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/AP6nZ9cFj4ystA1C9X7P4i0Ke88N2UfhXX/Lj1Lw1ebvEv8AafjpZ7nwmt5qVjrnh248LeDLq30TxPdWvh3xz4g0qTxXpGla9/whPV1jTX4uL&#43;50KOPWbK4l024nt9Zh01nsI3Q28M622oXNrd6YmpWX2&#43;wube31KAwaiJLgadFqw0XxHBpWR4R8UXPiN/FVnf6HfaFqPhHxZqHha8ju5LKa21SOGx0zWtJ1/SZrK7uw2ma3oGuaTqC210Yb/S72a90e9iafTnuJ/BjjsvxGLg8NRj7apQr4PE49PBwp1cTlGLqUf7O0VDEvEUo4ivWp4T2eKlNUc0zD20YTqKP7Sq2IlWm61KboVZ044OtSwbpUuSnTrYerTqunVqTnOliMvxDq5hVw&#43;DwdSeJweEjVxOOlOda5qmjzW3hjxBpng6O10DVL6y8SXOlTab/Zujpb&#43;JddfUNSl1jz7nw54n0y3v7zxBfzaxf6nqHhTxNFNqNxc6jqWh660txZXck/h9X1q11uy1bWNKmF1bTaxY2VxazaT4ktbLStf0600/VNP1Sz1GGwWO51y31efV/DH/CPeJ9Su/DXhfTdX16/8L6ZJ4fup9F1htXXU/N0fWdEn0vWdS0ea11q1hge6WymBstY0y6s7m&#43;03U9G1zTZbLV9NurK&#43;nmtYb06Pr9tonivS9f8O6R4j8av2hdB&#43;FN94c8GaTp58Z/FXxtqmg6R4W8EWlzcWtvbDxHr9j4ZsPEnjfW7TTtWHg/wdHq2oQWj6zd2F1PfXW6y0iwv7iO5&#43;y&#43;lVqOlNTrwoyqUpV6iq16NHETUsXh5YedWE6sKt5yoVajw9en&#43;8putKth6kZyUzDG1sBg6M6uJxGHjhsFXdKM8PVpVaVPE4WtPDTpYatgnOVebqwlhXQoVKsKqjPDwpyjVrRqfQ9UbC5SaOS3e&#43;sb7UNOaCy1g2AEUcGpNY2l68Ulkbu9n05pra8tb&#43;Cyurqe4jsby0kM08csc8vyL4ztP2y/Enh2&#43;f&#43;1vgP8ACS2sWtNde90G7&#43;I3xC8Rwr4fvbbXFt0upbf4eaUYLx9OFpqlhc2Op2Gq6VPd6VeQy2t5cIfJ/wDgm58a/G/xW&#43;CMup/EjxR4bkl074na/wDDbwdo9r4b8L&#43;D0j0zQ/h/4G8RaB4Y8Lad4YtvD&#43;kLaaDpKeLrw6VDod/qL6XEJ476y0vw9LDNx8zqYilCnDEOoo1pNezbpTw8Yc9WSisRBxqUXCFWVWrhpqnQjVjSkva1XDy3xHhI5phstrYDNaNfG0XPAV6sMPhsJWjCvTp432sMRjKOJp1MP7XBulGeDc8QsRUjh5&#43;1puhif0Cu9ZubbxDo&#43;iR6NqN3b6pZ6pdz6vbxOdP0oad9lC/brh41soxcSXUVtFateprd1Pc28&#43;j6Nq&#43;kaf4u1bwpm&#43;JfGGneCor3WvGV9oPhzwXDJ4Q0u08SX&#43;rzxyyeJPFniZvC0Gl6lYSaVFY6XYPqepeErTSdXGuXp1C&#43;1vUINR0/QrXRrfUNa19J1/Stbn12203ULK8uPDmsvoGtWtvcb77R9VTTdN1YafrNk8cVxpd7Ppmr6ZrNjb3Cf8TDw9q2h&#43;ILKSfS9asJ5dmnh7&#43;wlONTEVfrHPXoVcbRVJRpV5&#43;1w08LTp4fAurl88O6c8DiKjxCx2DqwxlLGYiliKFc&#43;iwbhTqVZYlyxtCpXTUIyhh6uHownRVajh61OnOmqrdKvCNbFYfFKmsRLno1JUqco&#43;R&#43;A9E1i7uNa1HxZ4hvbnUdN8f3evaZ4R03xRqNxZ/DufUfAmkaXq/gvVNW03V7eX4jeHL/AFfVfEnxJ8IxePtE01tG0bxv4PgtPBHhWXwX4Wg0j0TU7jVYb3w9Hp9o9xaXesT2&#43;uzJb2c62GlLoGuXUN3LLda9o89mj63baPYi407T/FV40l7HaPoNvp91feJ/DnBx