudUt4p5bUXdnb6xpVzeWdqtnDqdi5S5i9F8S6rp/hy28RePPE2teG9B0PQ/hj4f1/XtUvdTvdObQ7nTL06prGt&#43;ILm41SHQ7jSorCy0s2l5c6NYajoUNjqkjarPZ6&#43;1lZ7Uvwh82/05H1ie40jT4IrTdeyTXesXFjbTTNZ2s95IA08ttZNb6Z/aN1NcX11FapfX0l1fy3Esv5C/8F9fHOv&#43;Af2JNU0LwnbarZ2/xV&#43;L/wAP/BvjvWora5tbaTw1aaP4k8U2ehQXgSNGsptR8F6NFdxQyGGdHltXE0d1dRQ/L8R8V4PDZNhsXgqlTE1MoyrMMZisPShCjTrV69fLa0oYrEypQxDU5YOo4041ZUlOs/a4arOpen9H4c8NYnjji7hThWVWGWYjiTMMvyzGVU44qGAhiatKeNqUZyhSdeph6cKypSgsP9aaVKpyU6zjH4g/ar/4LEfEG70zxn4v/ZO&#43;Er6/8IvDfiK50GD44/FNNRj0fU5JNQtrGWTwP4DGo6LrF3pGm3WpaLb3Gs3l5OukTeIPDNr4p8O6Jd67o9rqP5Ian/wVb/b48Tahaz2/xW0&#43;KfTrybU9Lt9M&#43;Efwnvn0m6ks7zTnutNl1PwLq2o2kw03Ur/TWuo7v7Q9hfXdpNNJDdTrJ6h&#43;114K/a2&#43;Ef7Dn7G/gz4r6b4Hs/hf4q0/xLb6HJbWOk3Xjvw/ft4ifxjpnhbxNrdzp4utCg1Lw/qnhvUprPQ9TNpft4atbTxCkOpeHZH1H9JNSh&#43;Lf7MXi34Vfsg/siWejeFPEPipYvDVhq8&#43;naMlhr&#43;qeFfDtrrXxG&#43;MfxIfxT8C59W1qxtXnle4tPD3xC1LMc2maX4fa1hm07TY/wAwrZhxZnuLi48Y8X5Jh8DlmR0cxoZdgp4OvLPeIPrPsMqynLMBjssdfCeyjDBTxOPx1XEVcXGtKbqQxNOMP9A8nyPwn4O4bwVPCeF/hzxhiszz7jiOUY7iLNMFmmAjw14d46nhMfxLn3EmY5ZxFSpY6pKnDPFhMqybA4fC4XEwpxw2Gq5fUq1/xp8R/wDBUH9vHxBo2ueFfEfxxnutJ13S9S0HXNLuPhp8I7U3WmarZzWGo2UzQ/D&#43;C6gFxaXE0LvDLDPGHLRSRyBWG/pf/BTn/gon4nkg0nSfjBq3ieeKaxnh0&#43;0&#43;D/wl164NzZXMN1p9wYI/htdzyXNve20FzbXDK06XcMdxHIJ0Vxv/AB&#43;/Z&#43;8SfHX9sL/goBdaS05k&#43;DelfFT4vajLawDyb5vCuqaOkulKjiV/N1Czu9TurS1ic3Mn9nyCJpPKdW9q/Yk8SeOPhr&#43;wb8c/il8Oda1jRdc0P4hfEay1qHT44ZNK1zRbf4T&#43;CfEFmviKCX4d&#43;N47ltF1DSpf7Fnm1PwcdOtdd8UW9t4hs01u&#43;mj&#43;TwkuMsTnVbAZlxrxbQy/B0&#43;JXh8wp5jmOKrV6GV1lQx8cNhqma0oU/rdbA4WOKj9ZcUqFKU/bvD0on6bnGB8IKPCuCzzK/CDwszHPcwjwhg8Tk&#43;M4c4ewtHAT4ywlDHYOhjMwhw3iq08PGjXlKnFYGKxM0lOOGjOc6f64fDT9p74g&#43;F/iZ&#43;zF4d&#43;NHw&#43;0ibXP2hfAPgO11LxZPN4/sfiF4J&#43;Jvi74U6FrPirR7jwr4m8Kp4K8IeEtd1v4d6dBqvgrwD4o0qO31&#43;FPFOs&#43;Gm1xtXeX9QJ7q1N3DpM0NxLJf2V/cjOnXs&#43;nNbWcljb3UN3qK2z6XbXMx1KD7Jp17dQ3up28eoT6fbXdtpWqSWf5LfAT9hHXvE1/wDCX48fGX4maF8QL&#43;zsdA&#43;IXh3wl4Q&#43;H9p8I00/VfFehRQf2xq/xA0S&#43;1zxXrGq&#43;EdK1nUdU8M22jnwvIPFNjpF7Lq2nII7u1/W&#43;ZbppLQ281vFElwzXyTW0k8lxam1uUSG0lS7t1s7hb17O4a5mhv43tYLmzFokt3FfWX9XcL4jPc4yfFSzytPF0quJp4PA0c1ng82mskw9HC4PFYLE1MHi50JSlVpZlh3hq1WdTA1Hy4ijWjH6mf5qeKseE8LnuBw/CCwdWWFwCp59iMpo5ng8vnnbzjMXUWCwmcUsJWo0cFlksvg6uGjHDV/ZylhqM6kJSxGSssXiOz07UdG1y0uPDuqaWmo2WpaLL9pk1A3T6bqGgazo&#43;uWl&#43;&#43;mzaT9lS5lltpNP1Sx16G9si866bDeWWrNTSY5PDt5p2jpc&#43;B5tYttWuhPo1p4dTVdB1vxHJd6lqWsw289nr3hi58QprWo3esXU99Y69pWo62893qMOsQ3NwLnXtbO0sYmgsbS2s4Xuby8eG1hitonu9RvJ9Q1G7aOFFRrm&#43;vrq5vryYqZbq8uJ7id3mmkkbA8MXniCW1nh8U6aNN1Vtc8ZmzittRXXrSTw3ZeL9VtPCl7LqtroHh&#43;1s73VfCj6Bq0ug3FnJeaNLe3Wh/214tm0LUPE1/7868MNmWHn9Xx3Pi/Y4bEzhy4jLcLOrSxdfButWxKoycefL8ThIvL6KpLFY3CRzTD0auZ5VKp&#43;ee3oYSdSvTq4eFq2AhReKoJPFwwWLxrwMcVhbV8sr1VWzirDkzB169WNf6lhalfC0q1GO5Zz3Nysss9nPp6rPd20drd/Y2uWWzvru1TUBNYX9/bNZarbRW2o6dCzQ30FncRrqlvZ6g1xp1jj6bo&#43;leFf9C8OeHXtbPxB4l1jWNUj0j7Ba6Vpmqa4mp6/rviO7sbnULNYB4h8QpJcasPD1jeX2reL/E114k1Sxkm1PxLr8dTxNp11JBfvoPigeFfFuu2thpXh&#43;/1Mz69og1PQ21bX7G3bwXeatYWGowXkLaoniyLw9c&#43;HPFeveF4JbeHxXo9zoega14fu&#43;LNT1/RvD&#43;o6r4Y8Mt4y1iwW3uofC8OsWGhX&#43;tWcV5btq1nouo6sE0UeIm0j7c/hqx17UNA8P6vr6abpOv&#43;LPB&#43;j3174p0f2sNglXhh8vwWZXniMzoe0p4rGUqHscZKVOqqmNxOZTllmDwlT&#43;0sXhaNepiqCwGXTxEoxynCywzWVerNQnWnTVGnNzqLD4eFaUPZUOenSlTpqDnWkoKcI2devKqqsZzq1JOpVoae2r&#43;Hl1CXxTqenXOgaL4Z0uWTxvqesrYalfz6fceI5NduvEvh2HRtL8I&#43;H4tO0eLQdQufE2jajFb&#43;IdQ1DXY5vC3g7R/DeiRan8K/ty3N5d&#43;FfhZNqdjcadqP9qeLYZ7a6Wwjkc2q6XbNexRabq&#43;u20FpqIij1Gxtzql1dW9ld20OoeRqCXNtD&#43;isVvbwvcSQwQxSXcy3F1JFEkb3NwtvBarPcOihppltba2tllkLOLe3ghDCOKNV/Mz9tfxNa&#43;LPDnwV1/TfKfSdbXx5qOk3trqeja1p2taN53hZNE8SaNq2gajqul6j4f8AFGlvb&#43;IfD15HdpdT6Jqdg&#43;pWOl6k15pdn7HBmGiuJcoqUsLUwUKKzWnOng3iquWVJVqEqqxWMrVaLjHNsdLD18dKNXEKdWtis1&#43;qQrUcPWrQ&#43;E8SadZcG57iPbzq4aFLKsPyzhThUjiK&#43;Y4ZpSn7ScqlKlCi6OGUI01GnSnPEOc61GGH6jwd&#43;2r4H8KfD/w34dk8J&#43;J77WfDfhbw7okCwPpkOmXs2laBYWNw9xey3RurANqVtdJEsOm6mp042V6ZRd3F1pdhXl/4KBmOb/Q/hUjQhvv3XjIiaRe3yReGGSE8ZxvmGec9qs&#43;BP2dvgd42&#43;Gnw&#43;v7rT/FNh4l8ReDrzXLvUPD&#43;p3Vzd3t1odzpmn620djfrqVh5wvtTiNrY2dhG8tukwQGSEs3kupfs/fBSN5xD8YPHOiGC5u7aSDWvgp45v3hmsrqWyu7d7i0sNOt5Z7W7gntZxEcpcQyxNGrxso&#43;xpYLg&#43;riMYq&#43;CzatUWJrQq&#43;0oY&#43;tGNR18RGXIssU2oOVOpCn7VczjSV/3kakn8MsX4o4fCYDE4HN8go4ZYTCToSWIyHCRjCeHp16Mak8&#43;p0IOv7CpTlKNObXKuaN480n97/BD496H8c9N1e6sdKvNB1fQJLKPVtIuriO9jhi1FblrK4stQjhtheW8ps7qNzJaWs8UsJEkAjkhkk9b1aw0DxJY6z4U12y0fXtN1XR5rDxD4a1a2stUsdS0DXYb7Tbiy1nR7xJ7e80fWbeHUrCa2vraSy1GGK&#43;tXSZEuIx8d/sseC/BVjbR3ng3RvihcjUNKtdR8S&#43;M/FFzqvgXSo7o3Gjavpvha28MaRrFzpHiXUdNvNPaK&#43;vhNrVjp1lc&#43;INNsvEt9oXizUNL1X7I1CG9M2n3enRabJPb3PlXn26GT7RLo90AL&#43;302&#43;ibNjdCeKw1ECa3u7TUf7MXS50sWvIdb0n8&#43;4mrUcjxuKxWUQxKwuXexxahQjicVjqdOjKU8TPL6WXRxuOxValSgsZl9KhRq47HT5MJQw6qVaGKqfrnDtTNsZlGWYnN8XhsRmeI9t9axeH5PqtarCrUVP2OKhKnhJuKdGGIxWGc8DGtGtGjUcYuVPHfxv4bi8U2fg6e7vbbWdS02y1PSJrrRNdtfD2uLfp4guIdL0DxjcabF4R17xPDp/hfXNa1Dwfo&#43;uXvivSvDtkviTVNGs9BvLHUbnfvXnt45r6CO9vmtLK9dNHsjpqSanPtimgjhl1GSzijvSYHtbIz6rp&#43;m7r2VtQkCpDc2nD&#43;HNZHjV/CWvNoN9prW&#43;g3Or3c2o2nj/wpqWl6pqTjSF0GHSfFHg3wjea9o121nrt3qNv4it9FvLCbSPBPiGXwfI&#43;saFqmjei1xVaFaKp0sVTVKcIYRylRxcnLEV6EKP1qvOjShSqZdSrZhSxPssrq4jHSWX&#43;w&#43;sY3GQxM7&#43;hzQqwqQp1asasHVw2Ik8P7CWGxdKUqVanTVf2sak6E1ap7Skvq&#43;KjWwVelKrharnVs3vXhdtQt7W1nF1fJHHZ3k19C1lHe3EemXDzz2OnOl1d6atpd31mtvJDp17Ncafb32qQWsep3fKeGPFml&#43;M/DttqW&#43;40&#43;DWtU8T&#43;H7K3u7bxP4V1e4m0PVte0meOPTvE2j&#43;FPFOm6sbXQ73UJrZdOjezEFzc6RqWr6Vb2uv3s934YuLPRvDGh&#43;BdRs/Aem&#43;GNQ8NR22laV4e0efQZfCGiS29pe&#43;CotHMNtHpGmXWgJLp2jXOgz6ZP4dv4NJvYk1DSrG98PavFNr2m6n4oj8PWaajd6n4elGpTXVje6jF4ftb1bSyttV0HxHe6HLdWdtr1n4c8ZaP4l0zwf42trNPENvq2j&#43;IvDMN&#43;/h7VNZ8KxiaFLXEQeIxHsqOOToUcPjsTOWDpwhi8TOtluFdSjWqSw&#43;Fl7KcViq2GSrwpXjXqUsVpVoUsTLG0FQnUwkY0YvEYt4Olgq2GxuKeAdHE4epXrShVnUq4OlL2tZYWH12FKNTGylUeG3NFtJNJthpDTaxqQgt0nl17Wrq1vbnVb2/vLy5v2LRvG9rcR3Ci4ezstL0nQNOs7&#43;z0rw3bW2l2h0rTdeuA1fw1C/jW18UaLpdzY&#43;LpvBmr&#43;HW8ZPPcz&#43;Fk0uDXvD&#43;p2GheLvCdj4w8Oy&#43;K9UW4n1e&#43;8BardaVqj&#43;CLeb4h2&#43;meIPCyeO9Z0rxvxv9v/tKf9Em&#43;B3/AIkL49/&#43;hir0aGVRrVKlTBPCxniaVHHY6vi8VkWVKrjas6&#43;DdOCqZnGtip4fDZfhoOtiKGGqrDSwkFSdFUZz2yrLK&#43;KjUwmFq0VRy&#43;FCnCrmuaZXlqcayqVI4fDSzLGYWeLhhEvZyrU1WvGVKWJrzxk8Qo97ewpY69HPda7o2mXPiW9j0fQLW&#43;8pr3Ub200a&#43;1a407SILm6thd6j/ZWj6vq81tbRXk6aVpd/fGNLW0vJI72heG7DS7PSY0v9V1pNL0&#43;0s9NvNa1a81y6Ftb20VvDcSalqE91falfTwRo1zrGp3l/quoSs91e39zczSzSavm6TqzXll5mnam2k6jZxahab7a8bTNWto9O17T47yDMhs9Rt4bnSdas0nSO5ijuNO1GAKsttM2jX4llHgX4eZJmmIzCjlOPxyxnFOdceYrB57xFxLneVT4zz3iLFcTzz/DcOY/Np8L4PF4DMcdiMRleKjktbHYGcsI8uxmAp5fQp1PbxHFmdYvD08LDFwo4WGAw2W1vq1HC0qtangKM8voUniaGHpYmNGlgubDVqNXEYh1qlXFSnKEa1SlLzHx3qur6BpI8V6p4e1HxL4e8ONqFxrXg7wNo2o&#43;LPGF9BN4g0nT9N8V6bBHrPh&#43;TW9P8JeDpfEninxZ8ONK8I&#43;NfGPiS6FpYfDK18SeMPD&#43;heHvHl/S5kk1DR7n/AIRmS/1GykuPCF9rFt4Si8MN4akl0ptd8RapFP4k1eG8vvBeu6lovhfSLeHwU3ixW146U9zeatpmmaprPhrrdWsLrUbWK3s9a1PQZY9T0W/e&#43;0mLR5rqe10vWLDU77RZU1zSdashpniSytLjw7rUsFnDrEGj6pfz&#43;HdW0HxBHpmu6dpV&#43;oVOH&#43;H54/L&#43;IXk&#43;TT4hoYXMcrxma/2dh6eb5hgJRwVTKY5hj8PhMNWr0spxNTNq2X05YzEU3VxtWOJwlPD4LLoy8SGMxlOc40sTiKWFft5xwlPFYynhoVMVQq4TEONOGLUZqphpQpVIV6dRTjCKnKop1oy5q90d3Hhq0TX/ABLZ22ma4l7LDZPDcHxBb2mmax9j0PxLq02l32qw6Ha3Mtnqr3VpqmialrGp6Fo&#43;la9resaTq2vaD4kv6Zo9lolhYaJolpp2ieHtH07S9L0TRdG02206y0iw0tPs8GnWNtABYWukxWEVlp9jp1nYWiafbQSJby7ZLdbPk/B2j6nY6346u73xBqmpQ3fjLUbu3srzQJdIWC1vvDvgsWNtNqFxJc2HiRNDTT7i10HW/BkPhnRBouopoPjDSPEHxL8PeKPGWrdbq&#43;qWejxWd5qWr6Vo1hJqul6XLPq8sVtFd3mvXkWg6DpFndT3lpDDquseJNT0bTdLiZb2XU7y5i0azs5L/UrWWGcPlNH2UMLhqEXDERwNLDf2RTzLLcwxWGeA&#43;pYGOaYiqsuzfMsywlDGVqcauYU3isFJUcNgpV55fgsbWmGOxNbBxwlOGJjh6s4J4NTh7OVSVWXs8RRoJUlhqtKlWdOVksXTSxNGlKVOrGjLVqjpdpcWGmadYXeqX2t3VlY2lpc61qkemRanq9xbW8cM2qajFounaRo8V9fyI13dx6TpOl6YlxLIthp1laiK2i5rwrY&#43;Oba71m78X65o2oW18bP&#43;zNH0rTJIk0a5sJNQ069vLPV5GtZ5dF8UaZbeH/EUXhXVNP1bWPBXie98X6Z/wsXxz4dufDSeHul1C0uL23jhttTvtIkS&#43;0y7a60&#43;PTZbiW3sNStL660yRdV0/U7UWOt2ttNo2pyRW0WpRabf3cujahpGsJY6rZe0lG8KHt8P7Os8JVqV3SqNUJTpc04Tm8O8VFYV16lLFww0KlGtVo89H63Cnhq0liKUsPUq024Vp0eeD&#43;r1adWnOcfijSrRmsPW96LhCtCpKhP46VaVGSqSwrG8utH0fw2t5daz4is/7M0fT73xFqemXC&#43;L9R1e9uND0nTdR1fwv4a8JabY2banLe3mp&#43;LL6HS/C&#43;keEjA9zNounaCt/NoE9trLeF9Q&#43;HOh61/bviObxP4rtvCL&#43;JbfSLQWunTLomv65Za342msjY6Zotrq7eH7fwwmoWNla2GpePfEnhzRtM0fTU160s7OLxV4lj8Ow6PDA&#43;h3Gu&#43;ItctdE8OaBrHiO08OXfii7htL7xFr&#43;leGHu4Lkax4psPA2geLfFOl6AkcEOpR&#43;Hboarq3hvQodV8TaN0XhDVdL/4SvRNM0m2Sawu28ZX9xqmjnSLjSrTVdB1BLfWtO1CO31BdRh1W81vUNRa7vYtJu9OttS0rVtO1/UtJ8QaloNrq&#43;E5yw&#43;LwmKxuEdWji4VKcOXEwyynOrjsXSwFDEYehW9lga&#43;HoY1VJuFOo66lhJ5ZgKOIr4yVFdeDpxq1KFTFSpSxNbE1Parnw&#43;DwUoSpUnVeHwtOdOeElTrXng6cniqdepWWEoRf1eWHxPmn7SyC1/Z6/a2uG1S4mS&#43;&#43;DHxtaG31C5t3&#43;y20/wAMPFMT2GnO0cd3NZtqVrDeRQXU99PazX8lpaS2&#43;j2&#43;n6bYfypfs&#43;ftB6J8HNP8eeFvHHwj8M/Gz4e/EJfDlzrPgvxNrGr6BFFrfhKfVJNC1ey1fRQ1/aPBDreqwXKWgt7i4E1syX0C2zRz/wBdvibRNP8AFvhPxto2veGNS8Q6HqmkjS9asYBZS2uvaD4lGoaT4q02O3TU7bVJX0nRpW1PVoIoIry80u4EHhhdd1oTaZb/AIx/G74E6b8OfiD4ksvC3/BPbwP4u&#43;FOhHR7/SPHWm6t4vf&#43;0dKj0bT9Q8RN4gvb34naZZaVNY3q6tbuX023t7a2hju5TdWqF7n&#43;vfo48d8K5VkXGHBHEOX18fPNa&#43;A4mpwocR5Lw84UcvxGGWFdHMsfxDkOJwuY08whRxOB&#43;qYmlVX1PE1KdSP1SvGn/M/j3wvxBjc0yDi7KcfQwryrBZlhaiq5XmPEFSt/bSx1Wt7fCYfKs3wUsFVwsMThcVHMFHD0pV6VGvGmq1JEXw1/4Lg3/wAJ/hl4e&#43;E3gz9l7Q7Dwj4T02DR/D9rcfGHxVqU9jpNnAttY6e17qnhu&#43;1C5t7SBI4ovNvfMCxx7ZEZd1fP37Y//BV7xx&#43;2B8FrT4M618IvCvhC0i1jTNVu/E9v4h1TXNZnj0u6F5FY2sLWGkWNnFPPDY/aXkhvGaO0CxrE8hkT1&#43;TwFaQabqFjL/wSbsZr&#43;6882&#43;pJq/xFdrBZ4wiC3Wy&#43;LjQSG0IMlt5yysXYLdGcxu83K3nw3WTTbu1j/wCCWd5bXl1ZJaLqUF58S5LiwljgWI6jYRN8TJrQ3khUzst7a3lkJ2Yi1ZCsafr&#43;W5f4C5LnlHjDLvC2o&#43;I8vzGWd4XMX4k8JZjjqmaRm8S8ZBZh4pVqFfE1a7dRvFXjVr2nUvK0j8fx9bxZzDKsRkWL415spxOCll1bAw4H4hwlF4GdP2EsLD6rwLSnRo&#43;xXslCjKHLBckbJWPyK1Xxbr2taB4W8M6jfSXGi&#43;DIdXg8O2Tf6vT49d1OTWNU8vnk3V/K0znjoo7ZP6qfs9fte6N8Yfjr&#43;zR4d8ffCnyvE3hrxHpuj6N4w8N/EDxPb2r6ofC3/CGaLdaj4P1tdb0mTT4bI/aNTh0&#43;707Vr7U4dNv/AO2UtLbV9I8RZ0PwpWe5u76H/gmv4lvLWUJZfY7e&#43;&#43;J01hZ3ul3d/bahLby2nxD&#43;2LeyzlbDU7We&#43;ntLeTSYVt7KxvG1WW&#43;3PB/hbxd8OfiL4V&#43;Jngn/AIJ3&#43;O9A1vwjb6yNPsU074g6zpE2qamdNFl4iuIdc8UatfJrfhyCyv7XQWs7&#43;10mOLxDq91qek6pq9p4X1Pw39bxvxDwNx7ktelPhzEUs0oZVxNS4dxuF8QeDcpoYfG8R01VxVfESyDxBpxxWGzPGYfB4jFxxWGx9OvGdWNfDyhiMVCt43COQ8TcK5xhMfRz3A4nA1cRkss0p4ng3ifNnXy7LZ0vZUsLDN&#43;CsRCjisJhlOnl9fD1MJUw2Ip4erhsZh5UaGJo/sj8BP2n/hD&#43;0lZeILn4Ya3e3d34Wube21/RdZ0u60bWdOW9NyLC7ks7kMk1lemzulhntp5hHJbyQXS284ER&#43;gEMxaYSpGiLIBbskrSNLD5MTM8yNDEIJBcGeIRI9wphjinMyvM9vB&#43;WP7J/hP46XXxL&#43;Jnxi8feG/G3w21rxx4I074U/DdPiZZ&#43;MviE6&#43;ILC38R&#43;MG8R&#43;MdDtdZsL7TPCGiyaXFbQN4h8SeELTV7u/TwxoHifTtd8S2kVz&#43;qVf56eJ3DWS8M8VVsv4exsqmWqjgsRHD/wBo4bOpYerWy6hPGYOWdYTA4fL8yoYXMauKw0MRgOStTxGAq4XGKFShVWI/tXgjNM4zzhzA5lnVJ4fG1MRj46Zficq&#43;u4ShisRh8JjJZdjpYjE4KGKoxhXjT&#43;sSlKUFWhNYerGnLH0e2tfDviLUtRsdX1Mat4gv7fxKNP1HXr/VYLS70PT9D0KW88NaVq13eR&#43;H9KSCz0FtS0fw/FY&#43;Gjrc9x4hm0tPE3inxFquueo6b8btW1mPxD9hTxVby6Pdw2Om3Wow&#43;ErbQPFTXXhnQ/ENtq/h3VrTSdUubjw00&#43;tnQptTn05LuHWNH1yGHTry2tLS71Dhqz73TLa/LmeTUIy&#43;n6hph&#43;xatqumgW2p/ZvtMiDTr21EeoR/ZIv7P1ZAuq6TvuRpV7Zi9vPP/L8wy6jmVWFXHUMJmLo4epSpf2hTr4jER5Vh/qtKljJ4iX1fD0o0JYV0pYbE06WEqQp4WlQ&#43;rU&#43;b6eNOUKdemnzurWi6VSVSp7TC0q1alPFVFKv9bWIq0oyxM8JQcaGFUXh8Go0KNNVl7BafFTVLm1tbmW58UafNcW8E8theR&#43;D2u7GSWJXks7ptP0&#43;/sHubZ2MM7WV7eWjSozW11cQlJX&#43;EP&#43;CjXw&#43;m/bG/ZM&#43;LXwh8N6xd6z478N3eleKfC&#43;med4aYW/j7wrbWfiWx8Oaoun2NtcWOoeI/CusSWFlDeTWvlR&#43;J9J1eYGwkjeb6TRNQGoXUkl1ZvpT2dillZJYzx6hb6hHPqLandXWptqMttd2d3bS6TFY2MWk2U&#43;nT2Wo3FxqOqR6pbW2kXK8vMODOG8fgsbl9fA0JUsbg54d1cPSo0Z0niKcVOUZTwqn7WjGVSEXDkUa8Y1adWpTgva&#43;3wznmY8L55kfEeVzVPM8gzTB5nhKmIhCaqV8uxEa1J1o0JQpuliJ0ourTSip0Kk6UqdJzcYfx/fFjwAfH3/BN34J/Eqb9o698QeMv2XPEniPwP4m&#43;CviO6mgvPAJ8feOYbPRPDOg6ZPp1n4h03xBotppFpe3M2u/a9Lv9CsL7TfDupWNp4JtNP1H9HP2af2mfgT8Zv2oPhp&#43;03P8AEv4a&#43;Ar67&#43;C3i7wZ8U/AXjzxJ4R&#43;H2ueE/ibq0/hS8n1Tw1HqtjoEfjrw1r3/CP3xg1u11/xJr0C6nBb6np&#43;i29pNb23pH7d3/BM74cfF7&#43;3vitoWneNtD8dppmhXPiXxZ8OdN0vxnrnxC1mGPVbfxF4i8ZfBm3g8DaZdajbWtnod&#43;2sfDLXh4i8R6hrevKvw6urjS7BtZ/Bnw/&#43;xND488RXXhr4bftL/AXxNrNteGxfw5rdn8b/AAL40trtXjhltdQ8K&#43;Jfg5BNb3NvcSLa3CWl7qEMVyHhNwZEZR/N&#43;a5ZxT4e8S4bD4fJsqzHDyo5FUjLD506iz3E5FOby3NqMMZiI4zB4yWErUcPmWWwpYrD4WtUrUU411SnQ/0a4bzTw78YuAswr43ijO8hx0cZxnUnSlw3SnT4Py7xAhSxWe8PYzE5NgpZRmOCeZxxOY5Zm2Ir5dmdbkpLEwdKljKGK/Sv4UftjeHPg1&#43;0x/wUbvtO&#43;Bfir43Wfjy68R&#43;M4vEHw8sF8a6dpuleGrTWvJ0f4g6h4fm1vRdG&#43;G2oza5PFq3jXS7jULGyu9qXEWtWc9lc6X8/fsy2897/AME1f2pdQFhZ/wBkR/Ef4gz2dlbeHdU1VtCuZPg1pImlk1p/A/xHFnZSJPpdlps17e/D2WzntbiW88eXEl/AulegfsC&#43;C/23v2f/ABJ&#43;2p8Mfgx4E8HeOtU8HaND4O8QXD3uhw6fD8WoNVj0fwvd&#43;GdZ8TDQD4gh0HRdX8VeJ9U0DVXtdLn0jTJStvN4gvtB0DxL5F8ALPxPF/wTp/aJE&#43;m2N9YW/wAVfiXBqlvdeCLnxBrui6zF8GdB&#43;06k&#43;rv8NfiXa&#43;HrZYVlhlvzL8L7vTruDzh8RbaOdorLjeNzKWW5NicVQzCnOrl/iXh3ha&#43;W4OnRwOMxGZRrYqpRxCqYTE4/DUqmKoRxc0oxVSjiaWHnz08TRo9&#43;MyvJcFW4jwmS4vKcXVo5/wCAOG/tnD57jM3x&#43;dUcLktDBZXjMz4coUnQyGMsL&#43;/oKnUp4bE4V1Kzq0Y0YyP6c/gBra&#43;MP2X/AITap8PPE2i3N5f/AAZ8K2Xh7xLqelz&#43;INIsfElj4TtdIMniPw5p2q&#43;E7&#43;8fQfEVpNaeKfCkWs&#43;FdWivdP1Pw/Ne&#43;HtSilksvoOvH/gtpunX/wAGvgXdX2n2V5c6L8OfAOpaPc3drBcT6TqMvgGDR5dQ02aaN5LC9k0jVtU0uS6tWinfTtS1CxaQ215cxSekWS&#43;IF1TUBqEmjzaJ9g0g6VJZQ3ttqg1POoJryahFPcXVo1gQmlT6RLbTLcA3GoWl7CRZ217ff1rhsTy4LJsLQwuIqYephXUniOXAf7DL2FFU6eKxMq1HHYyFalSoxoujhqlOliHiJOhhYVJ16/8AmtxC6f8ArDnUqNKtGjUznMY0oTrRrTo0VisVUputNQw9Oc4q1KpVpUKbqzlCXsoU/dpcx8TfBreOvCV1o0M97DfWt9pOv6VHaa2fDiX&#43;q&#43;HdRttYsNJv9bXQvE82i6dq1xZpp1z4j0vQb3xX4P8AtKeMvh/daD8QvD3hTxJo3V2WoW&#43;qsLzSdV0zUNKhm1rTLw2TpfN/bWkaodIvbVdQtr1ra1m0TUdO1nSNa02S1muotViNtNNp9xpl3a3WpWHc6Jvv9Pv9O1G70LytcfW9ettJs9BEPjTPhq98Nw6d4nn1HRdQ1FrS1Emi6vb3mhX2ha99v8J&#43;HtPm1qbwuus&#43;HtZ9Obp4zDYTB4lUVHL8Zi8zwVeqp3w&#43;JrYJUaypulRrVlWxUMPRwdGUZUaMYYjE0sVP6ria06fhqhRpVatelh6ca2KlS&#43;tVaUY061dUlGFGVaonF1lQirJTbkqS5Y3UY05VbbRvDS6dp/g2UQ63D4as/C13Dp/iTU7nxbrMCaLepP4T17Vr/wASXer69qWqw6x4b/tHT/FGt3l5rF3r&#43;jTasdTuNXtJ7pOhhjeJCrzy3BMs8gkmEKuqSzSSxwAW8MCeVbRuttAWRpmhija5muLgy3EtOKbVW1a&#43;gmsrCPRI9O0ubT9Rj1K6l1S61We51hNYsrzSH0iGysbCwtLfQp9N1K317UrrVbjUtVtbzSNEi0exvfEGjWE6ixFR13io4qTnW56tLGRxVOVec4rFKrKlWqUpYylWpOjio1W8VhcTTr4WuqVeOIpLd1KlZ&#43;0q16lWSqYmWtStyOdapD2s505VJQnXl7ClGdeSdSThJxcITlARlV1ZHVXRlKsrAMrKwwyspyCpBIIIIIODxX5tft/3MbXvwstAf3sFr4xuXHpHdS&#43;GYojj3azm/L2r9F9N1K31W3kurWO/ijiv9V01l1LStU0a4Nxo2qXmkXckdpq9nY3c1hNd2M02larFC&#43;l67pb2et6Jeajouo6fqFz8gftI/AzV/jonhvxB4B8RaDqF14eu/EPh/UI73UI/sbtDrr2OoWsF9pdtdQRX/hjVrHUtJ1WwuIhdxSWU9rcyHVbKa3ufa4drYbKOJaWMx&#43;HqYVUcPi6WNxrw6dSjLC0sRChgcRCF8dOq6mLxksNQhh60KdSOKjJ0atWEa/x/H2Ax&#43;Z8H5ph8uw9TGVZywLVKjFznOMcZRxMvZJLlnN08PKUaaftKsYS9nGbi0oPhbb&#43;DNJ039nvxhZeL/h3pTaB4AvtL8bzah4mstM129tNY0z&#43;09M0drdW8nUBoHii&#43;1aZIdZnt20Nr/WW0opLq&#43;qRXP0le/G/4NWcZS6&#43;KXgQFGyVtvFGj3sgwTwYrK6nkDAZBXZkHBx2r8x1/Yq&#43;LC2dlPea18PtMv7vSm1aXQ9Q8RXyarYw28do2pR3JttEutMl/sia&#43;trXUruw1K90yG4mi8q&#43;mgnt5puX1L9kj442Uck9l4c07xBbxSXEMk&#43;heItEuQstrNJbXMQhur2yunlguYpbeaGO3eWKaOSKRFdHC/UYnAcMZtmDpV&#43;L8NUxlKm6vsPrGFp4mGGq4mvKjOSrVJSdJTlVw9CpyKnKNJUqa/duK&#43;KyzjPjHh/CywWF4IlVg6ao1aEpYrFKMsNgsvhXUcNg4xqYf93VwOMxFNNSjPG069SS&#43;txlP9YPDnxu&#43;Evi3UBonhrx74f1TV5y0dvp6XTW1xdMqnKWUd7Hbm&#43;dUBfZaee5VWcLsVmEmlX91rg8IXXilbTwv4i066vY9T8J6Z4qvdRgTxmNBuEfTodY0u&#43;0Oz8VaCvh6&#43;1nxBpWjeKfC0d7qenz&#43;HfGtz4a8J694bW1sPyP8F/s2/G/VPEulQxeENc8MfZ9UtpJNf1VF0u30j7JdqW1GKWaWOa5a1aPz7YWCXEtwVje2Do6yV&#43;1YMvmurJGIBHEY5BKxleUtMJkeEwqkccaLbtFKtxK0zSzI8MAgR7j5LijKcLlGIy2OS508QsXUksRH2TxqVKKjVqRq18vqYdYX6zh6VehQr16qwilUlRxGGxssRh6D&#43;84T4t4h4nweLq5llEMjqYSeGp4WvGljaNLE4Wu6ix9GjRxGIhUnKrQnKlVq&#43;0qwvWpT5JUaWJw9fPu4daeVzYahpdtCX0Uxx3ej3d7KkcGqPN4iR5odc09JH1TRSmn6LIsES6Bqivq99F4ktHGiJYi1LTZdSutHTULKTVbGy0/Ur/S4rq3k1Ky03VrjUrXS9QurAS/aYLLUrnRtYt9Pupkjt7240nUobeWSSxuhFhXr614c8Na9Pp66p8QPENrb&#43;K9d0TRr278N6LqWt3Et1qOr6N4