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/AP6o/E2vav4ag/tZfDt34i0KzsJJ9aXw75974stZxqmi2y3GkeFFtmbxHplpo134g1/WbbTNWbxckXh&#43;10fwf4T8d6/4htdNst65sTPe6depfX9q1g90JLa2mQWWpW93btE9rqNrPFPFIkVwtrf2t3bC11S1uLNbeC/TTL/WdP1PK8L2BsLLUU8rxJbJc&#43;JPFF/HZ&#43;KNZTXr23F5r&#43;oTyS6dqH9q65PF4b1Wdptc8L6Ndamz&#43;GdA1TT/AAza6V4W07SLHwhoGnLDA2r2Nw2kia5i07VYYdd8rTydNgnudHe50kTSTrqsY1qS3tbwxWdrNp839gB9TntrmDSY7rnrYbCYXCwwFGhiKtLB5hOMK&#43;MxmLxuMxMIZnCWGxFeusdnHMqcoLE0OTFVaMaMoUcRWhQpSnTmhVhiIUpypwo1JUK9SpJwhyycsPKpTh7DFRw8aVSEuaEZqFKvBunKlhvrdOMKkWtw67PZwp4c1LSNK1BdX0Ca4utb0S81&#43;zl0K213TbjxTpsNjY6/4ang1fWfDMWr6RoGtvqNzZ&#43;GtdvtN8R6joHivT9KuvC2s61cxpXiK51fUnjtdC1VNB2a7bLruoWl7oc0OueGfEd14c1TTLzw/wCIrLR9bNhqTwf2p4N8T6Ra6z4c8WaLbX&#43;tW2oWejXXg/UvGOBf&#43;LPhs2v&#43;JLjV9d0jSdf&#43;D2kDXPFF3rN3L4bm8K&#43;D/E&#43;kXV&#43;fEGpXmpNpsF38OdZg8Pamz688t74IufE3gHWrZ7w&#43;LPhrqkPh31XhsxnGrhIYGrOeAqzqYqmsI44jC&#43;2xOEy&#43;r9cqwoSxMIQxLw&#43;GoUMTJUaeMrqlSVGtjakqpSwmKrVHTo4bEVaykoTowpVZVYSWKWDUZ0Yxc6c54qcKNNShGVadWgoc0atFyvaZa6kPFs1tcaZ4ksNG8K&#43;G7XT/AA9rD&#43;KYdW8O&#43;LrbxE9ib5NX0&#43;7vpPE7eOPB114QVJNR1uyuNOfQfGFpeaP4q13Wdb8Y6J4Pj8K2/j&#43;38UfE5vFaeFW8KXvinRb74YXGhal4luNdHhk&#43;AvCOn65Y&#43;NdN1wz6RputW/jvTvFV5pkng24t9Bv/AAvqWhvfaPa&#43;KoPEWr6/1DWFhPqN1LNFdXE72ujGSG7k1GfSEGmX&#43;o32l3FlZXLvolvqsF9JNcXV7p8EeryCDRjqc0kFhoIt8nT/ABH4f8Xpe23hjxbZXF1o2p2UWtJod7pF7qek3NjqQe80DXdPvLfUJNHnvTp1/oerWV9ZWWtWcZ1KKzl0rWLSO8svIWPwn1r2UKmXUnjYunRpe3p4qtXxGXRhh8xeEpY1Ymtg6tGWGpVMbUyutRnCrXx2FnTw2ErV6GKyivZ4eFKlRisPhaEMNRjRpwoRpRU6lSFFRo&#43;ypS5bTp0VXlNKnFRUYKhSdNyCx8baJayXNv4o0aKPWrG9ks3uvEXgzW7bVvB3ieC8FndT6Te6Zd3&#43;iy61oS299DbX2o&#43;CviD4YkntXk8V&#43;AfEsi6vteEvFmla1caoLK0vh/YniTUfC&#43;pnULePT5orvT7WKae7/s&#43;/lt9Tt9OlaeFdMuLqxt31&#43;wuLHxPokWo&#43;DdZ0HxHqOVeeINB0L7Xc6z4nsLa2m8R6H4fDanfaXaWmla94jOh6R4e8MLcLHbeRf&#43;I9W1TSI9FsdWuLjVNW1zxRp2mabJN/amh6ar7a&#43;vZPFWs6bJcbtPtPD/hm&#43;tbT/hFtdtDBe6jqPiy3v7j/AITW4un8M&#43;IPtUGl6dF/wi2kWVvrvg/7GdW8R3V5p/jnwtFY&#43;jRrVKlKNTCYrEfVMtzKs&#43;WpOli4OtTp4WOLwdaVLCrC0cwnSxOT4jGVadLBT&#43;rrDwdGmsVhIQVDDvG4DG&#43;2hPnpULurSVSNOMqWYYfCVasYUVjacKdZz5YRxWKpKjGrGnUq/wBoKjQl6GbnTrH5rdjO6lmiRQQod12kySHggDjCAYAAKkqrL5&#43;3hnQj4rm8cLp0UPiq70KPwzf6xbyT202qaFbalPq&#43;m6drMNvLHa6zFoeo32r3XhuTVYLyfwy/iLxWvh&#43;XTY/FviVNVraHpKW&#43;p&#43;Itbn0hNI1bWb2O21A2WsXd/pes2mjNc2&#43;ga8LJls7K21270O4srDXbw6Rb6ux0uw8OXOreIvD/AIV8K6kd9beNbmW6DTmWaC3t3Vrm5e2WO2kuZI2is2lNpBOzXcouLmCCO5u40torqWaKys0gupmVerFxwznh8PNVMPWpQjWwinCMo&#43;1hOnJyliKTxGHpOlzyVCrTp0sVSSXs1LkoUPYSU4c1So5zhUrVpyVWMFGvTbp2pLm53NwklyRnSq1J&#43;1qxUY1ciOz1H&#43;3zfXdroN5aJb6nDpmpx289nr&#43;iWd1H4XJ0Q&#43;aNRi1e31jUtP1XVtT1O3vvDkVrHYeF9LPh7WJ7e516L/P1/bA&#43;DXxg/bN/4Kw/tJfC/wAHagPGvi21&#43;IOu6DrHjHUbOx0Oy0nwZ8F/DWl&#43;Dr3xT4va0kg0Kwm0nRPCtnZ6xeWUWg6LrXimRIdD0Tw5HrOm&#43;H7H&#43;&#43;i18K&#43;CpNd1S1vDo/iPxFHpXgW51K21u18Oar4itdH8NeLfFniP4Z32p3LacPEV3a6F4lOvz&#43;CtR127vvses6HqOsaVcf8ACUHxNrGo/m38fv8Agnl8Q/GXxY&#43;J/ij9mi0/ZC&#43;FGgfHHw34eHxf1zx/8HPEvir4k&#43;JPGcHizxV4h8T6taXPhPxF4Q0rVLHW7u58DeIbnQ/Fb&#43;IbXXvGnhu31qWHR7rT/tGuf179DHxsybwV4p40zbGVMLkme8WcBrh/Js6z3B0qmXcPZhWzDJ8disVjll0MzxmPpYeOFniMPgcM6GHzmeW4KGMqYaden9T&#43;f4syjFZhlKdaKw/1GssdjqMKlFSqUVTWFw9bAVMTGhVxVOv9ZhXp3wixKwM1jK2DhCjXp4f8J7D/AIJ8/sV6HaeONTtP2bPjR8Qfg58DtUutO&#43;Pf7Tnjr9rnwL4G8GeCYdIt7a&#43;16Gy0zwP8ONdt/Gvj3TbC7gN78M/h3L4ru9G1u90vwdq3iWPxFfQpL&#43;CFh8PF&#43;P37Q4&#43;G/wCzV4F1&#43;2sviX8RbrRPhH4G1vVk1rXdM0PVdTm/sG28SeIBDBbP/Y&#43;i7b7xJrs0cWn6fZ2moanczLY2stwP6tf2j/HH7OPg3SvAH7L3j3w38RLn/glr&#43;xQ0/hb47fEvwlYXyaf&#43;0R&#43;2XpU&#43;navbfCrXm8OSS6lraW3iDVdX8V/EK20/UtI0qX4lXkq65rGj23hrTJdR&#43;NPgn8OdT8Gaf4k/aC0bwT8OLj9qP9tnXIfBP7Ov7PHim28XarqPw0/Z/wDFlqtj8N/A1ppPh2KHT9Im8Y/DvTtMuPFOveNPGGmweF/2dvC7Xl/Hq0fxF1QWv&#43;mXhX4z8VcO5FxPxNnsuKs5zHPsDSwnA1XibiLiHG5JGri6tXFZZis&#43;yzNeIMwy7Ks6hk1HGcd8eYTLafD2A4B4OnwjkFevjM94gr4h/A4rL8Pi/q9GksNRjTrSlioYfD4aNZwpucJKlWpUoVnTlOVLCYVT&#43;sSxmLeKrNQp4WEX92/sm/syeEtI&#43;Mv7NH7M/wAM/Cd5N4d/Yn1HRfjl8VP2gLLxLpGvQ694/wDHlwbObTLDwz4Mk1K60HxH8XPEOg6STbeNr64ufCP7OnhRTdraSa1vsf6J57sDRX8Xp4atvEvivQ/D&#43;u28WleFL3Q9S1a41GLyJdf8FeGPEfiWfwlpok1LxB4fs9KLa9f&#43;E9KuNT0zTpvEb6Kti72HgX7Iv7LXhr9ln4G6b8LrK4t9W8T61NfeKfiv410q1Hh2bxt8R/EdvCviXX7KDSRYtoOl2qQ2ug&#43;DtM042x8NeFNG0HS7WQTWDXMn0RczDXzqOlabq&#43;veH73Qde0AaheWujxWsl3HaS6H4nuNNsZvFXh/UNJ1rw74k0mVvDGta34fhuntEu/EWlaH4h8P&#43;ONBmvNA/wAb/G7xL/4iH4i08TDM6OY8P5VUxOW4HNMz/tSGI4nzHG5rjc54j4nxdOWLrY3BYbiHMsTmWaxyjL4Up4LLatKjh8NhcTh8TLE/qWS5ZVwtOopUaVKlOlhasoU05fVpRf1fkr8lFqVPDUY4ClSrxnKc68sQpqSeGUeirnPFCa2mnxajoFxfG90W6XVpdEsLPRL2TxdY21tdR3nhQf27f6La2d3qsMxbQ9THiPw9DpniW20W&#43;1m&#43;vfDUGuaDrN/T5taku9cTVNP0uzsbfVIYfDdzp&#43;r3epXeraK2i6RPPqGuWVzoekw&#43;H9Uj8RT6/pcOkWF/4mtJ9F03SNffXLe&#43;1y98N&#43;H9SvxuUZ4epHWk58lKrFxlh8VTSrUoVYKSTrUXOMKiVWjUTnQqqdGvThWp1KcfXSg9KlNVabvGpTdSvR9pB6Th7bC1sPiqPPFuPtcNXoYilfnoVqVWMKka63lo93PYJdWz39tbWt5c2SzxNd29pfS3kNldT2wYzRW15Np9/FazyIsVxLY3kcTO9tMEoG0vZ9bt9RGp6vZ2OnWOqabJoIj0F9E12fUpNAvbTxBcTNp934jhvvD66fqOkaXDa6zo2mzR63r8ut6JrcsPhbU9IzdSNrF4t8LzSatJZXU2n&#43;JdNtdNm0q1msdZWcaNqNxHFrkmn/bNP12xXSI7zT9Jttbgt9Z0VPE15d&#43;HdafQbTWfCV&#43;x8PaPpmsa5run2YtNS8SnTZNekgnuY7bU7vSbRtPstTudOE39nHWv7MFppN3riWiaxqWj6R4e0jUb6703w3oFrpvLha/PVxNsRCNTB1atB06VLB4uFb6zg4f7PjaeIVWWCnTw2PWKo1aXLjI4ihgsVRdGjiE4aJVqS5qmH5IV6beGqVVKSq0bujUxFHmhCDtiKWJwya9rGEqc3GarwTp2U1K3S8t9LvbnTrbWLyHVb&#43;x0tNQSW8vNJ0q&#43;s7S41K3tpY7W6lhtRquiLqrw28ttpd9q1nZPdzi4tLi65jxjoHjLWNk3g/x/L4MuV8PeLtGMFx4Y0XxPo8mqa7psC&#43;G/Fj2l2LDVhrngjW7C1u9NtI9fj8MazoeqeKtG8ReHtS1O&#43;8K&#43;JfBV/V/F2maPqlno89prd3e3cukBk0zQ9T1Bbez1rUpNFttVJtrd2vtM0/WDp9l4nuNHTU38FWutaP4j8ZxaB4Su21&#43;Hqa6MNVdKnz0ourywxWXVq&#43;Jw9GvSq1qmF9niXSVTDLDwxNLC42jONXDp18Di5U8XhauFxNOh7DKj7bC16LqVaVWvhK2AxtKFWnRnJex&#43;r4vDf2jhJc&#43;HxNLFzprEVcJicLDA4/L8RGhXwWIwNeX1ijpkepRabp0Ws3djf6xFY2kerX2madcaRpt7qSW8a313p2k3ep63daZY3N0JZrTTrnWdXuLK3eO2m1O/kia7lbqtg2p6fdWMeoahpU1xFiDU9Klhi1DT7lGWS2vbU3Vvd2U0ttOkc32TUrK/0q9VGs9V0/UNOnubOe3cRvNBNDHcS2sksUkaXVusDT2zujKtxCt1Dc2zSwsRJGtxbzwF1UTQyx7kbFjfUNF0u5vtXu7zxBdKtnc3sek6THFFbGKxsLPUv7A0aB7rVn04z297rqaXdan4n8QmS8utO0&#43;81QrpWmpx42VKrRxscZQc8LLC16mJ5KKnTq0pqUa&#43;Gp4bDKVeU3Sc5KlSw6hKH7uk3UcaTccTPD4inWUYw9nWpVfrFR4SGFo2jiK0q1ZYipClHD4eeHpQrqpTdNPF4dqFTDwxlTCz68niB9Nf/hF7nRbbWI7vS54zr9jfX2mXVhb6pZz61pjjTtR026sLzV9Fj1DStK10NqUHhvVbyy8QXnhzxXZ6ZP4Y1eW/1e10260SzuItTkm1/U5dIsXsNE1nVbWC6h0bV9deXW77S7C8sfDWmNY6JeQRa34juNK0afWZtI8OQX8niHX9C0vUtOsLTtZs7&#43;C&#43;1C01bTdc00a7d6NaS6BDJfixvNL1BfDGtaTqM9hd6mlxqWjeLLHWrPWplh02PQTBNpur2ltPomo38/TBU6cq&#43;JxEq0sPGg4OKqU6NGhVjTxMqVd1ZUKtrzlGpiYVJJVsPhfZ0Z4WbniCKrlSpe39jP2EKqhicW2lh8LB0a9eMsTKrXp06cZRw9aFN0oyrOc&#43;epCeHoVJ0M2y0yTWF0C68d&#43;HPC8/ifw1rviDWfDd3YRT6/aaPNCuv&#43;EtM8U6Nqer6Jp9z4Y8S6/4C8RXVvq&#43;m2rTXGjQ&#43;JvFPg6w8SeL9Dt7zxDrNi8ufFOkeFobpNPsfGfiqwsdMbUrLSSvhK21&#43;5ha1HiCTw5bazqOt2&#43;l3dzbjULnwzoeveIzYS3/APZ2i654z0uymvPFNnzfh3xD8QNbv/Ev2zwjZeH9N0nx1qehabba9fXVrreoeFdNh8N2sHiFG0u113w9eJ4jkuvE3i3w9Npet3Yh8PReEvCvi2x8KeP7/wAd6R8OPT44pJc&#43;WjPjG4qCQuc4LHooODyxA4reniMTTxdfBVqFGthsBjKcMFhPbVcww0cFQdSbweHzanmmYYzE4SWLq5g606WY4fE1ueNfEKrXVDM8VNajNuvGTq4SpFOjGpCpSkksThcJi6WJoxcsRha/LSxFD2VWtSrKjXhiMFVjGvQxuGj5jrWsyeFLxta8Q&#43;JPDfhPw9ppvL/X9c8TXep3enax4C8KeCtR1LU9QutRluvCPgr4Y&#43;KLDxJqM2t6rqEsPiq31b4feD9RaS2hEgvPht199YazLreganpuvGw0/T/7Vt9d0ObT4ry112yv7RDZz212k9nfaPruj6rZ2MtlqHnajpUui3fiXSb7w/dajqeh&#43;IfC3Oahp3ilfGWn3ej&#43;OHbTNPub&#43;88W&#43;CdV0vw3f2E/h7WPDQtNETQtQ0&#43;PR/E&#43;hanp3ivwwNU03Wr&#43;88YaXfW2vfELwzqmg3Mtz4M174Vblrd2r6vqVybbW4JW0zRFe4up72TQbnTt2qT2l3pduL2fR7e8jvrnV9O1uSC1s/EEh06wOtxy6FH4RvJ8vqWFwmBwmF9lhqsaUa1eNGOX1Kn1NPGOrCWb1MZhL4rNnmH1nOf9YJYrGuUsxyigq9DNcFVa6pwdCt7ShVy6pDEKNeVPC061BYZ4jDJV6cqeLg4VsfPE&#43;0xVR4KFLDU1iHWwrvh3OdHxy&#43;sWmgXetaJr15oV34ch1DXZfs3hC98fRatbWej6mkumXng/Q0j8YeIlVp49V07SPA&#43;p6N4q1LXtL0iytLu/sbjUfD&#43;tO0GbUrx9P8S6prMs58T&#43;HPDMA8M6JdWHiXwPousW1vrus6rrnh/xVB4S0TxJqsPiCLUrbTZtZ8SXdvoV9YeGfC8ug&#43;GvC&#43;tavrq&#43;Id7StUsda0&#43;21TTpXms7tGaMy29zZ3MTxu8Nxa3tjew299p2oWVxHLaahpt/bW2oadfQXFjf21vd280KW44Uie4dWlLXMqzSCS4nmRXWCG3C28c0jx2sXlwIzW9qsMDTtNdNGbm5uJpZ&#43;sueHpSwUcJUeKhRpVsZUar03ltOs8dReApU0qMMXWq1asK&#43;Zc7xWIwk8HQWIWAwEsvx&#43;EpV2qdOE6aoRrVK8oumvaOpVp0KUpOumqk6UaWGhGjhZSWGoVauIxdOCrVq/t68cepDUruWW7sX0h7HT47Gxj0&#43;ePUrfUo59TbVbu71VtTltb2xvbWXRodP0&#43;HRrCfTJ7DU7m51PVo9WtbXReY8SS&#43;HNdlufBOraVda1dPb&#43;H9d/sz7LNZf6MviSGOz8R6Hrl7JpdhJqngfWLCz8R3k3hzWJPFng24i8N6xb21nq&#43;s&#43;Dv7Vnl0u1u/FGqXMGqeLbLUG8M6NZ3lvFcayvhcwrq2tXeh6lpcWoW1x4Yj8TafdR6zFrK6E0d/qek3ui2vxEsdY0e38BR2HW1NZTdavh5Yd&#43;weDy6pSr14wjGrUrz5sdh6mCi3KVGOEgoYfEuvBYl42ji5U7YethK5DF1Z15VMJWxGElhuSGHzDCSwlGvTxdGg6ar4N0pYiNKvl&#43;OhDmq4mh7WtWw9V1KUZ1HVX8Wv/AAUY&#43;PnxF&#43;H3/BVD9qLQPi3&#43;1/8Atsfs6&#43;FLP4f/AAS/4UfZ/sl&#43;HL&#43;/g8T/AA/t/Bo8Q6kde8PJ488EWOraF4P8V&#43;IPiHcXHiW/1PVLlfEN54uhsYLCxA0uy&#43;&#43;P2c/2Ifj/APtU/CDwl8c/gL/wXQ/a88V/DjxlDeNpOoXnhfVYNRtL3S7640vWNG1vS9U&#43;J9pqGm6xpGp2lxZXtpdQIGMa3VnJdaddWl5cfuz4wsvE3iTSfB3xZ&#43;H/AIQbTvif4YuLTTbvwx44stK07XLv4daz4u8MD42/DOW7Ml7ph1670Xwy&#43;r&#43;AdS0Txbp/gjXvid4R&#43;HuoXXxAu/hJqWvXmt/ih/wRE0Kx1D4J/wDBQL4D2Gmzz&#43;H/AIWft8fHG38G&#43;FdWm1vwA1tajS9CtvCOjXF&#43;2hTeOfhnc6D4m8LWfiTTta0LStM8d&#43;BfFNjb6vp8cWq6a&#43;ny7Vsulh44OvisXVxlGWLlleJ9jiHjsdgIYJYalTnKpVx8aWLw31GTeBqSxlP64sBi6NCUvq3PU&#43;yoYueKwNKVGeX4SpSlg6HuPBV06Xu4arVxNLGZfg6WDqTruFanOONxGXypVlOtjqFT6xRwfkX7Q/7O3xd/Y/i066&#43;PP/BxT8V/hNfa&#43;st34W0jxt4APiLXtU0&#43;2WOC6vLTwVZ/F&#43;/8Qa5YQX6Sxz6rZ6THp1u00GnzMLkeZc/WP/BB/wDaZ&#43;J/xg/Yw8X6h8e/imvxEtfhz&#43;0v4j&#43;B/wALviprWnyeHrTxb4KTRPhzH4Htbe71TS9DvLwal4q8UXmh&#43;FxrltBrjy6poPgpoV1S1sdMr59/4J4fC74Vft4ft7f8FMf2ov2k/hBp3j/XPh98XPCPwP8AhV4D&#43;OfhXQfEr/CPw/4TsfEWmapo1x4M1OTxF4X0nxbB/YWh22pTWRvm0rWo/Esmm6nNJruq3l7/AEY6Fp3g7wbbaN4G8M2PhrwraW&#43;mX9z4e8H6Fa6XodtDo2l3VhDqc&#43;jeH9PS1ij0zTrzW9Liv5bG0W1s7rV7BLho5b&#43;3EuChWhVlTcoezp4ulGvGlXliI1qGEryp4mNKrRrzwbqVsOq8cNjowxVOlUnDFcuKpe1oV/Ozb2S5cPVwtDE5vRo0749YHAQng6FeGHxmOwuEq4WhDEOjWjRw/wBZlKv7CpPCUa8qUlRgdLWde6Xbahc6Pdzy6jHLoeoy6pZJZaxq2mW09zNpOqaK8WsWWnXtpZ&#43;IdOFnrF3NFo&#43;vwanpMGrQ6Xr8NlHruh6LqWn1tUvLKeVvDKeIY9F8Q63outXmkrZ3OkHxFFZac2nafqXiHRtM1e21G2vY/D19r&#43;hi5ubvSNT0i0vtU0e31W2mj1GC2udO2W5S2t1vJYJ7tYIlup7a3ktLaa5WNRPLb2stzey20EkoZ4reS8u5IYysb3M7KZX2jOvQnGUPbUva0ayVWEnTU6VRTw1WmmpRnOFaEq1GooqVOcFVpVHq4S8JqpT9m7TiqsKrU1eK5IuNJ6vlc41nKtTi6ftI3oV4VnTfs1VGtrdrmK8eCF7uCG4toLpoozcQW129rLdW8M5XzY4LmWys5biJXCTSWts8gYwQ7J68sm1LwfrekX3jzxH4m8EeIvBnhXxZP4k8IeKtEjMNv4CTw1pw8J&#43;JbjVvF9p4h1i2l1DSdcT4g6f4t8RWK&#43;EtI0zwTq&#43;q&#43;BvFukSadpfizWPEXPfFe2u9K0iLXPEvxL8W&#43;GfBOn66ZNc1HwxpSWlx4d0y91HRdU8NeKNc1zRgNR07Tvh74z0mxfWNc1Oy1P4Tv8J9V8WaV&#43;0B4E8T&#43;DU1/wCIHh54HAYdZtRyqlUnP65KGJxNahTxWOxcMZjHVn9TWCq8uPxGIqVIQyzLYQUcF9bpvAwrYLKcHRxsuhUqdengZ4adbETx1WhhaXsMBiK1Gria9TDUcPSwssDTxdbFvlxOGniqiwtNUVU9rJ1aLWIl6h4d1y51d/EFnf6e&#43;m6l4d8RX&#43;i3USW/iH&#43;zbq0aK11jw/qek6vr3hvw1beIItR8MatolxrV14aj1vw74f8AFzeJPAkXiXWtX8IaxcL0lYp1pU8RJ4dk0zWkefRZdatNZGmyz&#43;HblbS&#43;hsdQ0x9XtjPBpmtWRvdMuotN1oaZLrljfzXXhg66nh7xcPDu1SmnfndP2UarlUpxSqKHJ7ScUqbqSnOcISjKmpOc23CSlJyTMKikpc7pqnGrzVKcY8/s1Tc5JKnKcpylCDjKneU5yUoSjOTnGVsK0vtB8Z&#43;H/tejazbaz4f16xuYbbWvDGuv5N1aXCy2k1xpHiHw/exz280beakGo6TqEN3Z3Mfm2tzBcwq6Qrq&#43;naHdeGfDGraxeXWs6zZ3VtpeoapZpC/iG&#43;0KxguNRSa/03TNP8NxeI7yy&#43;1a3HoNpHpt1qOnad4i1TQtFbRvDetvpXlXju78ReH30HwB8JI/C/w41fxd4n8Q3lv4l1vwHceIfB//AAkGqWXin4lapJJ4c0DX/Bi61qPjTW9O8Uaj4tuV8TaRrnmDXNVupbfVvEmg65P87QfH/wAY&#43;P8A4weLv2dp/iR4U&#43;Cfxp0fRfEEGg6P4Vsm&#43;Kvh9PEUvhjSvFPhDVr/AFfxL4J0K18faTJoV7qGs&#43;LPA8N98DfG3hOfw/daLFP4r0Dxf4T&#43;JEHrZNk8M4qYrEYWrB4LDUMfUr4zEueAq0MJgsZicueOxOEp0cxxU8PhMbSnVr0MFRx050VOnhK7&#43;tYfEVIqvELCxjTrxmoYim&#43;WWHqTvzSpxr1IYaNdug8TRpyp&#43;1WIq0sNUhQqYuVanSpRrfeOoWt9cNYPY6m&#43;nNaahBdXUX2S2u7bVLHy5re70y8SZVuYUkjuDd2d3p13ZXNrqtnp09y2oaUmpaJquhXxvb/F62134xat&#43;zzq/wC0Np3h/wCMun6VLfaN4a&#43;HXgL/AEW&#43;sX0mXVxf&#43;JtW8d&#43;GPGXhp/E9npwttXv/AAH4c8UWWqaJolxpmr6tJNZeLtBa2xfhB&#43;0&#43;3xI&#43;MOrfA681e3tPGPwz8Z/EWx1RrQ2w/wCFm&#43;DPBNxrng&#43;bXZbceHtROjX3h3xJc&#43;Gf&#43;Ey0ayPhfTLjWNX8M6r4f8dCzOs/CzU&#43;Ovk&#43;MwsMTjPY1qkKdHLa9Z89eEFhcdX&#43;r4XFUKONdCm6LlUhOpUwsHKtCcJQWIlTlGn0UqVStU9lP2eHpwwlbEU8RXiqdKsqcMVV9jCVOEq1SvUqUPq9KVWmqUq1ehRVdQhVdD7TsoYLFY9KsdMGn6bp1hYw2H2aKyt9MjgQT20emWFpbzCa2Gm29rb7omsrayS3urSOxmnaO7itMoeDfCA8Xt8QR4V8Njx6/htPBr&#43;NxoemDxe/hCLU5Nbj8Kt4l&#43;y/2y3huPWZpdXTQzenTE1OWS/W1F27SnRtNVhvb7UbGC11NTpN2bG9urvS77TrE3Z07R9ViXTrrUYLRNetJrPWoVGreH/7U0aDUbLWNDvNRttd0i/02DmfFN9c&#43;GYx401nx54e8JeA/CMPiPXvH0/iixsLTQ4vBNp4dur661K&#43;8UXesaRB4TuvCmqWUGtz&#43;Kr&#43;S78OReDU8RaPrXhufVLvSfG/hnkwFXGwxscswFLMacsZSrYGpPD06lGjOE8PQxWFy50abp4nH0sydTD4XBxwOFxuEliYxp42rh/ZVKkOeNGpQsqkqntVKU4e1gqdWNLF0qs4OHJSpx9h9WrRw9OSvUq4etTc5V1OtWfc1m32jaRqd1o17qWlabqF74d1KXWfD93fWNrd3WhavPpGq&#43;H5tV0a4uIpJdM1KbQdd1vRJb6yeC6k0jWdV015TZahdwzFzfSSWurroh03U9X01JrddPudSaztU1g6fDqFjp2r3tpZ6tdaQlzDeafcTTDS766t9PvYb&#43;HTrxZIIp33mm299caVdTSX6SaPfyalaLZ6rqen281xLpmpaQ0eq2lheW1prtgLTVbqWPStbh1DTIdUi03W4rNNZ0fSL&#43;xvD1eVurTrzppwxVBzw84ym26VShVoTUatOSpVeeWGxF3b2cq8eSq4ToyIVEqkoJ1ISjTu5KE1FxqqpBRVR8tOXNyyjVhGcpwpyjKpDlqU1PAg1QR6vZzXmgeLtPuvENzqnh6Mzs&#43;r6Rar4Vu9fudL1C8tdC1jXNG8NW3izTBqGs6Xr91b6ZLf2h0Dwz4xu9K8Wnwx4SrooNPsrW5vry2tooLjU5YZ9QkhXy/ttzb20VlFd3KKRHLeLZW9rZNdupuZLKysLSSV7exs4oOlsbW3UiW7CGOH7PNcK5YgQzSJ5ccaLLCXmkjLStucqkQwI5JDsHFaRYaL4cig8O6bO8Kyya5q1hpt9rF7qV4ttcasb/Ul05dVvr29g0LSb3XLax07SrJ00Pwtplxo3hzRbTStEtdI02Dlrxw050q1dRlOjWhUoSxLozjhcRUpzwNNYKcqUKtBzw9d4aKnVr4ibxNelGv7CvDDU7cFKUvZYejRjKdarGjhoVrQjKVSvVlL2tWtKTi5VG6nMm6cVKtz1lVr1cGLXvEOjatpeleK7DSW0W48N6R5/wARbHUbHRNGm8fT61YaBP4XufCOs6pc6zov/CUXesaTc/D46ZrXjhdQmj8R&#43;H/Ed94e1PTvCE3xE/Oz/gpb&#43;2Vp/wCzXpHw&#43;&#43;Enw/8AEfhTwl&#43;0N&#43;1Pr2l/DXSvHOsX&#43;maW3wd&#43;FcFzqC&#43;M/jv4jv762ktk0f4YWWr6vfeG49bvLDT4NZ1DVtetjf23h/xBpl5&#43;lBMnh2TRNM0zRPEuu2mu&#43;JdaGp6mNatNTj8Jx6naeJvFtxret3Hi3xNBrT&#43;Gn1qC38I6LovhG38Q3ehXfiHwzpum&#43;GdI8AaRqmqeF/8APg/bF&#43;EH/BTL9sr9ob4hfHT4jfsc/tSjVNe1NtO0Pw7afBD4o6hpXgbwfpbOnhnwXo8sfhfyGstI06ZJp7uGOEa1ql7qPiKeM3esXEkn9r/Q68FOEfFrxDqZpxpn/C3DPCPAmW0M1rwzjNsuhW4hzrGVcywvDVHEZTmeay9pRpY3LsVmfEGE9rDCV8vwmCy2phaOHz2jja3y/GGd4rC0KiwuF9rVzC9HkwmEq0YwSnKrjK8vYynh6XtIVsPSwtDDUKFHDThOdNTVP2dP9B7bTP2fvjr8W7vw5&#43;z7qHxS0/8A4JWfsu32ja9438G6tP8AEnxZ4Y/ac/acn1rWdc1DxRf6HJcal4l8U6beaMmiar4svPFEmiWOn&#43;D/AAbHpFvc/D65&#43;IfhnUG/WT4Y&#43;K0&#43;CvwZ&#43;KX/AAVQ/aRvrjW4NM8KX7/s3&#43;DfGWn6N8Pb3Tfhz4mvrCD/AISHT/Dug2Gp6bpPxO&#43;P149jB4S05luZdP8AA6&#43;E/D95r3hqx8S&#43;MP7J/n28N&#43;Jf&#43;Cinwx&#43;BHgP4FXv/AATG1uT4aeDby0sII/E3wS/bQ0ez8b&#43;KvFniexRNQ&#43;Iei6F8XPDPgLx74n8Z&#43;I7vR9BNrrvhS7ttYg/sLwVZaUdEttJ0KHI/a21f/gsz&#43;2tYWPh740fsxftPN4I0zxEPFmm/D7wr&#43;zV8VtC8G6f4ittEtvDEGpWlhceHtRvYktdGtvs9hpv9pHRrW4vdb1qw06LWfEfiLU9V/vbinwbxHHWeZPkGM8SeDsr8OqOZLJOIM64g8RuFc24tzPgjB4mGKz3EYDMMsc8xxfHXi1X5Z8eZ7j8flUcHlVHLcho0cyy7DzpVPi6GNjg8DicRDAZjTxtanWngpYPK6sMJHNJqklGaxP8As0MNlFKt7bCUoYfGOeJqRnXpRWIVWn&#43;5n7LH/BZH4gfG/wCAK/Fz46fD/wAOfD7RNY/aStvgBD48&#43;E&#43;r654fi&#43;GFj4p0bwFo1n8Q9Yj&#43;IGlfELwBrEnhXV/irpmoXcXxA1TQPCflWkGpLoet3mnDTn/e3w3beIHvNG1rV520q81bwnpk/iPwqIfDWmRT&#43;KHtbNda1u803TofFmpJq2ii20fw9BHY/FXxL4dTTrua2afU5dK0fWdU/ks/YP8A2efjD8KvAX7Fnwm&#43;Kngrxh8P9a8U/tveB/jTJ4D8R&#43;JF8JeKNJn0fxJJrD6l46&#43;Cus&#43;AtM8WLp&#43;qeH/2Y7a/8GeJbvxzqdneDTdcltvB3hpNEm13xj/YFpcurzW0r63Y6dp94NR1iKGDS9UudYtpNIg1e&#43;h8P30t3d6PocsOo6noMem6lrGlpZT22h6vd32iWWseIbPT4PEGp/51fTF4F8POFOMcNS8Mcuynh7C1OKuKMbzZNmODzrLcdkODx9HIcpWGoVMXmEo0sXgcvzylPF08S/q1atgcVGhhMdh41cd9rw5VxOOy1vGyw2JdGtgazryoxw&#43;OhjquH5sTCVWH1XF1XTWHoYetLlqU6HsauCdWWAzPG4THwaEdfGmWkfiZNKbWoxcxX1zoJul0i7&#43;z3UkFpqFta6gWvtMbVrJYNSm0SS51hdBuZ7jRl8ReIY7GHXdU5DUb3xBpVxcax4jXWF0nwvJ4w8RJe&#43;AbC416HxB4TtNKtnsfDXiHwMthr3jK98VmbUp59Gs/h1Y63qeu6h4DjvbfV9Ah8az/AAvv9fxFoWlSz2/inVr3xg58Kxa7qVnZeHdd8Z2kDW99oLaZqNrceEvBN3ap46lW1We80Kw1zSPFGp6br063/haOz1ePTmt&#43;msL&#43;x1Sxs9T0y8tNR03UbS3v9P1CwuIbyxv7G8hS4tLyzu7d5ILq0uoJI57e4gkeGeF0lidkZWP8iYR0FirYyjLGUGlV&#43;p42phfbUXSrzw/PhIUoYiHJCOFwebZbmWMlisZQzHGVY1cLh44KjRq/aYhTqUZYqFGVOhicTF161DBwoYehiY15YmeBwWIqKvTjGpgpuhVpezpqFGrJ06Lq4bCY&#43;PLXF3D4s8OSazoWjz3uqaZd6tdeGbHxbbeKvh1K3ifw7d6npNut3c6h4dbxPoei6pe21zYS67a&#43;HNWs9c8I6lPf6dp/ifwzrUUGrZ8fxM0AaV4yv77T/Fun6j8PdFtdc8Y&#43;El8H&#43;I9d8ZWFtd&#43;F4fFcUXh/w74S07xFefEqSW1a80TT7j4Uf8J1pmveNND8SeBvDd/rPi7w3rejWPQ6bJretaJZS6raXng3WheQNqNlY32j60qtpGsL9qgsdSmsbq3vvDviW3snW0vbjTNF8SN4b1eOe403wb4qD2mjcj8PtVvviH4RtdW8U2PgjXtEu7zw/q/gzxJ4c1Gx1/w/8QNG02x8O67ofxT07S4bjxFpPhWy1vxbb33ib4eaTp/jj4h3Nl4Qt/BPie/8WWXizU9V8L&#43;FfZy/LsNyYvH4yiqlLC1MBh8dUweIoYTE1Y1MTZKlWrYfFUMU40KWOjhMLTrOvTlXnmEYYnA4HHKPLWr0I0cRh8NgacJ1MRWxeGxFXEzlXUpU6VGFDE&#43;znChXpqjRpRrYqlllKq5xoqWIjSVDBy9C0vVNM1zTNO1rRdRsNY0bWLC01TSdW0u7t9Q0zVNM1C3ju7DUdOv7SSa1vbC9tZorm0u7aWW3ubeWOaGR43VjX17WbPw5oeteIdQh1a4sNB0nUdZvrfQdB1zxVrk9npdnNfXMOjeGPDGnax4l8R6tLDA6adoPh7SdU1zWLxodP0nTr2/uLe2lms7tZJryyluYZr6ylLzxRW01mY7O8kml0xxDcTTtcRm2Q2j6jBI1ne6hY6isKWstvc6fZfl3/wAFIf8AgphY/sO&#43;EWfwV8PU&#43;LfjuHWPD&#43;j&#43;IYLnXYdF8I/DybxTY6rq3hm28WXluLrV77xF4n0rQtY1TRfDGjWZlttFsJNc8Tar4dttT8IW/i30PD7hzNfEribJ&#43;GeE8sr5xmWa4ivTjg6ONwVCnh/qGNp4HMcJjs&#43;m62R5bjMLjJvLZPE15c2YxnhsNh8XXpyw7U4KVWcaPwOq4UuafM&#43;Wc3GleUoUHO/upy9lR5m1eFNyUF&#43;nWs&#43;IdI8PnSTrN2bGLWtasfD1jdSW129iNX1QTLpdpf38MEllpA1W8ij0fSrnVrixtNT8Raho3hqxnuNf13RdNv8AJ8LaENDn1mFLBrS1t20PR9KvZfFfibxPqXiDR9F8OaVBb654nfxFbpIviz7bPqWiahqran4r1bxDo2ieHtS17xZdXxXw/wCGvzL1T9u/4o&#43;Pf2P/AITeNfBHgbT/AIW/tK/H/wCD/ir4t6J4b8R3Vp4h0H4XfCnwlqum2XiL4337aj/Y9rrmjS6F4h8Ja74A0LUDbRanqHjTQJvFc2m&#43;BfD/AI/8U6Bwf/BGj9sP9of9q34HeMNZ&#43;PFzL8RdW8O/F3xz4XtvinaaR4Y8Nadd6dpvh/4V6tpnh&#43;20bwtoejabLLpcni/XNS1LUNbtvC&#43;oy6VfeF7Xwpp3jyS28dT&#43;APtM68IuLsh4F4o44zOWTYPKuDeJMNw5n2WVcbiMzznE5hUzHN8loZjw9h8op1MvxeGjmOCxeV0sRHF5lUxdOjmlTLsJWoYmljMGfUY1KdTEVcNTxFfBVa1bD1FFTq4Wm6VKhOph6ajUqTrRj/aCxFejNKWBxHK8PTp4TEYnEfsHBZXljrdxJaW4m0nWhfarrV7f&#43;Jdbu7yw1u1tfDWj6Np&#43;geHby1vtKstCv9KsdSvNWXTNV8P2thrdnHqEfh/XNU8YeIda0/m9c8SaCmraB4A8cQeH4v8AhZcPjfRdJ0nVJL3UNK8WHSLZr5vC0T6h4et/D2p63rXgRdc8T6j4Nu9QTWZdF8PeL7rQ9M8W&#43;GfCfi7xFofoNcdoHha80XxN471&#43;XxJrOpWXjLU9E1Gz8N3l5f3mjeGZdJ8N6Z4fu5tFTVtQ1afS5dd/s2C51XSvD0vh7wR5tpbaxY&#43;C7PxzrPxF8bfED84ovBV1Wlj5YiPsMvqww9PDTSqY7GOcaWEWIrYmljadHD4WnUVSvTpUKaxWBwLy&#43;jPBYvFwzTDzCVSM1WhiKlKpRdOpSnCbjVU6cqfs1Smqc3GUOVSTcqfLTjP2dWNVUUX7zR7Rdbj8V3&#43;s6xDFpOkXNpBpza3cad4WsopXkuNV1bUNMtZLSz1e9uIIrKIXniVtWh0G200P4bi0KbVPEk&#43;taenaWr6jcNqWp6tbaZHeWl7p1ra6nLNF9pgOoT3dxdh7NbmSHVF1vUdIuNEv7rW9HsbLTdA1Hw7F4f1W186B93YWd8bRrqBZXsLyK/spQzxzWl5CskQnt54mSaFpLea4s7lUdUu7C6vNPulmsry6t5aFpAdH1PSrCy0rw7pvhD&#43;zbuO&#43;u01I6Rf2ms2svh3S/COhaToEOiHTL6x1awbU7GW/l1/S7vRrrS/DWj6XoWvw65PceHPDwuWYivnlDE4fC4DnajSdd4h4bH4rDRo4&#43;tXwWIxDpKriMLPEzwqwuV0MXh5VqimqdStKdPLcRzTlialarFxoU8K8Op&#43;1o1FRxHt6EKcVeiqEKE&#43;ehTtKq6zrVKlNRnTxEsTKVLtriG0ur3TraxgW2F1HOru4DSmJDHNC5LFmV2jjunVN5Zo9hOFc48y8Q&#43;Hp28RWX2SO0tNJ0JVS2161uLG61vWItdk1lPFPhXWLTUfDNxJovha0ls/A&#43;vWeoeG/E9vqXiLXdKhg1e10zR9BaPxb0PhWK8sPC2nyC5PiPVJJH17VPEFhJrdxpl/e6vJc6hq9x4ft9Y1/xXqek&#43;HJp9V1B/Dfh1fEuqWnhnQTpvhzR7k6VpVgsaTmd9R860a3NvNYZnhVA8L3KSJHCyXEMrxJi2IVkYSTTurCVofL3yfS4/EYKdPEzwiwuNp4vnhh8wp4SVOg8vmoQoVMDRlFUozxMabrTajUlSVdOnUjXpRrRWElaV4typezbpKu4zq88pe0Vap7KtXp&#43;0VN&#43;yp81SvSg26lOTkqVaGebHSfC&#43;natd2MumeHdON/deJdZuL0umjWiSzpqHibUDFJfWVlpH9oRR6hqV/eQvb2a63e3/ibU7bUL271Q6hN/aGpy6/DY2thZNocNlqw1jU7u91Ox1e31uFvDU&#43;h2mi6NL4ffTfEGh3&#43;m6prcuteIofEtl/YOq6Vpei22l67PqusT&#43;FNILcQWjrCsVxdRxSmCOaVreCSXDNDDJPHBcPDDu2RNMltM6RgyLbyMBEbVfO01OlU5MLTwlOCUalWjXweLlRccTPFvEzo1MNjMDSWNdSbxFOpetGjiYQrZhhcdh8RGhPq9pTnXq1a31nEYiVCnSc6uIxDoezgp08K4U5p01Uor2qqezmqk4LB0669hQowmVw&#43;heJdbtPDkGpfFTT/AAn4A1l9ct9Ckt9M8bt4l8LXF3rniC30PwbDo/inXPDfgO/v9Q8S3GqaHpMWlX/hXR74eL76bw3pEev2y6RruuVrXw/4Z&#43;G&#43;nLrI8RXPhvwn4X8L3v8AwlE/iPWrO/tNYi0jRvC&#43;nW3j74kfEDxjHqfjjXPEfhXwr4MTS38Wa/43ZtQ0m&#43;1O78aP4gvrLQdR0Lb1TU/C&#43;qeGWuLzxDZweG/EsNnottruneJpNES8fxZc2/h/R4tC8UaPqVheWmq6xqWqWWm&#43;Hr3Q9TttWfWLywTRbhdTktDXuOnhHXpYXDOpjoYjFYecKsMPVo5rClGpisNLBLCKvXwftcX7SlieWnLGyU6WCp0cbRcsfhaik6dGnTxGJvHC0sRKvXqQqqg54ahHERq4apicRQrUMPz0qtHGVakKVaWGq0sPatPD/WqGJ5PGq&#43;H2h&#43;Hula34s1Txbr3h/wCI3ibw38QvFvg4&#43;KPDHh6HRvE&#43;kNoXhbxjq3hu28G6dew6Ivj/AErRvB3hzVdf0v4hePvBPhDxPql54x1nxXovi7xzJ&#43;M3/BFy1iufjN/wVx12N7gwy/8ABSH482tmEu7pLN4rjxVq95M8tgkwsrm4VVsvs13cwTXVlFJdQ2U1vDqF&#43;l1&#43;7&#43;nW09lp9jZ3Oo3mr3NpZ21tcatqKafFqGqTwQJFLqN9HpNjpelR3l7IjXN0mmaZp2npPK62djaWwjt4/wAGf&#43;CCWraZ4i8A/t1&#43;OBqFidU&#43;Jf8AwUJ/aD8V2NgLuD7deeHI7LwJPHrUFn5n2iTTDqmv3lj9tSM24uY/IMnmFVPjVpYChUwnsMPh8udeeIdWjRWEwmDqY3E4nFYmX1HAYShhcLg41FiFGWFw8KnPWhVqxmqU6dCh3U6dKOX5xRr1aGLovFZdHCudOPI54etTrUHQ9tSp4ipySy943D&#43;3gq9CSc4xpOmlDlP&#43;CUvjSfwd&#43;3L/AMFcvh9d&#43;DfGt/F4n/bu1i/bxBoWmW2u6H4Sl8TT/F/xDo9340az1GTWdD0bxPaaFcxaRrsej3uhWGom00nxJqWgXmpaPDqH9CKX0Ml/c6aqXguLSzsb6WR9Pv4rB4dQm1CCBLbVZLZNLvbyN9MuWvtPs7ye/wBMhl0&#43;51K2tLfVtKlvf5&#43;v&#43;CbMnil/&#43;Cgn/Bc66&#43;HlhoSapafGz9n&#43;30Kw8Vy3Vp4Z1TVdAX42Ratol1qnh4andaBBrsEEthF4itNM8Q3PhE6np&#43;vXngvxK&#43;mzeD9S/dixuNb06w8H&#43;ErrVr688YyaBYX&#43;qeItW8NX/iHStSt/C994TsvGZ1XxD4Y0PwH4M0zxR4hh1mVfDsJtPChvruXUvEvh74f6n4f8IeI/D9h05TCGY5ZluKo1MG54qlXl7PA1sXmClToc2OxWa&#43;2o4NweV0cHiKMKNVww1XFUsNXxmHw9WNDHRw3TxAv&#43;FCcqNKEIUcBltOrTv/tGIxc8PVr1K6U67hTprDywmFVCMeShUw061XFVXjYww&#43;xoHiOLXrHT7o6T4h0S5vYtTM&#43;la/ol7p99pd1ouoLpOqWOoTqlxpJli1AsmmXun6nf6N4q0&#43;NvEPg7U/EPhl4dZlvS2F1JrNhqaa1qcFlZ6Zq1hceHYotGbRtVutRutFuLPWr&#43;efSZvEEep6BDpV9Y6TFpmu6bo01r4k1p9d0nWr2Dw7eaByGhXmpeCfDlzZ/EPxLPrFn4K8NJqms/F/xND4P8KaZremWs&#43;vG5v/EcGj6jZadpfiPQPD2j6dq3xC1u18L&#43;CfAF9fax/a/g7SNC0xtQ8IeD9e90PW9RPiZ18YeIdAbXPDyaBpMGjR&#43;EL2HwbfWtx4lEfjnw5Jrngu&#43;muPFep2us6RJqOneL/wDhLfBdpN4V0K307w0qyeKbvxZ3xoRoYurTeMwSpNVaVDGTw&#43;KxWCxFKq8PhqkqUvqFeUK1PD4368lXw2Ex2Gp05OnRpZnQpUH5OMUaeMrKlCcsJWxOJlgZUo1qlGnhqKoTVKpjqkKEa1aPtqTtOjhMROFaKqYGHscTKPEeOo9A&#43;EfhDWfiL4Q&#43;Do8W6t4Qj8T6wfDvw58NaMvjm70nx9410zxl8Y7rwjY29tBd654i8Sahb3PxF1zwxpkg1n4peMtFsbcjUPFV/p1wPWZ7uK3lsoZEuWe/uXtIDBZXl1FHKlnd3xe9ntoJoNNtjBZTIl7qMlrZyXj2mnJO2oX9jbXGHq&#43;iaLPe6N4q1O0uZdX8HRavdadf6UdYjvxbalpj2mtaY1hoszXfiDSdSjjtb1/Cl9BrGnXevaP4Z1uLTJ/Enhrw3qGnZvhjXfCMfhf4df8ACKaxfeLPCvifS9Gs/A/inTNQ8RfEux1vRD4UuvEGi&#43;ItU&#43;IKy&#43;JWvdK1jw/pJubf4geLfEL2fibVb7SbV/EOp&#43;JPFGj2&#43;rbOtVzbLKGInQzatmdKpVr46riVLF&#43;xpY2niswlg69WljMXRpVcLLCZjmE61JzjjamLzWrOp7LLY4jGZ1q1BThhaVejLEQi61Zyk/aezqYj2VJU6LqqUsPUjTqOliJ06EliKlSnKlWVJE2l6x4jHijxTo/iPRrLTdFS90WT4f8AiC11Symh8Taff6A02raPe2M91FrFn4x8Pa5oviK9v7WLSn8Oz&#43;DdS8IajpGv6rrX/CaaN4S7GuE8ZaXq3iC1v9Hj8PeHNVsobKx1/Qp9dntpoG8a&#43;Hr6bWfDYuIb/QNdt/DV3oPimw8H&#43;KfDXjCDQ/HL2N/pepXD&#43;GrDUNI0K41ju68ydSnWdScKEcL7OrSwyoUoVvYyjQy3LZTxka2LzPH4rEVsdiquLxGLao4LL8PiZVMJl1GFDDyw2ExhXlPEV6H1atThRp0JRxE&#43;X2OIlV9rzxot1J1Oaj7OLrc8YQTrQVK8VaPz78Z/FUOh&#43;Lfg5bQASanp2u/ELx9KLuHXYfDtnoPhT4MfEfTbu&#43;8XeJdF0PxBb&#43;DdCbWvFPh&#43;zOu61Ymyae5Fnp8Wpa7LpmkX/wCHv7CsGs/G/wDaU0T9of4hyatpN94K8YfEv462/h7T47LVprzQvil4V&#43;Ntj4gbWW0a31mS&#43;0/4X6nqvhPQtA0Tw9cpqsWr&#43;NTaXy3kkE1nL9H/APBRn4/eNvgVofxE&#43;E58NapJrH7Rei6J4P0X4&#43;eL9f8AC3h7wX/wq/Q/Cei6J4h8EXOpWNpbtpnj7xB418QeM9OWztPC9hp&#43;g2nxWHj/AEq8u7PRLnw3pHkv9meKP2e/gPqHiHx/8HtTtvi9&#43;0TonxCT4Varq2leHbOL4SeLvFGneJvAvjLxTf3K6lquseF/E2qfs8&#43;H/BfxG0XwhDd6t46vVPxC8E6rJosOl&#43;PNTsv2jh3LPq/CUpRVLDYzifB/2RgMT9aweKxlTnpZjXxc6WDWJoQoYCnHHVcFmk51a1fBxwFbGc3PisFgl3OnVpxqSp