&#43;BPCnhqw1u91Xw9oF/4c0CPSLrwvomg&#43;CtX1C80Twt4GOleK/DOhnQ7S98TTeL9W8GeOrDW/Enwyh8NeHdJfwdbalpPhjwN4ZtdRsLrVvEWynhLQbXXfAjL4d1e/vvBvhrXtN0Dx1e61Nqmp6Rps0XhvS77wtr/iDWPEM3jfxN/wmcdtp2u3sWqxeJNH1jWfAdj4m8W38Hi7RPBd5de5hoUauIoyrSw0ZRoxp0o4DBUsJg1DBZTRWCg/3uUqeOpVKdHDY6fs6s8TiKcscqmdV8V7DFaVKtWtTnXxVSu6zq4alSnyRrrER&#43;r0pY2rXqqFJU6316pOLjChVdbD1f7RxGIwuIqToR7piwVtgUtglQxKqWwcBmCuVUk8sEcgchSQAfw9/aU/aTm/aB8bfGfw/L8VNf8Agj&#43;w1&#43;yrepon7QnxO8EX8&#43;l&#43;Pfjh8TPONsPgr8PdXtGju4dO&#43;2qdG1ZdKcz6pNIwvGk0rWNGuYv3Cbfsfy8b9p2hshS2DtDEchd2Afav4/fh4LvT/wBkz9mDxp400rUvEPwn&#43;C/7evjjxV&#43;2X4ZtreTUdZtNZF/8PY9D8T&#43;LNEhEl1e6bpehvrOj6jLcRfZri71qw0R7iK41GKvs&#43;MMRUnjHCpTp1adCpisZUpVZS5KkMHXo4eh7SMZ&#43;7Ql9ZpSrxgqNSWFwWLaqy9rJR/FvFTO8Xl2GyvLaDlHCY3C5rmGPtKrSp4illtbJ8LTwuMq0HDERyqnVzlZvnNOhUp1cRlWUYvCucKFeu3&#43;ln7Pfwf8A2u/H/h2DxN&#43;zD8N/g7/wTz&#43;BWs&#43;WfCq3Hhiy179pjx74ammiEHifxn4k8UeFfG7wfb7MPqGnLqqWmuPm3hhv73S57PxJLkfHz4d/t6fArwxHqmv/AB21f4v2NzqdlDpXhn4kaH8NPi98I/HGtadq1nr2k&#43;FvEnhrUfhx4a8VaBrmtx6Te3Hh/wCwafceHdI1LSLG/wBT&#43;KHhya9S1sv3F8CeKPBXj7w/pfj7wJ4g0rxh4b8S2kd9ovifRtWGuabe2F2Y9w028Fxcw21u0ltGt1Y2v2dIru3KXVul3C4R3j7T9U1fw7f6Rpmg&#43;HfEY1S21O0u7DxNrd3olgqjQ9Tn0mSO4tfC/iwvJL4lh0OyuHfTVOlaZd6h4itRqmoaLZ&#43;Hda&#43;azHBYqFPlxFVzi/Z1KfLifqeFqOWGeLp&#43;ypU6iwlHD2qQ5aWGhSdRWhSlGrK78&#43;lwDVxFNYLD5/mqr&#43;xawGPy/M62W4CpVrUIyoSwuAwGIwmU5dgE8TCcoYKlRprDucJV6kZ1Jz/A7/gj/wDtIP4g&#43;MHxx8B&#43;DfDCeGvAHxL&#43;EK/tB6J8FvDd3EfD/wAPvHeg&#43;NrXwL8QdC&#43;HS63eWFnpGieOdYksNd0nRLzUbXS9B0&#43;XRtGlv1j0m71O5/oSZ7lb23tVsLqS3mtb24l1NJLEWNnNaT2MUNhcRyXiak11qKXdxcWT2mn3VikOl341C8sJ5NMg1H8v/gH/AME4fDn7KPjiD4p/B6HRo9Y0vXNREvh&#43;K&#43;8Ty6/4j&#43;HGvy6hDq3gm&#43;8Z&#43;Idfn0K5fTbXUbHWdBsD4O8PWmt&#43;LPAvhL&#43;1vFPhi01TxDq0X6b6PeWckmsWVmmrr/ZOqXEN2&#43;rWniCFZrzUbaz8Ru2l3&#43;vRImr6XHFrcNvFc6JcXuiaVdQ3nhaCWzvfD9/pGm&#43;Pg8HOng4VMRTp1Ep4iF4VlOUVy0YupWoUqqrYelSq4imsNVq0aeHxFeVSjCdb6vUow9PwywvFWR8K1cBmuHwX17DY/HVk0pzpSoV44apTdONKrh4YbDqrirYPD0sNRoUIqNONN4d06cJ5NLjfULXU2e8FzaWd9YRRR6lqEWnvDqU&#43;mzzvdaTHdJpV9exyaXarYaje2VxqGlwS6jbaZdWltrGrRX25B4XlS9k1C417UWivtL0pIdCTS4rrTtNlhk1G6l1