Ps7&#43;Cw0PQ7CxsftWn&#43;EdG1XVYTPBptvp174q1jWNWbVNbv&#43;qycEZOCQSM8EjIBI6ZAJwe2T6mvExPLKjj8JgcTSr16deWEWKw2KhCeDq1qmFq1sVy4vAY2q6lLLsR9cy7A47B0aVWpUwkaqoYadVH1lSNT93NTo&#43;zVScJJRi5VIUqSS5YRnSqUuaUqM1Wq0pKqo1oRi6zqVKWNcSaRpd7care6kLKW8j0HR5Bf61cRacJLjVbuy0GG10y6vBpVnqesavrLaZHdWdpBqfiC5OlaXcT3/8AZukW1o68M/8AaelNY2Wk3csc00Gr3N5fvaanpGhXtjezrcaVBDpeoNqU1/r2laNZTabdXehWb2IvdWGp3F5odro2p8pBrmsaX4Z8LS3tv4jvry71XS9G1rU9R8O2EupaNAbqWC41HxbpOg6nY2u6V7aLQtS8SeDLfUvDFhq&#43;rQeOItJt/hpZ6neaX1J0nw/f6xYeKDpmjXviDR9P17w7pniI2VlcaxpelazqOjXHifQrDV/Le9stP1XVvCfh&#43;bXtMt7iK2vtR8NaNJqEEtzo1k1thhcVh8VUwtLFYrBV5V8LWzSFOMcPiqlbAyWKhlLpYalm3taFTB42GXutmc518LNRWIwuCnGrTw9POUJxlKFXk9pTko1cLVp1IV6DUp8sqqbajJSi1TVrqthaykknHk5DQPH2i61B4G13RJvFPifwr8X7ODxB4N8R2nhy4m8P6Pp914PsfEejWerG00q01zwtpviPRrLVNc07WfG1kunR&#43;IJJfCWoeItK17X/AIf&#43;ENV9HrsfBllYGw17TrSytoLq4gvJ42jhiRGkv5J57pzGqhRLPqM5vLmYKZLi5neaZjL8zcxttf8Ap4/JP/ia76uIwlWtUp4TCYjBwoublDEY3&#43;0Ksvb4jEV6TeIjhMFF&#43;yw9SjhXKGGowqzw88RChhYVlhaHVKjWdDDYmtOjzYiklyUowp0qMsPCnh5UoyjTo&#43;2leCqTrTpRq1ZVHUquU5yk&#43;N/4QzwzJNqtxeaPp&#43;oy63rOieItUF/ZWk9ve694YvbK98L65PYCBNPfX/DjaT4fh0nxC1odfig8MeFln1O4k8O6RLaXI77VJfEl3ph0i9ttEsdD0&#43;&#43;GvXCaRJput6pqt/qdu2kaTJbeIpNetL3wvaaMl54hTWPCdppGoweL/DLeG/EWo3ml&#43;K9N0uvpllfWN7JbWYuodEhvtfnu11y8v9b1PVL/AF27s/EMOpaHrN34i1O40/w/pl5qGu6HH4Z1HTbZLONLGy8NJoPhbw7pVjrhpmr6jeajqyXNrop0NdUGmeGtU0TWr/XbvUXsrOVfEC&#43;JbBPDtjp/hO60jXrHVdFjt49d8QQXJtIDd3ml6veDQYJjWo0qNTDynOtTw8cNhadTGVccp0KjeB&#43;ryo4ivWhHHV6tBYfCVJqrmFGXta2Fqt5hhqiwvFKvhpyq4XD1q1LC0cdja&#43;GpYiEctqYl/WqFPEYyngfbSt9YxE8L9Zlh51YYiXs/3&#43;Kwk6dWtc8QaDpvifRdS8P6ul0&#43;narayWlw2n6lqeianb78NFe6TrmiXmn63oWsWE6xXuka7omo6frWi6lb2uqaRf2Wo2ltdRWNVuruxsLi8srE6lNbCOZrJJXhnntUmja&#43;Fnst7kz6glkLiTTbJ1hh1C/S2sZ77TobiTULbnvBHi2HxdpEssv9n2viPQr6Xw3440HTrrV7uHwx4z063tZdZ0SO48QeHvCWuX2mFbu11bwtr&#43;o&#43;FtBj8Z&#43;DNV8OeONGsP8AhHfEuj3Nxj/E3x/ffDvwrrHiCz8D&#43;LvHWo2ywQaB4c8G6RqGuahr2qXcdwYbW4Gl2WoT6DYWj2zzavreoWbWFpYvALBtW1u6ttBm8/i3MHwvl&#43;Pp5zicZlMcHDMXKvHL8bmtPLcRDLq&#43;LqY2eGwVDFU3GdDAQ&#43;rzmo0c0xCy7LcLUxGMx&#43;XYbEOEFiYynQkozrU1CNaKgqiV5KGlWOsqU6kpKnUi1CTqOcEvaHBfGv42eDf2Zfh5o93qaalr155MPh7wf4cuvEV1qXiPX5dL09VNzqmv&#43;IrzVtfvrWzijtB4i8Wak2u6l9sv7ObUG1DVNVgW6/Gr4v8A7YHxo&#43;Lc2vadL4ku/CfgfV7uc23gvw48FjDBpEtjcaW2jarr9paWWveI7S9sbmdtbtNUuzouqX08lxHolhaw6dYafmfErQP2mfjT4213xj4v&#43;GXxQ1bXBcR6bNY2Xw/8XjT/AAvapBFqWn&#43;GdO0/&#43;zrhtIsbOx1O3vreznke9u11H&#43;2tRuL/AFDVrrUr36t/ZG/YnvtXvrf4kfHDw7d6bo2m3bHw58OvEFhNZ32u31nMyHVfF&#43;k3sUdxa&#43;HrW4jYWOgXsMc3iWaP7VqcK&#43;FlhtvFf&#43;W/HXiH9ID6SviTPhLgCnxpwbwRisS40li6WMyGmsJg6lelmXEnFmd4bC0cfVjiniOetkU8wx2EhXp4DCYTB4vN08TivpqVGhl8PrFeSniPdmndOSnK04eyvrzPSSq7te&#43;nGLKnwM&#43;Fn7RfxFsfDXiL4i/tI/Er4Z&#43;HvH9vr1j8ObO9&#43;Ini9vFvjLXrfw9ea3o02k6RfavaWc&#43;kvpthrXi37CNSTxHr/hXwnrV/pOm2nh6ceNNN8c&#43;Otl&#43;1l8BvEd5p3iH4r/GPUvCzXcUXh/x5ZeNfHMfhzXYbxLyaxge5/tie30rxCbewvWv/AA1dXcl9aPZ3NxaSalozWGsX/wC9F010lrcvYw29xerbzNZ291cyWdrPdLGxt4bm8htb6W1t5ZQiTXMVjeSQRs0qWtwyiF8XxZ4T8OeOfDmr&#43;EvFukWmu&#43;HddtGstU0u9VzDcQl0ljdJInjuLW7tbiOG8sL&#43;zmgvtOvoLa/sLm2vLaCeP&#43;leIfoj5ZieAsPknDnHnGmX8cYClLEx4ux3Eme1qOdZg8J7OeEzTK44&#43;rhcDk9fFQhOjHLqUsdlkPeVbMZPEU8Z5dLNJ/WqqqUoSp2pzjTjh5QjTpTcopRryTp1qylTqynGMouEJUlUpQU6dSp&#43;RPwK/wCCg/jfTPEdno/xxurTxL4S1O7lS68W2Wh2mn&#43;I/DT3KWcVpcvYeHrey0zV/D1g8FxLf2Vvov8AwkezULm&#43;s7/Uzp9l4dvf1w&#43;DOveEvFvgzSvEXhiTQtG0vxdpeu6rZan4UOnXWm6d4j8RXmoXfiDWrCa90mxjl1KfxBea3d38&#43;v6BpmsXGr3d7/wl2hadrE2r6XD&#43;Fnx4&#43;D/w9&#43;AXjGTw14l&#43;G3xYvtJvvtF14T8V2vxg8Jw6X4n0uGRFeaFG&#43;BE32HVrHzoItc0OWea40q4mgkjnvtJvtI1fU&#43;x/Zq/al&#43;H/AMEtbudIsPDnxH03wZ4nl/4m8HiP4k6J4s0DRtWMKRWfiePRdG&#43;EXh/V4JQYbbT9dutHvri5m0ItcnQPE2p6L4f01PxTwX&#43;kZxf4WcYVPDfxx45wmY4DB4&#43;vgMXiM6hxZV4hyTNp/V44GrmeY5nw3CjmuTQXtvY4zFY&#43;MKWDzetmcMxxuXU8LQXoYrDUJ0JYnD4duyVV&#43;y5&#43;aVOnGo5woww1X2kasuZOPsqbrqpSpqjyT5uf9y/Denv4At9D0LSb6TxLYXmv6rN4n1zxJqtt/wAJBY6PNp1x/wAI/cR3WlaXqR8aaloMlj4e8IQy&#43;I9TttbvfCUMuseI/FniLxJYzJ4mztdn8AaD4k1aJfF&#43;oWXizxV4c0Szi0m58RXo8Nrp&#43;k&#43;Jbqy03U/DGg61NN4YHiCy1zxumhazq/hzT11jWB4h8DaP44Op21t8O7Sy4bw3rZ8fab4K16&#43;8ImHTdX0v/hPPD2s2&#43;taTqSaA8kkKeH7a9ubS5tb238QeIPCevGS6HhhPEXhlYE8Z&#43;GNQ8S3mkSaNeeNOpgvtZXVvEEeo6Ytvodha6Zc6JqFm/wDaEmqLLBePqqTW8LjUoNTsrmBYf7Ki0ie0exl0u/sPEGr6hquqaB4S/wBJ3meHWX1ZYN4Ojk2ZZdi1/aGWYyFDBulXnj8VVx9aWErUMPHK/bYbB43DYvA4inDGc9HG4T6tD6vm9bkrYrGY6tUr4qFL2lPFV5Y6GK544&#43;thpS&#43;o4mGFliatOeFzSpia1SMHHB4uNHBUPrtKhUhXlVwk07Wmj3V3quoa5Ja2Ooy6HpsVnqd5Yw6TbatdXx0mx/s6W4hju49R8R3mo6VpC6cdQmsrq&#43;t9NXSdNttW1LVZ9Xh0bV7jUtR8WWc39geX4f1&#43;20i0/sbxA&#43;s6j9nm8LeGteb/AISzTn0jTV8J6/8Aa9bufs3h&#43;K819Lnwt/wjXio6vDJ4mk0LRNHUbWW8tvs8clqqSSwpdw3tkt/aXmnPIqajYzWxmtyTd2LXEME3mlLa6aC4uLbULWKfTrvmNHeDU9e8YNN4Z1/Srvy9O0e68QalZ6Jpv9p2Nm&#43;srYaRoOsaLeHXdR0zTYbqbxXa3l00ltplz49n0&#43;y1O38S2Xi3wz4TKdb2UcXQpZVTi5OccPVlVoYWhKtU9ljauNhSw0uZOrXdXCYmpWo4nF4ivicXjJYBwoxzGp5NKnVvjtE6VHB0cRhJzxV5V8dXxtenXwlZVlVrww9Ch7GrTlhoVI0o1adOnFUqE6MemjvLh9UvLBtKv4bS2sNNvIdbkk0s6XqFxfXGqw3WlWcUWpS60l/o0en2l3qUl/pFjpctvrulLpGpardw63a6Nyaar401HU5NPstH0/RJ9A8T27ayutpfXukeLvAF/bapHa6l4N8U2L2lvpXiS0k&#43;y6hqejazoupXlvqfh/VfB0umW&#43;g&#43;MPBnxbk1rF73xF4W068v9EufDur6npun60PD/jG20HWb/wAKa5IkGr2Wma9B4V13UvDt/qXhTVRbwXL&#43;G/FWo6fLe6Z52j&#43;J71Ps2sy6ekavYa7ptpq2mSyTWV5Gzxme2urG6hkjkeG4tL/Tr&#43;C21DTNSsbmOay1LStStbTUtLv4Lmw1C1tr22ngj1qYnFR&#43;tUKeFwWBxlTL/ZUJ4h0M1p4bFujPDYmp7HDZjXwuLnQqezqVq&#43;FxtXCTqYnnyrFYflw2IpaxSUoVJRU6cJx5qalUiptNS5arUIuMKkYyUfZ1o1HapzRjGMefM/4Ry2GsS&#43;Irye&#43;1jU7W6vZ9B85dLtZfDum6ho2j6bqnhfSLnTbLSbq98P6xfaLD4kvrDxTfa4ZvE0sF6byKz0HwpZeHdjT7ue9gkmudMvtJkS&#43;1O0W11CTTZJ5YLDUruxtdTjbStQ1O1FjrVrbw6zpkctzHqUWm39pFrOn6Tq6X2lWXOaxonhNbvWvENxp3k68NM8LT67q3hqLUrfxpqWheBtb1nxR4T0a8ufCgj8Wa/oVjrF74nfT/AAkWv9M1ga74q0Q6RqNp4k13TtR3dSs9Qun0yTT9Xm0s2Opw3l5AtpZXlrrWn/Z7m1utI1BbmI3cELpdDULK70m9029tdZ0/S5rqXUdFXVvD&#43;s6NYeo6uKw1d1qdSnClJLDYWhRWMyzDOjiqVKeFc/a4yriLZfiJ4urvgsHXrLA1a&#43;PQ6mKjOnGjJqpiqCp/uYuKnQwU3OOGlCLrQgoYiosVVqc2Hg5VqVSpCviKlSul55qlt461DR/Hv/CU&#43;E/BHiO30&#43;4XxJ8MdD0dP&#43;Ek1GfVPCt/Pq3hCHWdO8ZXHgvw5eeKLfXfDvhfxvourR&#43;KPCGn6P4g1weFBqOmj4e2vxZ8cc18SP2h/BPwe&#43;H3hzxv8RlvdOv/ABJbWDad4O0mC4ufEmoXs8FpPqcOmab4jtvCWopZaLFdLcajeeJdO8LXNlE9pZarpul&#43;IdRstAm7j4ofEvwx8J/CGp&#43;L/Fmr6Ro9lbhLPSzrF1qUEGqa/dpP/Z2kBdG0bxDrTC4ki826m0jQtdvbDS4dS1d9LmtNMuTX4MfFG&#43;k&#43;L/ja/wDGfjf9ob4V6hqeoxvHAtvo3xxh0bQNNtZgbDw7o1jJ8IZZ7HTbcXVxJaxILp7iZb/UdYv7nWdQuL3UP5m&#43;kp9IpeG&#43;UUsr4Up5HPjnMlWhgcrzHNsBlOXZDg51MNlaz7H5VnmaYXG4uVWrl9SOV1cMlh8zk8Xmub47F5fhMDCp2YXDzrRgq86zwtKacYU6XtFKrX9lCT/c0ZTTahRVWTmqdGEJSlCLdSpHsPih&#43;3L8d/iFc6lbaNr/APwrjwzd7YbbRfBu201SG3t9Ul1CynuPGLx/8JN/a3k/ZLDU7rRL3w/pepW9oUGh2kF7f29z7d8B/gr&#43;1x8YNLj8UeI/jt8WPhr4O1HSbfUvDWr6h4x8V63qniT7XcOkEln4dj8Y6Td2OktaQSXy6tqtxZfbre60e50Oz1jTtRl1Gxt/sjfsc&#43;GfFd9b/FLxn4j8PfEDwPpt2yeGtH0bSfGlnoviXWrCZkurnWx468I&#43;ELjVPD2j3CLCLLTLLUtI13V47vTdWv1tdE1jQdX/AFitbXX7XX9Rll1GLU/DmpxC7gguxb22oeGtQtrfS7FdK0pbHS4U1bw/qyQ32tTz61fNrei6215BBeazoes6Zpngr8A8CvA/xA8UJrxO8c&#43;N&#43;Lcyy3MI83D3D2X8Y42lSzjB1JVZRzDEYvh7Hxo5bkDnXqVspy7IMRgJYio5Y6VXDYDko5p3YjEUqXPh8JGhTlTg5ylUgldxs3Thzx5ZVuW8n7VrmUXThz1pU4P8Rf2gfDn7WX7Pl9Zy698afibr/hLWbu7tdC8YaN8QfHK2Ms0M101tpet2txqgfQvENzpkCaoNMM9/Yzwtdx6PrOsnSdWey848PfHjwP4qutPsv2oPgd8NP2g9NgSysF8YeJfCHhyX4q6Tp0C6VYoI/Fc9h53iWGx06zv7n7FrE9prGuaverNqfjKGCJVH74eIfC/g/wAY6DrHw48Q&#43;H4NT8NXeiWNrf6NcaXeW2itplxLcw6fDpuoQwW1lFf6ZPpP2m3TRr5NY8NTQ6PqijTJLnRbqb&#43;dz9rP4TwfsxfEmPwrPceJvEHhvxDph8ReENYsfBvizW5v7Ke&#43;urKXR9cvPD3h670geIdHnttl6tpKiXlhc6VrP2LS/wC1RpVj8Z47eGPin4DZrS8QfDDijiXNOCMXWw&#43;HzDJszzDE8UwyHG1JKMMFmmX5usZhs7yPFVnKGX5hisHPE4OvP6pi5UsRLCYzG&#43;rwzi83xGLpU8pjmNDO1SlKnLIpYyGNcFBTquhVwMaWK5YR1m4xhGUEpuMVeMfEPh3&#43;1tbfs0/tAf8ABQ6LS/GV9qujfEH4b&#43;Lbr4Y&#43;ItUkvYdW13xxpTWtp8JdY1MamyX91rk2heLtS1LXLyWGyvNRv4J7ttO0tZjZ2PO/sx6B/bP/AATO/aUubrRLPXrbSPiR8QNTsS/hO61268P39t8EdHNxrZ1SP4X/ABNh0ZBE9mttqD3nwsGnSW9zNN8QYVuYV03wv4v&#43;H/BvxP0oSR2Pi7TvFenQOujay3wz&#43;I4jkjDPL/ZOreV4TeWbS5pXdo5FSW50q5le8s0ljlv7DUfDvhb&#43;0F8ffgl4W8RfDfw3p&#43;j3ngrXdam1nXvBHxC&#43;Efgv4haK/iD7BFotzftp3jvwprclletp1rHpt3FA8EU0EYiuoJGQFfc8PPGSpxrBYniPL8blmIweF4lpYjK8NgakKOExfE9eti6&#43;Ky/D4mph4VcsniptxoqrKrhFGNOanOFCtW/0e4Cy3Dcd8FKvkeW1&#43;H&#43;OsNmHh1PinB8TyzDAPMqHAmBo5XgcXg8zqYGvXxkMdgqFSXtJ06lbDYqpVw&#43;NkozoYrF/1IftJftbat&#43;xt&#43;xD8DfiZ4d0DQfFHiPW9I&#43;EXgvSdG8Q3N7BYSDUPAEusX946adNBezfZbHQpkURzRRpNcQvK7DbFLc&#43;DP8AwUMPidfgHYfF74NeN/BA/aDsPBKeBvil4Y0vUdd&#43;Ct34n8aadLFp3g7WfFGp2&#43;lTeG/Gl74o0nxFpWn&#43;FLJvGOdGi8O6/d67Ada1PTPDf8q3xz/aE/aM/aQuPD8nxe8Q654jsfCVo1h4U8P2XhrTvDPhbw1aPHBA8WjeGfDGj6RolpI9va2ttJdiya9ltrW1tpLl4LaCOP8AaTw/ps3/AAr3/glVLc&#43;EL3S7/S/iV&#43;zPC/iC&#43;8LRiTUtOl8T&#43;Jpo/s3im0&#43;E&#43;oSWlil3qy2Y0HXPjl4dv5byyudQg&#43;EV9ps&#43;keNtR/prIfE/NM5znN6mVurQyTLsoyLD4TB5lRoQnKqs3y3C4zFRhSqvlxGKp1a1BU3Xxap4WUqsYRrQjUoflfF30feHOE&#43;E&#43;HsPxLh8FmHF3EPEfF&#43;JzDN8kxmYOGEoyyDOc0yzCUqlWNCFfD5fUweHqzq18vw0K2KqSoyUqc4e0/otEbiaSUzysjxQxrbEQ&#43;TE8bzs88bLCtwZbgSxxzCWeSFUtoDBDA7XL3GbLrCfbbeysLWbWGGrto&#43;tzabd6OyeFX/sGfX4rrxBDd6pZ3scNxGdIsobTS7TVdYNx4k0S&#43;k0uPQH1HWtOsR6rpc2qXmhw6lYS61p1hpuq6ho8d5bvqljpes3Gq2ekaleaeshu7aw1W70LXLXTbyeFLe&#43;uNG1WC1kll068WHRUqGUuGZAwLqrBGZcjcFcq4ViMgMUcKcEqwGD/R9SnPAUqzWFxNepGlWxUMLKpJ4iu8TCeLpRoTxuIo04qt7aMsFGriKOCp05UIRlSwcYqP8AA6m/aRlKFGUeSVOUakKkY8ssPOjTqR&#43;r1KMo1aM3TxEZyVWNWdNqvSrRqTT567tda1NL21a/l8NR22v6HdaVqegXWn6lqOq6Lps2havqVhq9p4h8MXen6TFr9zBrfhLVbXT11PUE8L3A1rQfE/h3xPfWsnhq/JZ3L6rZ6gurahDaWun6nZz6FHHpR0rUbm/udJntdWvJptMl1tNQ0WLTryz0yPT9YsNKltte1ZtY0zVruHQrrRc2LxVoch8MJLdXGnzeMrd5vDlrrWm6poV7fzR6Wdbk0p7HWrKwvLDxFHo8d5qcnhjUoLPxFHYaTr10&#43;liHw/rb6fzfinxr4j0K11WbTPhp4r1&#43;bTtettNs47e68PrF4j0pdF0rX9T1vQ2sdW1a9t18u61jwpoVn4r07wt/aXj7RBYa1d&#43;F/Aurab8RperE4n&#43;z6FSpjZYLL8PhW416uYRwmGhR&#43;u1sNlFSpiK&#43;P5XGnRr1ITq1atRUMnUcZmblgKGGxmKo88sThowliZV8LRw8adP2leriKVPC04TjCKrVK2IqexpRkqka060pwp04y9qpU6UIuHdwC&#43;js7Vbl7S7v1jtEvZoIptOs5pv3S31za2sk2qTWsZ/fT2llLd3bLiK1mv2y94PPdKn8GeDdB1XXdc8V6baL8N/D9zp3jzxF4g8brqEPhDRtM0u18ZyWXjvxTqsmmvd2/hPw5qNrqll4n8exDxHF4a1GXxLq2otP4o1zU9WuP4i0OLwhe&#43;Pfhto&#43;n&#43;P38aaO3jPw23ge40Z7P4oX7eDIrzwxdx&#43;Mo5F8MGHxNoGhaHouh&#43;M/EGsQaAbIeH7M6wtodMibN1D4xeC7Lwxc&#43;J7dvEGrbJBZaZ4Z0/wr4hTxt4k1xtHuNbXw14b8I6np2na3qmvw2tjq0Gr2C2sY8MX/AId8XWXiybQp/BXjBdC4sZUwGVyrVM6xM44LBTlVxOW4ivgsPWweKyPD1MZmGLdGrh8Vj6OMw2W4nFQ9vWhONKip16eHThjqVXqoYSvJyr4ahmU4UcLHCyxNOnilhZLHueIVLEYjkqUMTJwyPHVIUvbxrezw1fFVkoQaXP8AiL4jfDT4SfDqD4sare614f8AC&#43;oaLp18ml6tomo6X418aaxqehaHb&#43;HIdc0jxrp&#43;nfEO5&#43;I8Wg6BaaPJZeLbnTNY0yzh1D/hO4rWPw&#43;95oP5CfF79un40/Ee&#43;vbfwtq958L/AAjc2enWsOgeG72CXWopbOdL6e&#43;k8cR6ZpviKK6vL4Mkkeiy6HYHSUh0y4srppNVvNV5H413X7SPxeuR4u8b/C/xtonhXwbpF5Y6ZpGkfD/xXo3gLwLo2hxeTrhtYrm0nt9NEL6XJJ4g1C/vXnh&#43;wR2U89rpWjabp2m&#43;h/ssfsh6t8U7i2&#43;IPxH0rWtJ&#43;E1hBY6xa2qWl/bax8SLa6tLfVLJPDscCJqEnhO50&#43;5t7288R6UslxrFrMmk&#43;DpLnVLi71Pw9/lz4weLXjT4&#43;cY4fhDwqyDjLhbgili6scNmcsDm&#43;AxmYxlg8dSxWc53xBRyzC43CZQspqZhRw&#43;V4WlQxObYGdWOJyzF5hi8Jk2B9TDYbLcqwFTMKteh9S5HNYqVVRy&#43;GHw9CjKKoc9WWFoUadCFCtKMJxo0U1WbXNOtPr/2ZfhZ&#43;018bZE8Y33xm&#43;KHg34a3evIda14ePvF9v4h8YNZWv2DUJPC1ubua21C4tV0vT/Dlx4i1iRdP05lWGyi8Q3Hh3UdBg5r43eFv2sfg7ceJNTi&#43;Lvxv8T&#43;AfDWr6ZoV743bxH498PQR6nqem2OoQiTTbzxBeC50iQajY28Hirw/qHiDwh/aV7b&#43;Fr/AF/TviBZ&#43;IfBmg/q9onhrxRoPjnwlpPhufxH4a&#43;E9no3je8u/Csx8P6lZ2etaJ4lvbHQdJt9SvYfE2rWHgnxhp3jy78SeH/DGja7oH/CFab8Kvh74Z8PWPhPwyPGPgXVPVda0h9ZEFncSafc6BdQ6np3ifw/q2kW&#43;r6f4i0bUtOuLWSydZpYRbTLcm3817lNT0u80iXWNKvNGnub/T9W0T&#43;lKn0Q&#43;G1wCuH6HiFx5U42p4bEYqlxzR4jzjDJ5ziFTl7DM&#43;G6mJxGClkqdN1I5bhcRDMqP1mNX/WOtN4hYjlxGYzo141qcKOKp&#43;0lQqZfg6&#43;V16mH5sesP7bHOFef1avTwsP7Tjh3iY1quV4uhiaeFxNTEYOlL8LPgH&#43;2d4z&#43;E2s29p4j07SvEvgrUdVnvvEsGm6NpeheJpbzV38zxD4t&#43;26Kui2fi/xvrN5HZarrviD4gR6/r/iG4sZ4G8SaLc67rOsT/s98Pvi14Y&#43;KvgzQ/Hfw/kOu6Nqd/a6dqlo9zZ2Gt&#43;G7uVoYb6x1awuJ/s8eq6LNd2dxqGn/AG9ftmjyNq3hy415LnQ7fW/yB/aU/Zs&#43;E/wh8U