1aNRVHKhSejgowT9pW9nJRrtSVXmi6kaKkqcYQVKpCrUUv7Fmo&#43;IPj5&#43;0ponxomuW0PSdVsfif8YfD99oWmW&#43;v6o8vxVsPiZpYuNP1jyNX8PaVpngyx1nTLawn8Qadf6T4g1fVbLTfM83T3HjXsv8AgnJ4L1b4hfE3xT8dPD&#43;r3Hh7WrH4QT3Vr/wlml3fi/TrrxJ&#43;0bql34u8R3moGbxFpWuarJbePPhxB4s8RxpqWgz6hNq17D4V1qz0Lxdd3ic9&#43;zZB8QP2aP2Z/G/7Svw/&#43;HGkfEbWvBeu&#43;J/A&#43;ozW1lJpt34o&#43;FthpXwduJvEh1K&#43;8RXV/qmgeBPF/hfx94dvbu71u9PgnTdZ8T&#43;MLLTfGEfg&#43;58M&#43;Nfev&#43;CQh1e7&#43;DnxE8TTaLrL6Q&#43;p&#43;DPDHh3XruwFlB43i8F&#43;DYLa61bw3fXd1LZ65pV7c36zjVrTWL7R7bXL7WPDxvdLvtA1Xw/oGnFlWnQyzjDN8C6csBg1lORYdUp1auJoLLsficTicPHLI0ZVsRSxMMZOPv0/b42lzUZYN4erHDUeKpKtUjBYim4RjVpYmlLDSnQxFD2M8Lifq2Ir4es6mMpVa2G/2rCe0eExOHqywFTCY3CVMwqVP12tbWKziaGFrl0e5vLom6vLu&#43;lEt9dz3s6rPez3EyWyTXEiWdmki2mnWiwafp8FtYW1tbRc74nbRtEin8dX9p4Utrrwr4e8TCXxV4nvbXQovDvhm4tbXWtfSfxRNp1/Jovh6&#43;vvDHh288TMzQ6elro1rrN6l5NoNjav0c0Mkslo6XdxbLbXDTTQwratHfxta3NuLS7NxbTzJbpNPFfK1jLZXRurK2R7l7J7yzu84eH9IGo6jqjWhkudVGim&#43;imubufTpbnw/cTXOk6lHo808mkW2s28ssIl1y1sYdYvYNM0G1v765tvDmgxab&#43;GKdek4LDKrRjCXs6nsMTTwdSphHSarYejWeDzCFOni4N5fX9phJOnh62Iqwp1HClCtVal7fD4mmqs8PWdP/ZqsaNGuo4hTpunUlGtJwjGl71SMnTqt1aUIezjGftqfA/C/wCLOi/E5vF9lZx2thrfgnxJe&#43;H9b0mDXNJ17yfIuruyS5i1DR557K7bTda0zxH8PvFxsJLzSfD3xe&#43;H3xS&#43;HVlrWv3HgLUNXuvXIVVpolf7jSxq/OPlLANz24zzWBogjkTUr7/hHZvDl5qGtaodQhu49FF9q0mlXB8Oaf4iup9C1DVLe6h1zQ9F0m&#43;0aS9vBrVv4dk0fT9c0/RNUsrrQ9N4z4beJvHOrac&#43;mfEnwifDXi/S77xNYXV9pAa58IeJbHQvFusaJoXijRJ/teoz6GfGnhK38LfEM&#43;D9S1DVp/CK&#43;Mn8Cp4s8Z694H8YajZenj6ODpLEYihUo4PC4fF5flkMPmGd5ZjMxxOMxGHxClUwssPQy6GZUqtfAYmrOrl2BeHwkcRg6E6k/bUK1fetWjVnUxMqWEwqxGMlCjgsFDHewoQrLFYmlSoxxmJzDFww&#43;HoYf2M6&#43;Nx1WTrSowlWlWxFOD9dgtp7KSytrCx0uPRoYLC21KGeY2EGn6VBYtHD/ZlnbWzLcTxX1taWkNgk2mpFZSXM0Ny0trDp19RcqXYoCqFmKKx3Mq5O0FsDcQMAnAyecDpXWeF/Dnw31nxTfX90lvZfEC88OaXo&#43;qXNtdRWOsaj4Yj8QeJNS8M2Wr2ZjW6vLDTtTPieXwpc6nFcWtrNqfiz/hHJbc6zr39oKLjwBeLcz6F9v1&#43;ytdZ1HQZbyw8QeH44l1PQ9buPDviO1P2ya2Cz&#43;GtasdT03XLRmF9Y6hpWo6a1q2qWzWJ&#43;dnjsLhfrSoU8bXwuEhTd6ODpyp0PZ4dU6uFw1PCubqcmJw2Lp0KMZVsXWdKpy0aMk8FhqqSpScY0rt0&#43;anWk48tq6q1I1ISftakU6Uouk/4TvTlz0YTU3LzPSfEWj&#43;IZb1vD2r6FrtlpOpavoGuXOk6za6jLpHibRrm3tr7w/ew2IuYrfUrCRrqLV7O7u7TUNKuYbe3msZGuZGtfgT9oP/gmt&#43;yt8afiHqfxv8Y/DnV9T8aaxcWsvxBh8OfFL43fD7T/ABhpltBomjtr76N8LfFEMl1498L&#43;FNEhi0P&#43;z9GkXxo9vL4c1yGC41PRfE/g/wDT7xfp&#43;l2WlRX/AIUljvbu506/lsbLV9RFnb3OqWxt1t9Ou722sb6409GeYtdXEGnapLBbRyXUFndoqpJyF3dxWUSTTJcuj3NlaAWlleX8olv7yCxgd4LGC5njto57mN729eNbPTbNZ9R1Ge10&#43;1urqH6XhXjDijhfMMVnXBPFfEvCubVKGKyyWKyPOs1yTEQwdetgsS8txv8AY2Ny6pjKLr4DBYupSxFV1HO8qMsNSrRpx5q0Mvqu&#43;OwlHF4CliKWMnh8eoOmqeHvzQeJjSoThCUFVVacJQko1JczUVCMfyh8Ef8ABI39grxH4Q0HW73wBq/iBdZ02K/tPEHgj9qP9p3UvCHijRr3dNonifQZpfjFdCPTfE&#43;iPYa7Fp0epa/a6V/aLaVaeJ/FVpZw&#43;I9U2pf&#43;CQv7BcesWGmJ8FPitPZXematf3HiKL9pr9oIaPpd1p11otvZ6LfwT/HSHxBJqevRapfX2ky6Zoeo6PDa&#43;G9aTXNW0W9n8O2evfqHPY2N1LDPc2drcTW4xbzT28M0sA&#43;02d7iGSRGeIfbNPsLvCFR9psbOf8A1ttC6Wq/SX4/&#43;N7x2NrLxW8SoYWo6iwsJ&#43;I3F9WrGnVjWUFW9jj8EozwM6qnh3Cc6NapDnrYeNKVTDT4IZRlinPnyfKpU&#43;S0GsNTu5zjKM5OmqUXT9lLknS/f1lNq1WPLFxqfm/&#43;zt/wTs/ZI&#43;CXx28TfFn4Z&#43;E7tfFXw7n03wl4Vgvvj98TvixH4E1fUvBF1feJ9X1Hwr411O/bwV4&#43;8U&#43;FviXa6XdafqeueL4JPh9B4O8SeG4vCVx4u8SQ6z&#43;i1jeQ6jY2eoW6XUcF9a295BHfWN9pd8kN1Ck8aXmmanb2mpaddKjqtxY6haWt9aTB7e7t4Z45I1es0jXM0BtZ0ijgt5kvWa2NtcSTyXSS2sKJcNeLPaLbxS3DT2kFs0d9ai0uLqVL2K0zbLU7u&#43;ubaSLTJ00S/wBGtdTs9SuftFhfxXcsm6bTNX8ParZ6fqukzm0nsri03x3Fx50es2OtWeg3On6eut/BcX8c8S8aZnhc34t4i4j4mzCGDwmTUcZxDjcyz3MqdDCNU4UqeJrxlVw&#43;WQxdXF4q86XsFPGyxeJxlevXxGNxnpYLA4ahh69LCYejh1GbxD5J4fC0eW01Vj7KcYOviJ/uVRVKp7T2dGcY0asXF0YE8OWiXGoyrfa2ttqN3oeof2bHrWowWNhe6CbQQNpIt54bvTNPv4tN02DWPDtpdR&#43;F9Ujtbp7nRGn8QeKptdxPCWm&#43;LLDwZLYarZ&#43;BPD3jFrnxZI9x4SstSvPBl5ql/r&#43;tXdl4zl0K5Ph/VLW58XNc2/jTxZ4SOt6hcaNr&#43;ta14bi&#43;InjM2KePtc7W5ubaytri8vLiC0tLSCW5urq5ljgtra2gjaWe4uJ5WSKGCGJGkllkZY441Z3YKCRCLmC7sobyyuIrm1uoYbi2urWVJoLi3nVZIZ4J4maOWGaN0eKWNmSRGVkZlYE&#43;Lg6tHD0YZTh6eEoxdTCV6NKMeWVCjgoV8PTp0cLGaw/1S2KUZxlh5qLpUadKdKm6sKvPKOHlKrQlPnryoTcm685Y6nhq06iSpYl1HjcPhlNShQhRq06NH2NKnQjBYajGlR8ONr8mgaPN4qtdO0/xNcada3XiDTdH1iXxDo2k6zdRLcalpGi&#43;ILnw54PvNe0XSbyWbTdI1u/8K&#43;HtS1bTbW1v9S0fT764uLaPlPh98ONF&#43;H2maZZ6LZaLoJh0G303VtB8CaTN4N&#43;Gk&#43;sPq2r&#43;JNZ8Q&#43;G/huuqazpXg&#43;91vxP4k8S6vqVxp17c63rY1aCDxjr/AItn0LQL7Tuxtpr&#43;WN0v4bS1uFub9dtlezX8TWEV7cR6bO089jpzpeXmmraXd/ZrbyQ6dfT3GnW99qdvapqd3Lpl1cXls8tzpl/pEkd7qdmtrqMmmy3E0Gn6ld2FrqiPpOo6paix1u1toda0yOW5i1KLTb&#43;0i1nTtI1hL7SbLpqfW6GExGDw&#43;Nr4PKsTiMLPE5RhsdVnQxNTBVKlXK6teviK&#43;IzbGwwC&#43;tUoSq4/EUq9PGVHmrxtathqkdYyhVlHEcr9pKnJKpKnKhNU6zpValN0VGlGlzzp0ZTpSowdOVKMYxp8solJ/DPh55rOc6JpazWF1f31o8dlbxGG61XU4tc1ObESIHbUNdt7XXr0SB1utesrDW5lfVLCzu4P5HP&#43;CncGtal&#43;yL8WdbgSe1sZP&#43;ChP7R8viRhdHUNT8U3&#43;h/Hj4w&#43;A9N17XbhrrUbq00Tw14V0T4eeBvD9tdXOgK1vpmjaVH4b1nSfC/hfXNH/rW1u0Iv7HUb68u5tGhm0mCPSbHSNSvNRtfEUuuWVro&#43;s2GpaAV1Sw0547&#43;80/xhFf29/osuhPHdajdaB4esfFg1/wDm7/4KmeAF1f4c/tc2Ph8KfCPijTvBH7R/wz&#43;wL4Tm8L&#43;JPCENt4S1nxx4y8EatoGqXzXWkTfEXV/G2u&#43;In8T3Phy61nxZ8RpdX0MSzan4U0P49/0P9EXMnl/ijhXUweBy2hT4p4NzCvi6i&#43;sYnMsDhswqZFUw8aGFUVRxLqZzh81w1StLMfZZPw9mGJrYbASw6xWXenh8JhMM6WJpum6&#43;M5fbVKeGlSj/ALJKnD6vPEVI05YqthoYqlKpTpwnSw1PEUZRrN1HGP0L4L8KeC/iP&#43;zV&#43;wF4/wBaAvvhnYf8E0fiN8HvHWti6Gn29rf6noX7MHgW&#43;8LRaqqLNp2oa5c6R488OTH7ZYW2oW1rfaXdX1pbXUsjYf8Awbo3Nvp/7FXxKs7&#43;eGyu739rbx5p1na3cqW1zd6hB8GfgzfTWNtBMySz3kNjp9/eS20SvPHa2N5cOghtpnT4t/Yz&#43;PXgXXv&#43;Cav7NHg668Z6X4U8Rfs&#43;ftSfFHSvEV49l4a1TWvDei6p8IP2kPjN4a8ZJoniHWtCttTsLLxHqWnajpFlLfLH4r8U&#43;C7fwpa6fr&#43;qTW&#43;h6h9jf8G/WvW2n/sh/tLeMrXTLzSPhta/tMeP9e8P&#43;DNG0rxH478V6FbWXwx&#43;HGq6lplpLo1tqHiTx9eJoLeHNK0bStG8JnxHqupaZdNa22rX&#43;u2mm2H7z4ocPZrkvhN478NzniMb/ZHitkOXYChGnW9rDBVOOeOsxyr22HlFXzLNcNn&#43;HxlOnglXjUy15fWqOiquG&#43;s1ioulhcS5VVSjCUaqlXhJQlTjiqimoOMlG7oqU/azlCnTcJKSm6cIVv3rvtLu7zTYvDN7LqepaVqWg6houueIrbXrjw34qSeWygtI7&#43;2uvCsHh&#43;bTbzUYX1KaXXPC&#43;oaBqWgauNMm0HT44p5L3Qt2W0tZpFmmtreaZbe4tFllhjkkW1vGga7tld1LC3umtbZriEERztbwGVWMMZXK02XUNTmj1O6t9d8PJaTeJtIbw7qTeGZ4dTS211bLSvFMk&#43;kT65PHDf6fo51fwzbw67p1wmheKmi8ZeHbLxNbppfhyhpmpeGvD7eHPBb&#43;Ituq3dnqtv4a0rxPrk1z4t13TvCj21rqtxbNr9w3iTxSmixXWnLqXiC4fVby6hvLDVdX1W&#43;n1VNRvf8AOmvQcq2IybGTlmVDEPHYpYKrPLsZgMNSwtLL8LjaWHp0fexeHrOnDF1MW4ZhTblP22PpYZZbhl5Vb6k8PSVdUld4aMVWjeNSf1h&#43;wdeeJq8yxUcRPCww0KdKSnOUW5U8VG1frKfHI8UiSxna8bBlOAcEHI4III9QQQRwQRXGWOo&#43;D5vFMs9h4ntbzxF4g0e&#43;sItFj8Y3N9bXGnfDPxHeaT4jvNG8INq8&#43;j2V94b8S&#43;M4vD/jvX9G0e21Z7668LeHvGOoXH9jeFbDTuwr0atN0JUZw9uozpU61KpWo/V5SmvcruklUqqdKji6eIoU60Zp1PYuc6dCrz0KWs4SSSnBpTi2ueLSlHmlCTV1aUVOM4Nq65oyi9U0m6b44TxLb3x0y4nhTS9W1TQNQtptM1LRL221LRrySyuo5rHVrWz1BLW5CR6jo&#43;oJANL8RaBfaV4l0C61Lw7rOk6neYd/aaH4nL2Ut39qn8O6/pN5P/ZOtXlhqOj67pn9m&#43;IbK1vLrRb601C0N3YXdi2qaNdTJZ&#43;IfC&#43;szaRrdlqXhrX72xv&#43;X&#43;K&#43;peN9E8D6tr/w7tLXVfFWgPZ6vZ&#43;H9Qs7670rxNZ2t1ENX0HU20W11HxPptte6TJevFrvhDRPFvinw/fwWetaN8OvitcWB&#43;FvjPqtV0u4a312&#43;8OHQ9J8YaloZ0uw8R6roT61bw3FimqTeHDrthYar4d1TX9D0XVNXvr46FD4j0V5kvtUhsdV0m41Ka/XSt9YxssNiMRjaHs55rWhS&#43;tVK1avgKGEnh8VgsVOFGnVmnh5V8Mo4qhQhUr4rAY3EYbBYeUcPSNqFKhh4VK9GjiMIouMcBOnUw8pTxuHlgqtapUnB0q1OlCnWqypVPZQqRrqlCLqQhUrHK6D4U&#43;Hnwk0zSNK8J&#43;EIvD2mRaZa&#43;ENGs/CvhXVtTTSfDHhe08VeJvD3hG3XQ9O1GTw/wCBvCdtdeIdP8BeGmOn&#43;EvDJ1Oy8EeCrHT5dX0PQLvX8Q3&#43;jQeIPAen6ja6DPqN/r2qy&#43;H59cd7e6s9QsvCPiE3cvhC4k0m&#43;tbvxfLo9xqVsdFTUdE1S68ETeOdZtLm807w9rOnXJ4B8NeNtOutci8X/ECDxlBf3jXeiA&#43;EbDw7daHZWz3NpBpiyaVeyw6w1xodtod9qk91awXF546l8ba5pLaF4N8QeEPhp8OvRYtKfzWjuHaL948UOxQ7TFAS0yhmRVtY0xJJOzBNhAUsc7dMfWrVMxxFfEZk83nVpJVMequOlUxGIqUpqdSWIzClQxc4U4ToUJUq2Hg3LD1rVqtCvSdPmqShTjFUp&#43;ynyxqVpWcoy9rP2leCioU2pOEp0arU60XV56ylUptJ/hh/wcHDxha/8ExPjre&#43;GtR1v&#43;zbrX/gxYeKrCxa3hsrLw0vxO0xb68mltbWHVJoNY1a&#43;8Oadq1ve6hd6YYLLTvs1jZNJq02o/PP/BIjxAn7L/7Yv7Tn/BPnSvEk2sfs&#43;&#43;LfA/hX9sb9i2S88S3/AIltU&#43;Evj9dNn1Ow0DWNVsbC5u4tQtPEugXU&#43;lQJPFZav4W8Yagmo&#43;Ip7vVfEd/&#43;/nxJ&#43;Hvw2&#43;PPwv8AFfw28bWOi/EL4WfFLwjeaFrVrDc/atH8R&#43;F/EmnbftOm6lZyI6iS2uIr7R9a0y4juLS6S01XSbyOeG1ul/kA/an/AOCLf/BTf4DeNfhz4x/Yj&#43;MWrfGXwv8AAyz17RfgPrFp450n4aftIfCvwFrl7f6jdfDe71zWb/w3oXirwZpkmr6yumWWn&#43;Jmt7oa34lt7HwRoNhrdxpF14lenUoVHJUak5RmlJN1JVabUq3tafLOTtCTq35HFunKjThBQgnE&#43;rynG4LMcqqZbWxGDw/t2q2HxM0qVCa9hh44arCdHloc6eHh7WrUg6mIp1p1FWdSVdV/6Wv2z/2zdK/Y3/ZX&#43;LPx7&#43;J&#43;hr4T1fw3o2p6N8ONCuda03V4vHvxQvrXXLDwZ4b0u50sXF1Fba3rWkDW1u77SoJrPwDd2eu6xYaXr9v4m8H&#43;Gvg//gnN4Y&#43;Hf/BOn/gkh8LPjD&#43;1XHomgXvhay8X/tO6xd&#43;ILSwuvEGh&#43;Lfilba/Y&#43;EdO8LnUlN9bfE3xH8NfE2mfD8Wdi9vrd1feJ9c8KSSGzv7&#43;GX8P/hd&#43;zh/wVh8bfFnwX8S/wBqT9hr9oX9s34rfDG&#43;l1D4Y2v7Sv7THg7RP2dfCGtG4tbhNcufh1fWWm2erNb3Njp95NYWfxJ03SNbm0&#43;2Os6XrccFrbwftR4L/wCCZP7UH7YfxK8K/HD/AIK3/GDwt490LwVq0XiL4d/sWfBdL&#43;w&#43;AXhnVYwrW9146urthc&#43;MrmDfcQXmmzy&#43;ILm&#43;hYadffEHWPC8954ZnzwtbHU69StSrVk5rGU6d6csNUo4fHJwq4apXpzjCrQjQnVwnKqUqlfBzhSxU61WNfEYoqYLC4DC/Va2ZYapSqV1isXUw86VWvXVKM4YfCYWlRqzailVryniMTHDwbqQVpOjKVXsf&#43;CIHw38T6P8Dfij&#43;1V8YoE8N/GL/goZ8cfHX7RqeGtQv5be8j8B3l7f3vg6103R7x4TLbvHq/iLxbY3lhagzeEfEvhprhYoLa2ji/ZPQtb1u/1nxFpOtaNpOj/2PJbtp7WfiaHWr3WNMvr3WRp2tSaYmmWFzo&#43;m3enWVnAraiVuX8VWnjLRLO2vdC8N6N4w8YQeL/Ct1rXhGbw94Y1HTPCuoWT6Fe&#43;GL658MaV4l0LSNT8K6tpuueH47/wtfG0gv9BS&#43;0iytdRstI1Lw14hi0prh/B/i3wX4nh0bxTo3WNbWz3MV41vA13BBcW0F00UZuYba7ktpbq3inKmWOC5lsrOS4iRljmktLZ5FZoIinq0YQoYGfPPB4qtXrOjSpuOPp4zL6OHhg5/WZTU1gMQsdOriqVNP21SnChUhUw2Faw&#43;LxfyGaf2jjMbTzCjjcLRpPM5zqZZToyhKeWvBww7oYrEVcPiFzUa9Z47BV8DVoVcRPBf2fjaGGoVPr&#43;Jr6rptvrOl6lo95Jfw2mq2F5pt1NpWq6poWqRW99byWs8mm65od5p2taNfpFKzWeq6PqFjqmnXAjvNPvLa7hhnTnYdOvILtNf13RND8Q&#43;JtO1DWdC8P63oGlWlhq2n&#43;B/FviPRbm4s3l1/VZZ7CLT7TS/D8/jaLTddmg8XT&#43;CbXxLpmg2uoT6L4K0fE17UtQ8EanpMPh3wpean4e1HS/iPqE/hrwd4QspdS1r4hSPbeNNMiHie48W&#43;HvDHg6bxQsHxANzqPjbSrfwv4n8Z6voy618TPBGtS6bpHxD3tVudfmPhPW/Dr3EmlvqVmPEXh&#43;50CJdT1Tw/rtubKO6t213XPCVz4T1Twtqd1pfiXVpr&#43;PW7mXwtpfivwxbeCNS8W6v4dv9A7J0sVQpYKNLHRo0sxhja2G/ewoVlBPEZZiI1VVi5YeliYuMK1SlUll&#43;ITp0MTiajwmJo4bWNbmjFOtH2eGxE6lbD2VT2tSlhIVJUHGNKWMjSqwxOHaqYV0Pb1oUYSrP6vVhCfxRrV5pUOmWmk273Ova/qcml6DHPovibUdCe/s9H1bxLNb&#43;KNb8OaVqsPgXR9Q0rw/qWl2/jPxDGmi2PiC&#43;0PS4LfX/ABFrGgeE/EFyDW7bU4Ib3w9Np3iGxXW9Q0TUrnTNVtJlsbnR9S1DQddhjeIy2txqPh7xFp9xpWvaVNd2d3p0tlrEBEusaamjXly80rS9RuNKvNQ02wvrvQb&#43;TVdDuryzt7q40bVJtL1LQ5tS0qeeN5dOv5dF1nWNHkvLNobh9L1XUtPaQ2l9dQy50&#43;oWett4k8OaVrV5Yavp1nFZ3&#43;p6TbW09z4dvtZsZZ7B7e51bTNU8OSeILK0e11oaNqFrqbWlne6FqGtaM&#43;ka7pf9pcFehh61Dlw9XH4XF1KFKGIxSq4epRw84YnGXq4bC1cHiIR56NfBQc6qqv2tGspQrRq4aOGdSrRh9WpyqUozqVpcqmvZ1K9RR9q8JButP28Fh8LWrSdKlRrxp1MTayoRrmN4K8H6X4Ch1TR9Pv/ABBqb&#43;IfEnivxpcXGsSPdQW1zrerJeXGn2X9n2FhoGjWlml7a29tbQ2ttrPiq6h1fxv4svPF/wAQta8e&#43;NtcwP8AhbFn/wBCvrH/AIVPwk/&#43;eXXZeG9Q1mZLnSPEVnONb0KDRre/16DR00fwz4uuLrRrK5vvEHhKyXxF4rutL0c6w2q6UfD&#43;v6zJ4m0e40uQ3iX&#43;iX3h3xP4j6avmuK8v4szKthnw3xZlGRQoe1p13HhvD55ha9BUcJSwOGwlKlmuVUcspZdCjXoRwVKjCOGpzpYCWEwU8vlSlpGNBVK/wBYniKsXVk6U8BWoYWMk9akqv1vL8bKq6lXmqQlGnhJRU3GrTlNcyyta0PS/EWnXGlatBJNa3EcqCW1u7zTNSspZYJrYX&#43;j6xplxZ6voer20c8jWGs6PfWOrabOVutPvbW6jjmTM8T&#43;BfCXj3wze&#43;D/AIieF/Dfj/wtfLbRahonjTQ9G8TaNrP2UQXEU&#43;raHqWmSaNNMt7D56RiwaCORIbm3WA7YYSew0PXPEVnPqfh6R9Z8D3I1Tw7rN/poMcDa/o&#43;oaPdXvh/V4zLCWms59W0bVtNaeHUrcRxXV/pkenah4e1HUeq3N8oz93pwP19fTnt&#43;NfR4HE1J1VWrVcVRp5disT/AGbTw2JrqOI9pToUcTUxWHr4ejDC1I4yjKpQq4SVSvUhgMHWoZjDD4/FYVY1afK4ulKCnONN1ppU21ye0lTpxqwlUclFVPejJw9nVqVIVKTlS97zjSfBOl6Dp50nwV4ft/h5L4U0a28FeE5rO3s5vDU3h6wg0zVNFVfDel6tbR6joGl3MlxoyWmsR6F4j0yRvF8Hhe/0iy8QDxJrO/4k8ZeFPB8nhuLxT4g0rw&#43;3i/xNYeDfDLatdxWMWs&#43;K9Vtb&#43;80rw/ZzzskL6rqsWmXkemWjSJLqN4kWn2az391a2021qMuopCj6Za2V5dNe6aksN/fz6bAmnS6jaxavdR3FvpuqySXtjpL3t7ptg1tFBquo29rpd1qWjW15Nq9iX2n2GpwpbalY2eoW8V5p&#43;oRwX1tDdwx3&#43;k39tqulXyRTpIiXmmapZWepafcqomsr&#43;0try2eK4gikToq/VPrXNRoKjgYThSp4fDtUbYWlJ6whL2lOliK8ZTq1qvs2p4ipKcoSjFU4uhRhD2VWt7WUVhqeDVGnjaip0lhlVqxdDC1J16OFjLEYypVqzo4aisUr0FNRw1JYbgtP8XalD46k0LWbvw5deGPGOl22u/CfWdFtvEv2i/XTtOtz4v8ADPiLUH0&#43;/wDBMmpQiWx8YeCdQsfF2n67458M6p4ts7D4d22n/BnxH478W&#43;gzWyTyWkrPcI1ncNcxrDczwRyu9rc2ZS7ihkSO9txHdSSrbXSzQJdR214sYurS2li83uPhz4O8QyajpOrWvh/XPD2kePfDfxA0jw5DpenWE/gn4l6LrVp4/bWYb/Q3sZvtmqeIZtN8bzpqdtJrd5qev&#43;JLjWdY1vw54ptNE0roNVm1LWtA17w3pupeD9K&#43;IEvg/wA42Oq20/jrQPD&#43;peILLVrDRdS17w1BqfgfW/FHg99b0zU4fsx1DwZP4rstG1awtNT0O7W4n08xdPBZvhsEoKnDFUfqtPHyhSxGFyenVyirl9HCZpOtgJY/HYf2&#43;NpKWb4OWHxsliadSpTnmP8AaE8tweU5ewq1acW&#43;SdWqsDLE1lHEYrnVbEKM6ahKNB&#43;yUnCjSrYvlw9OU&#43;blhKMYdF1hZvGHjDRo9bvNchtZtNnaEW&#43;iXGn&#43;ENUGi6Q&#43;peDX1DRCl/p942l33hnxxFpHja0XXLqHxvNqWga5rnhvy9G8FZ2u33hPxZ4U8KeNtK1&#43;xvtJXUfCXjHwN478M6XpPjuzWDXHt7Cy17RL2LSvElonhbxV4W8RajoPiPxhozWBsPhv4n8S6ra&#43;LPDFmZPE2m9rFLrB1i&#43;gnsdNj0CPTdKl0zU4tVuptYu9YmutZTXLG&#43;0N9GgstO03TrKDw9caVqtv4h1S61m61TWbO80bQotCsb7xHxPiWfxnA/hbV7TT76SfSvE3i2bWPDPhTXbK4Pivwvb&#43;FfHQ8OaZJJ4m8Gw6S2q6zqdt4M1M2l54i&#43;F1n4f8Rk2H/C2NY8P2d/4d&#43;JKq4ecaGJp4fFYPA4mrToRoYrHZzTo4WEMbgKssRh5Twy9vXxeOnU9hgMJSxGD9liqtDIcZWoV8Usbh&#43;2g6k8RBNKc7RlBUqdGnBUaNGKlGt7jw/wACvWrVopOCq1cVCtJV5u1onhzVvEWhaR8SbTUNJf4meG5NO1zQH&#43;HniLWoPD/xK0TRdZu9Q0Sy1Uromvw6j4W8Z&#43;G7q6a40a48O/EjUfhxP4x128&#43;H2qax4g0nSvHeo/QVx4c0q9u7q7k8S37i7vLm7FvHoF5qUGnm8ne7nsINRtGMdzFBdT3BMjyT&#43;XJJJDEYrSK3tLfO&#43;G&#43;kyeINTuNSkg1DT7Tw5rC20jX1jc2Y1C9t4bPUbeTSrieIWmq6W9vd2skupabPd2sNz9q0W4kt9c03V7DTdLxJ4P8AE1xqVxLYabFdxm5mdJTfWsEbw3ep3F5I6&#43;Y5lEsFvdMBE8KrLcReV5scTi4X5XF5hga2KeKjVo4SGFw1fEUKscBUlmtCjiqeH9vls62MhXzDE06dPAYL2WXVKLx1PEwmqzxFdwp4fijQqUak6lRRpyq0Y1JUKOEWEw8amIq1sdiMThsMlJ0VjquKVeUIznzJU5c03Kc5&#43;Xa9oXhX4TTeHvDvgrw/4mTwnf2umeHLX&#43;w3udf8MeHLZ7zUNT0aCXSZL&#43;7vvDejrd39xp2ly&#43;FtHg8L&#43;HtAtNP0XWTonhPwx4St9IzpYB4l0TVdO1Sw13Q4NSGv6FcRRay2j63/AGeLq/0ePV9K13wfrj6hop1exjj1vQNR03WNN8TaTa31hNdR&#43;H/EVtc2Gn&#43;n&#43;J/Dl/oHh&#43;ArJDc6tJa314lhNOLax&#43;1QSWUNlZz30FreTwxmTUJRdXsVre&#43;UG/cWlwIlEvmTvZ69YXej3hvNOur/AESF9U0m31g6b4j0ez1yG8tYy2oeG9UN5pV55ltqNtZ6xomqqY7/AE&#43;6n0bVHlsxcp62VYuXt6lWWMxWIxFXGvHrM4Usa68XTdGjWrPFVK31erjqmMhWxjlCth6lTnpSjCMo18Xic6vLGNanOWGqrExpYfD4fF1ZQlWxEMNinLDQdSpVjPC1MHh4c1Chgqjw0MLWrydSFf2cbSWVyv2Xdq&#43;oyfZ9Rvr2XfFpI&#43;2212NR&#43;z6RdeXpcezTtM&#43;22xsZbL7Jq0h0jTv7S1TUBLqw1SpE9/pFv4b0x4tc8UyTPFpOqeIpT4at7i1W00S/u38T&#43;JIIZPDlqyapf6db6ZLb&#43;ENCuJI9b16wkg8Pad4ch1TUNFxtKXwT4PvLnSbB7Pw1P4t8a6q1rpV3Nc6Va&#43;IPG2raFceNtfTwfp2pvBY395qmnafrvjTxBD4Pgktr/Wbfxz4o1ZJvEX/CY6gbuveM/DvhbSNe8QeIr2fRtC8MT20Wv6zf6Xq0Gl6XbTxabcS61c37WP2YeF9KttUhvPEXi5JX8L&#43;F7Kz1u98R6vpdr4c8QTaZ60KDVTD4fDUa&#43;KjiIxpYKNWhU&#43;sYqcnUw0HSVOrWrV6scSqlOHLXrOtXoqNaM3GVJd1Ki/bVJUaNXExxteu8Mpe3kq6VSpl1Gph6NOo4UJxqUEp4PCSlhaeY069KaxNT2862q2taSkMVydRtGtZtTbRUuo50ltV1ZL&#43;XSW06a5jLwW92NXhfRvInkjc6yY9IAOozQ20mnXjetfEPwZ8NPCejeNPjx498C/CqPU/E15La3/jDxFonws0qPUNZt9em8NeC9dnvfH&#43;ueHfE/i7QvBES6XrbW/iXWNF8R654Y1Dxn4d0jRdPttJ0/QfjOL/grt/wTohkuZE/aInLXc63Eol&#43;F3x7njSRba3tQttFP8OJIrKAxW0bNbWaQWz3LXF40Ru7u6nm6sq4V4xzSpmEsDk2Kz3CYfFSw9DE8O5RnGPw/s6bqU1Xq4pUJczxkqbr0aDw2GeGpt0ZVMVODrPx8XnOXYBYWGNxuXYKtVqVJV44/MsPg5ww/sm6ToUakZOvXjVVJVlKtSpKniJOE3LCx&#43;u/op4e8N6H4U06XSfD2nQ6Xp02seItektLdpWiOreLPEGqeKvEN4POklZG1LX9Z1PUZIkZYIZLt4bWKC2SKGPDv/EGi/8ACc2HhO9srm38QSeFdS8UeHNSkazFtq&#43;k2Wrabo3jCwsWtb&#43;TVFbw9dar4JudcttY06w0m9bxN4YudDudb1DSNZTw38B&#43;GP8AgrL&#43;wnceF9X8RXnxw8Xy6Ppfi/UtFv8AXNc&#43;C/xXkttOude1vxhfeDdKn1Pwh8Lm8PWdrrfh7w3q174CsNSnj8X6j4Q0GS48UQy&#43;K9L8Vtb2T/wV8/4J1MMN&#43;0KCPQ/CX45f/Ozr24eHvFilPD4jgHiPH0MPUpeziuG84cMPisHXoYzA4qhCWB5I1MPWo4evRVai3GDjUorD4lYfE0M8Rn3D1KpOjPiHIJOnUnHnp5xltajUdKcoOdKtDESp1aXPBunWpTlCTipQlKOj/QyO8uxql3YS6VdQWttbWt5YayskE&#43;n6nHO0sN7ZvskF5Zapps8Uck9veWsdldWGo6fcaTqOo3EWvWOg3/JivZLeWSS78zTL6S4hME2pafbyyS2NxbolzFHPFb6zapZ6kd0N0L3Tl1SKK9SCDVNMtmsfGfgr8b/gV&#43;0F4Y0PXvgx8QfCXi3T9H0fwxr1x4d8I&#43;K9NfVfBdt4p0HUI9B0Tx74S8P6rJP4duxY/wBqWq&#43;FfFVlGtjrGjXDR2Kat4djmsfcmjJMWyR4ljcsyII9symORBFJvjdggZ1mBhaKTzYowZDEZYpflM2p4&#43;hinRxWBnhq&#43;GxdClPA1MLiKGKhhZ0MPCc8TSx2OpqnjIYxf2pVrSpz5MI62FwOC9rUpN9uGq069KGJwuJ&#43;tYatKVSjVUIxlKhUb5YvlnGCdK6i&#43;aLqQpwdGoqlfnqzwpkt9AutR1ia78Q3UGt3/h60bS4bfVPENrYald3Vp4ehvdOsLGy1DUtIsLr7RpjeIXieHwpotrp134tv7fRvN8Xa9f8AxD&#43;078Bp/wBov4DCzsfg14YPj7RPCtl8R9G8J3&#43;q&#43;E7/AOHnjfxH44u7vxP8SPg4/iLTr/TJtQfV9e0jTdfu/GGsaLong7UvHkvw58dz3XiSLSPFWjaf9zQaRpEPiDU9eh0Gxt9d1LRtC0jUvE8djp0ep6xpGiXviK80XQbvUoj/AGvd2Phy88Qa/qGnWN8Bp2n3HirVLjSybnU9YAv31nFqFleWE73UcF9a3FnNJY317pl6kVzE8Mj2epabcWmo6fdKjs1vfWF1bXtpKEntbiGeOORfX4dz7EcL55lef5LKUsVleJjiac8dSxdKX1mFbDzxFKEaOOo1Xg5uGYZfN&#43;35cdluKp1sKsunGk498MZXjhK9KhCFKtOsqlOsp4mjUpVsGq9HDTpRShhk5&#43;1qTrV8RgMbUcnTnhKsacsS8d/nSWPgP4pfBL9oH4k/s9eB/htr3jr4q&#43;LrO58G&#43;Dfh/ZX99q2reAfiBqMUtrPqWo&#43;F9DEtr4h&#43;Ifwn0bUPHWheFfEd01rpHhzXpLX43eD7&#43;50iy8La1ef2ff8ABLf9kDxH&#43;xN&#43;yBpnw18QXWk6t8T/ABT4j8Q/E/x1YW2qE6FpXjnXdJ0TQl8JLrNnHq8Zj8P6X4V0PQta1TTbS8tm1a01W8sLS9hMJufvWbSPFTaQuhW3ia5t7nTtL8Lmy8d3cWh6j4g17WtLvnm1uPxT4Zt/C&#43;j&#43;GYtK1220/T7fWpPDMmi3d/a&#43;IfEdr4Yj&#43;Hl/pWga6d2G5nbWtRsTZRR2kGnaRfxagpvxLd3l9caxa3dtKsmkw6URZW&#43;l6e8b2mualqLfbWTUtK0a1j0e713&#43;ovGv6VGM8YuEsLwtLIqfDFLF1MFX4mxuGzCtm2NzrM8lwksPl&#43;LpyxuDwlLCZZzValalldGnOp9YeJxmJrTcoqtpj8VNV1hb0XBunyYmnWjOni5SpVqkVQTUaynClT9tUo1qFKdNTtUSrUa9GnyF58RtP0PWND0bxVpmr&#43;HrrxdLpNr4PV7N9aOs6xqEaHUPCrHw2dZjt/FPhyNL3XdbtVkn0hPBGn61450/W9Q8NeDfiHf&#43;Dusu9O03VNT06XUtBtr2fw1cx674d1i/tNMuxpmtXum694du7nQpJJJtS0vWINA1PVNLvr&#43;K2shNovia5022vryC91i0ghvReazoGs239mX1jdXUGvaZb2V1rcmg3NysUt9p1neQ&#43;IvCl3qmoaDbazDHDqem6tpr/wDCQ6PZX1rdTadp&#43;u2s&#43;l22Lpvhzwl4h0HxFNPpeqax4d&#43;K1umseIvDfjyPxRe2F1p&#43;ueEtG8OXWhzeAfHxkTwVpGo6DptsviL4fweH/D2mya/e&#43;JdY8QeHf&#43;Eu8SeLL/U/5AyyMcNOGHVTPYUaOHr1cbnNWpQxjxWKzjMsX/wnUKUIZd9Xw9HKJY9VMNOvaMcNl&#43;CoqphMfi5ZRNeM3VlUjCjh4RxE4OGEqyqUY044enS9k3VqYudRTqqviFiIYuMK6lGlSjGnh6rxHV29hb2t3f3cCJE2pPbz3kcVvaRLcXtvbpZ/2hPLFbpd3V7LYW&#43;n6fJLd3NwqWWl6fBbRwLFJ5teyttXi1DWrnUNUt7ywurizGg6ba6Z9h/sjT4NPtkuU1C8kvb6fWtVvtXbUrqTUIhpGnwaQdF0m30NL/TdV1/xHTvYNUt4NcSx8SQQ6trr3A8KnxDp1nqOlaDqa6BHDbWdvpWlT&#43;F9U1/SYrnTLrxLf6bda&#43;Ncunutat7bxFpukpplvotHx7oFz4m8HeINI06z8N3uuPYtfeFh4vsbzUPDll4z0aWPWfBWtanb6bc2OrLH4f8AFlho2uwXmiahpuu6ddadBqGh6lp2r2tlewZ4ONGtenTrQo1KeOxFKrHE4mtU&#43;rVKk/axq4uWHeNnTwtalioYuhh4xq1sPg50bYGi44egsl7HB0pycWsPOM6tdYXBrE4nklVWKxE8LQmqLq4qdZVElRrUp4isqtF1lTrSlPotNiv4bCzi1W8t9Q1NLeIahe2lk2m2dzeFQbmWy0&#43;S71CaxsjMX&#43;x2dxqOpXNtbCKG51LULhJLyaxNG8sM0Uc0ts8kUkaXEIhaa3d0KrNEtxDcW7SxEiSMTwTQl1AlhkTcjczE3iXXdD8LapGLjwLrMj6BrOu&#43;HNWt9H8RGC3uII28Q&#43;DtXm0nUZLOS9toLq7t7PXPDWvtaWXiTT9M1XzfEvhuHUPD2v8ATRzwyvPHFNFK9tKILlI5Ed7eZoYblYZ1UkxStb3FvcCOQK5hnhlA8uVGbOnDDrB0KHta0KdWn9Voxr4jFxx06ccLGcZvEV5rGvESpe1cqlSt/aEamHr1q3JJRq1DExjSqvD1alLnm50r0a8HGVVOup0qFajPlqzjToyrxq4WdSk6Eo1KNaTjUVOh4buI7i4ltJdWvLy5a78Taja21/px0vXzpei6ytnqEdlpYstOutT0zSL&#43;8tNN0nWrXTTDfaTeeHr2XUNZfUI9f1i94i0XxfrlvexeH/FkXhvV5IBbLPDoVtrtjBqtvfxarZ/2jZ308Nxd6DqTWEOh63p9jqGj38ej3viSHTfEllr174d8WeF7Cu6ghXZQSrEKxALLnaxAIyVydp6jJxjJqjf/ANsNbqui6hZ6fdG/0mW4mv7C61O3l0yDVbOfWrRbW01bRpI7&#43;/0dL&#43;x0nUnu5rfRtVubPWLvStctbGbRNQvB4arQr4P2eN9hCjLBzdTEU5Y&#43;DxEMyWNxVTFRzCOaqvgK8KdDCvBSwuIrUcG8dRpV6tPF0aOFxx1GlipYiUY14U6s8RONKniqlGcfbVvbwjCrgngPZypSUVBUFh8OlFUoUaOFcsO8u/8ADPh29t4tC1Hwro99pKa1b&#43;Kvsd5pOlXGlWvirRvFNj4y0vW2sLhGC&#43;IrXxjDB4v0zWIbR7qy8SaaNd&#43;22usRWdxK7Ttd0TVLvUV069ku7vTtWk8M6vaxrftJo&#43;rWFo2qi01SwdANGkudMvrTVbO9vLe0j1vR9U8PajZ3V/puq6BPc75JYlmJLEkkkkkknJJJ5JJ5JPJNfM/7RX7WfwM/Zp8NeIL74j/FP4Z&#43;GfGFj4YGv&#43;HfAnivxbc6f4g8RNqN7c6H4cmXw34T8P8Ajv4kt4Y1HxHbyadqvifwv8OPGJ0Gwstc1l9Iv4NB1CBPRwWWZnnmLw2W4GliM0xtXHwrZZhHSWIWFxeK&#43;qYLFVMPCKp&#43;yni8HGth6mLqVYzp1MRCpXr1MFh1gp89R4fL4KrOthMFg6VNU5utGlh6VKjSglRpwrOdGnRoUUqslCpGolzy5JU4Rs/bNauIJfEHhbRr3wzrl/bXT6nrNl4ssUtG0fwzrugiwNjpmpz22qw&#43;JNNvfE&#43;l6jry2F9baPceFLvTNG8Q&#43;GPFWuaZeeJPDHh/xhsaxo2ma/p8ul6xZxX1lNLaXHlSF0eG70&#43;7g1HTdQs7iF47mx1PStStbTU9J1Oymt9Q0rU7S01LT7m2vrW3nj/OC7/4LAf8E9ktbl7D9oC3ub5LeZrO3u/hf8drK1nu1jY28NzeQ/Ci/mtLeWYIk1zFYXskEbNKlpcsghfY1L/grB&#43;wBYWeiXmsfG3ULKw8R6ede8OXWpfBT4921nrul2WuapoZ1nRJ7r4WpDqmn2niXw7rWjnUbFp7aDXNC1TTzMl/pl3DB7dfw941hGrUoeHufQxlei6MpPhzO6Eszq0o150I4&#43;vLBYqUnCnKWHUqGH5KODpKUcJUrKvVxHD/AK15BUcsPLiPLKkMPBVYQnmeFeHoU68nBxozdVUbzq05TrQhOVSEqlOVVRjVoc36NVw&#43;sa9r&#43;mJq97f2/hbwr4W0bQvGF/qvjbxJ4iLWmjz6UmjXnhzV30RLTTbS88JyaRc&#43;Jb7xpf6z4v8ABt94Z1Dw1b6Zptn4i0bXW8XaL8B2H/BVv9hHxB4hl0vQP2mvB&#43;m6h4ltdE8OeGLvxL8H/jLpGn6V4lub7V7aLVPGPirW9D8NaB/wh8c&#43;qaPI8Gpaj4OsvD8Fn4h1HVPGCWWrrP4e&#43;wdK&#43;Lmk/FrS9b1T9nD4i/Cn4lp4btES6ubK8vfE/gXVPEs9/p9/Z&#43;FpPin4K1LU9B8P6k&#43;gafrdjr9nY6T438TeDB4v8DePdV8J3mjLpfhf4hYx4N4kyrFwxGdZPmuU0a08RKvHOMJnOGypRr06OAwOJrYjH5bQlgPYz&#43;q8lPDOllVPNqlX69HMcNVqYjFdmFzTJ82nDBYXHYPHRr1KGGqSwGbYPD140685QxDhi6OK5sK6NKc688W061CjTjVw6lOn7E9Nj8NW1l4lvvFGlyy2l9r0WjWXieC4vddvNM1Gw8P2viBNLn0vQTrkHhrQPEz3Wt20WteLrXQ59b8SeHtF0Twzr02oWPhzwdL4Wk8Q3Wp6bpuparbanpVja6dDYalM&#43;o6PqGpLFp2mXpvvE8bjTtTtbl5dS0CKWx0e4gtbh9C1RhrFzp3im2UeHpKngqd5NCgt08LReEdL01xp/hvTLVPsthJ4Ugggfwxc2Wkz6domp&#43;HSuiS2VlqnhbWNA0e88Ma9ZatoVtHquj2Gl&#43;I9aj8N&#43;Io/F1xc654e17S9R8IWl34q8J3FouhapbaxH418E&#43;MtY8H&#43;KM6zeanb27adpesaDq2iNYJ4Zb7VeWbatY&#43;IbrTJreKX5fMMFisRh6lTD4mrhcXQTeExsJ1MVhcLjcRgcRhMJPE4aNeng8xoUKdSpiI5bjZSwtWphVVVKOLw1KpS9RwrtSxuHoYjFYTCY&#43;GDljJ0XLB0qzhjfqkcU/a&#43;wqUsXTwGJeFpUq2Ihi6VKWIwkq2FpSxVPqL29s9Ns7vUdRu7aw0&#43;wtp72&#43;vr2eK1s7KztYnnubu7uZ3jgt7a3gjeaeeZ0ihiR5JHVFJCXFjZXctjPdWdrcz6ZdPfabNcW8U0un3slleabJeWMkiM9pdPp2oX9g9xA0crWV9eWrOYLmaNyze9eJ2v7e1tpxdXyRx2d5LfRNZR3txHptw801jp7pdXenLa3V9ZrBJFp97NcWEF9qcFtHqV3Q037dbXN7pt0dZ1CKLfqkHiDUv&#43;EeS2uf7Z1fW7hfDllDo4sbxf&#43;ESsobCxSfUdEgNzpF1ojya94m19fEl5b9cUnByUkpJr3W2pSjNNXinFL3HpNOXO1OLjBxjUlHn5JTnPn9nKio0pRhKC541YVHJzc5VGqmroypQhRjOlKlUqOpNSiqWzRXnNz418E&#43;C5dR0KfVNcudTtb3VNVudFitfGnjfxQza5p3jD4g&#43;Zp2l29r4g8R3mj31p4b8YWnhC00m3n0Q3fh24&#43;HPgyBdR0W08L2vo1SnGSc6cuekqtWiqiSs6lFx9pTbjKUY1aanD2tNTlKm5xUt031V6E6M2nCvGm5J0Z16LoTqU50qWIozdPmqRjKrhcRh8QoxqVI&#43;yr0pxqTp1Kc5lFFFBgFFFFABRRRQAUUUUAPP&#43;rX/fk/8AQY6yIf8AkNah/wBgvR//AEr1ytc/6tf9&#43;T/0GOsiH/kNah/2C9H/APSvXK&#43;H4s/5H3hj/wBlxmH/AK7bxCOzC/wMx/7A4f8AqwwJ0Fr/AKjUf&#43;vNP/ThY1Tq5a/6jUf&#43;vNP/AE4WNU6&#43;2jvP/Ev/AEiJxhRRRVAfxA/8Ffv&#43;Uif7Q3/dJf8A1Rvwzr81a/Sr/gr9/wApE/2hv&#43;6S/wDqjfhnX5q1/p3wB/yQnBX/AGSXDn/qnwR/IXE3/JR8Qf8AY7zX/wBT8Qf6Cf7GH/Jnn7KH/ZtXwK/9Vd4Wr/Psr/QT/Yw/5M8/ZQ/7Nq&#43;BX/qrvC1f59lfh/0fP&#43;R94qf9jfK//U3ic/RPFD/kXcG/9gWN/wDTGUH0r&#43;xh/wAnh/sof9nK/Ar/ANWj4Wr/AEE6/wA&#43;z9jD/k8P9lD/ALOV&#43;BX/AKtHwtX&#43;gnXyX0nf&#43;R7wv/2Kcb/6mRPb8If&#43;Rbm//YdQ/wDUcKKKK/mE/XgooooAKKKKACiiigArz/Tf&#43;SqeMv8Asn/w0/8AUj&#43;LNegV5/pv/JVPGX/ZP/hp/wCpH8Wa&#43;az3/kacGf8AZS4r/wBY/iw9/J/&#43;RdxX/wBiDDf&#43;tTw0egUUUV9KeAFf59n7Z/8AyeH&#43;1f8A9nK/HX/1aPimv9BOv8&#43;z9s//AJPD/av/AOzlfjr/AOrR8U1/T30Yv&#43;R7xR/2KcF/6mSPyHxe/wCRblH/AGHV/wD1HD9jD/k8P9lD/s5X4Ff&#43;rR8LV/bj&#43;2B/yZr&#43;1n/2bv8AtD/&#43;q/8AGdfxHfsYf8nh/sof9nK/Ar/1aPhav7cf2wP&#43;TNf2s/8As3f9of8A9V/4zr5z6Rv/ACkP4Hf9kNx//wCtx4TGnhd/yQvGn/Yyy/8A9U&#43;dn&#43;fzX7f/APBAz/k8P4k/9m1eMf8A1aPwcr8QK/b/AP4IGf8AJ4fxJ/7Nq8Y/&#43;rR&#43;Dlf1V4sf8m44v/7FFX/07SPyrgn/AJKvI/8AsNj/AOm6h/XTRRRX&#43;bR/V4V5J8SP&#43;Rx&#43;AP8A2VvWf/VEfGuvW68k&#43;JH/ACOPwB/7K3rP/qiPjXXr5J/vtb/sUcQf&#43;qHMj53ij/kWYX/souEP/WtyQ9boooryD6I//9k=" 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="ETxRS3lKW4IA_L_wsolMkM82aUvB2tWMF4vwann88-YwQSTb71ZWKFKcX5rrWkgoZiGLRxtu_852QeXF-JtEaQ=="> </form> <div class="status-text"></div> </div> </body> </html>