3&#43;o2/iz4g2XgvUtXNhaweGvA/hvx7p/gzXptNtdcbwLrmvah8WPC2rWerjR76z8QaHZ67osN7feFdQsJ4dU8Q3Flq&#43;pLxH7PHxj8G/AbxX/wAJPpvj/wCJj2V7eXNl4n8HRfC7wzd6J4q8N2mqXq6NJc3U3xmsZNN8RDSni1K0voNOu28LaxfahpMN14m0B9SHiD&#43;dfDjxj8ZfBLjXMPD/AMZs4wWb5QsfKGNzXP8Ai3Icx4iymtjI0amA4jo1M3zzB5/nvD2KwsaGIqZdjHRx8sprwnldTBYulTwWI7sZgqOPwzq4apVw8&#43;WlCM6Eacaigo&#43;7CnCtQxFGMowhyRm6FWlT9xSjaUGfvxJaTvqVpfLqd9Fa29jqFpNo0cemnTb&#43;e9n0ya21O7ll0&#43;TV0vtJjsLq10&#43;Ox1Wy02SDWtTbVdP1O6i0a50nko/AWl2t3oEGlx2Wi&#43;FvDXh7TdB0Lw1oWnJ4d/4R6HQtZ0LVdItPDGr&#43;G59GvdH8L3EOg2GleKfBMq6j4a8SaXo/hzTTZabpVlr2neKGaR4t&#43;G/xK0jwzcabrHhfxXpniizj8a&#43;F7O4eyu5tSg8G67oVy2v2Wjagovo7rwT4quvDf26d7KK&#43;8I&#43;KZNIgvhpmti1jDtA8S6rHJD4W8Vw2dx49tNOtdTv4/DVjrNn4d1jRbrxHqGgQeJNBvfEsNnYGSK1srbXvGPgrTvEHirWvhyNZ0nR77VPEcWteDvEPjH/UjDVvr2T08zwOIji8rqUcFmdCvgZQr4fFYOU51suzbCVMJKbx1D2050qOPoqpCLxGHw1OvJYunRfluvLA06WIeInhasak4QpzpypQqRxFPEYCFWEtaeIrKpicThqaqxVehiZYeeClPEU1LCeg&#43;G/EN1p/jrTtKXS9Tl0&#43;70me5vNcS3tItF06Y31rY2ml3d3calFfXupawLie/sbfR9Iv7TS7Tw7qMniTUtIl1jwra637v/Yulf8APlD&#43;Tf8AxVfJg8Q/bhq5ttYgl8PSReL1Tx34en8NLpnge68Izab4c1fRNcvNU13Vvt3iuz8Sp4su0uIvC7eH9EXwxqnh/wAX2&#43;narplp/wAJT7P/AMJlqX&#43;WNeNjsvxMalKnTlT9p7KrVq1Kdeq5TVfHY2pTpYilXxeIxFDE4T3sLOnKnhcO6VKjUwVGOHnBL1cuzDCYKFbA4zDVMPiMLXrQq4PE&#43;0rY2nV9rUjVr141eaNGliKsJwwtCm4OhSw7w9ehTxFGrKpy9p/x92v/AF8Q/wDoxa&#43;fvDv/ACc98X/&#43;yDfs4/8Aqwv2qK&#43;gbT/j7tf&#43;viH/ANGLXz94d/5Oe&#43;L/AP2Qb9nH/wBWF&#43;1RWfBn/JwPG7/syfhN/wCvb4qPMqf8i7B/9h2Yf&#43;o&#43;XHvNfjl/wUz/AOR7&#43;GX/AGKWrf8Ap4FfsbX45f8ABTP/AJHv4Zf9ilq3/p4FfzD9Nr/kwed/9j7hn/1Z0zkw/wDyNMn/AOw3Ef8AqpzM/Myv6aPgL/yQz4L/APZJ/h1/6h&#43;j1/MvX9NHwF/5IZ8F/wDsk/w6/wDUP0ev5f8A2e3/ACWXiH/2TOV/&#43;rWR7&#43;cfwqP/AF8f/pLPWKKKK/1WPnzyv4Ff8kR&#43;Dn/ZK/h7/wCojpFeqV5X8Cv&#43;SI/Bz/slfw9/9RHSK9Urjy7/AJF&#43;B/7A8L/6YgfScZf8lfxV/wBlJnn/AKtMUFFFFdh82FFFFABRRRQBxF//AMlI8Kf9iR8Qf/T98M67euIv/wDkpHhT/sSPiD/6fvhnXb1yYb&#43;Nj/8AsLh/6g4I8HJ/&#43;RhxV/2PsP8A&#43;sxw4fk//wAFP/8Amh//AHUv/wB5/X5P1&#43;sH/BT/AP5of/3Uv/3n9fk/X&#43;IX0w/&#43;UjfEX/u0f/WF4YP0jLf9yo/9xP8A07UP6aPgL/yQz4L/APZJ/h1/6h&#43;j16xXk/wF/wCSGfBf/sk/w6/9Q/R69Yr/AGi4K/5I3hL/ALJnIf8A1VYQ&#43;Zrfxav/AF8n/wClMK/K39sD/kyv9n3/AK/vhR/6qfxNX6pV&#43;Vv7YH/Jlf7Pv/X98KP/AFU/iavxr6Tv/JqOO/8AsgOJf/VtwmfY5L/ySedf9lbwd/6p&#43;PD8ka/oQ/Yd/wCTXPhh/wBzr/6sPxbX899f0IfsO/8AJrnww/7nX/1Yfi2v4O&#43;gB/yePiX/ALNnnP8A61PBh5ucf7tT/wCv8f8A03VPrCv51P23P&#43;UuP7KX/Yy/s6/&#43;rD1av6K6/nU/bc/5S4/spf8AYy/s6/8Aqw9Wr/S3xX/5EOT/APZW8Pf&#43;pMz9i&#43;jZ/wAlnxP/ANm043/9V9I/orrkfDf/ACGfiB/2N1l/6gfgmuurkfDf/IZ&#43;IH/Y3WX/AKgfgmvqs9/5GnBn/ZS4r/1j&#43;LD8ApfBiP8ArzH/ANSKB11fP3iT/k6n4Nf9m/ftMf8Aqxv2TK&#43;ga&#43;fvEn/J1Pwa/wCzfv2mP/VjfsmV&#43;ocGf8jfGf8AZKcef&#43;sPxEehkv8Avlb/ALFOf/8AqizE&#43;ga/Pf8A4KT/APJDPCn/AGVjQv8A1D/HdfoRX57/APBSf/khnhT/ALKxoX/qH&#43;O6/mL6S3/Jh/E//sma/wD6k4Y5MB/vdD/H/wC2s/Eev6EP2Hf&#43;TXPhh/3Ov/qw/Ftfz31/Qh&#43;w7/ya58MP&#43;51/9WH4tr/PX6AH/J4&#43;Jf8As2ec/wDrU8GHsZx/u1P/AK/x/wDTdU&#43;sKKKK/wBfD5w&#43;T/24v&#43;TXPif/ANyV/wCrD8JV/PfX9CH7cX/JrnxP/wC5K/8AVh&#43;Eq/nvr/IP6f8A/wAnj4a/7Nnk3/rU8Zn0eT/7tU/6/wAv/TdI/VL9kr/k1zxb/wBlO&#43;Kv/rOt3X6ieDf&#43;QRef9jV46/8AU38Q1&#43;Xf7JX/ACa54t/7Kd8Vf/Wdbuv1E8G/8gi8/wCxq8df&#43;pv4hr&#43;qPoqf7hwl/wBmzp/&#43;nuFzysXvi/8AsbYj/wBVuUHlfhj/AJKJ8Rf&#43;y/WP/rLXgSvfq8B8Mf8AJRPiL/2X6x/9Za8CV79X9o4n/koeJf8AHwd/66/gI/MPDv8A3Xiz/s4PGn/q5rH/2Q==" alt="Captcha Background"> <span class="captcha"></span> </div> <button class="reload-btn" onClick="window.location.reload();"><i class="fas fa-redo-alt"></i></button> </div> <form method="POST" action="" class="input-area"> <input type="text" placeholder="Enter captcha" name="reagate_captcha_value" maxlength="4" spellcheck="false" required autofocus> <button class="check-btn" autofocus>Check</button> <input type="hidden" name="reagate_captcha_check" value="h7xtx4rx2WxuymVEsSx6p7P7-7JXMd6FU-v4gY4mZNg6bij_27VsK_ejXhDTaccGeNKDMuSAF0U3vzW8DfvSPg=="> </form> <div class="status-text"></div> </div> </body> </html>