G3ubXTYtTfUNWh1C0ttRhvNWvdPhh0bTTpmn6bdS6xc6tgJZwzeJGurfVbw3n9kWdnd6B9vSbTmhutRuH0jVptKlEslhepLFrFnBf6e1gmrwvcW2sLq7aHof9iei67pVnfXenvax6/f8A9jQR2sFvo/iDWNG060NtfWV0RdQ6VeQQX18ZNMgt3W6ikcaTNf6UwfSta1azv&#43;PFVFCH&#43;yzpVpTjWjZzThGpRrSg6c60qM1RmqtPlqSpKpKCcqbvL2lI7eJeKeIsI8jwdGpDD1sZHF1cROnLCYang8HSq4KdKE8TnWGxWAoOtRxtXFUYVpYOli8TbDUcapSlKpy8ugXFn/aeoNrK3VjmwW10&#43;40i4sbq1uXE0V0kV47It3aTpFDcxQS2pubS4XUHk1C5tbuxsdM4e&#43;0vULnWfCmtQvcQz6d/aljrVrD4l1K20ltI1fTPPuN2h/2bc6V4l1C38QaV4eXS769ttA1nRrB9Zm0rxBaWOo&#43;IPCvizoPiDaW/iHwL4hjvPDeu&#43;LoNIzrX/CCPc6MPEV7rXhy7XVfDU3hfVdY1nQdL03X013TdNvfCmr6h4h8NN4c8QLpGsz6xoF1Zf2lY&#43;X&#43;GvDvirVNJ8R6V4v8AFHirUfDGteHrXwvYwaxa6Z4N&#43;KFve6amu&#43;FvE3jP/hO/hLregWVhZ/EXS7bw5428KWfh/wAOeCvGfw/1vUPEN7LqWlPqug&#43;APhY8qweE&#43;q08a85nhKdSpiprLMRiq885xdPH18NiMZiMPgMRUjmsaOXRxs4PC4vEZXk2Hw&#43;Jp5MvaR&#43;rYHDfYcL4zH47C1KmaZlUqYqOKVL2UcJQwuKw2FhhcBehiaeFy7LsLKq6Uo13LmTx1HMvaRxGMhzYuHotzpVleX1pqFytxLNY29zbQW7X18NMIub3StQ&#43;03OjLcjSL3UbO70Wxl0rVbyxuNT0UG&#43;i0i7sYdW1WO90ayNE0l9J07TrW81O98RataaRpek6j4p1i20S31/xG&#43;lwNH/aetDw7pGg6Gl7e3M15qNxbaLouj6JbXt/eDSdI0y0kS0jsalZ3F9bxw2uq3&#43;jSJf6VeNd6bHpctxNb6dqlnqF3pUi6vpuq2gsNdtLabRNVkitYtUh0vUbybRNS0bWk0/V7Fxox&#43;szU6mF5vaPCLG0vrE6U8HRxWIeFq81TCUcYqHLXqYv6vLC&#43;0oVMTXhCnOpKUqn0qWrvy3u1dXacU3yu7jF7O9raNtK&#43;7&#43;PB8d/Dt23jS5&#43;Mvi2f4faFpnxS8a&#43;BfA2h23iTXPh1qfjTS/B3iGLwzHrvhmDRLseL/iPria9qWi2d5N4L1&#43;78A2&#43;k&#43;LNCGqNo3xC03xn4E8MZNl8c/2fbX/hKruD4ufFXwo3hrxHb&#43;Hr7Ubrxd41&#43;Jel&#43;FLjU9M0u50vSr&#43;41aL4i&#43;ENMm1ezvNP12O08XW8&#43;oWWp67Pp2lX0lglrBHyHxx&#43;GfxE&#43;Kn7K/g7SPhbolx4mvdb&#43;Jk3xI&#43;wWeuaRoGoSeEfEev&#43;OPF&#43;iXtjqmvapolrEba51/wxc3USala30ukrfRWfmXBSCTzX4X/sxfCLwX4dgT9prwD4j8GeO/ip408S6GniKy&#43;Jer6T4Ujt7nUvE/ibwj8OrLVPhx8QYJoNJTw5aatr1wnizTIdKvvEd34it9W1nW9T1O1uNb8PGY/E1atKhhMCqEFg6eInj8wrVMRQr4uvVqVXToYjDYHA/wBn4Sm8V7DDYGU8wr044OjWrY&#43;vVxD&#43;qfl2IjmFPOcPVy/L6PLLJMHWnmedLHvBLMsVRwmHrVY5vThWqOo1hcHDD4VVKValWxeYVI4qFD2OFfuv7PP7W2mfEXxVbeENb1ObWbXxTe67YfC/x1bWdjY6X4ot9AuvEmoWul&#43;KNKS0sNR8OfEu&#43;8I6c2qazZ/Y7Xw/Ne6Druk2&#43;jeDPEGjX3h&#43;&#43;&#43;1zeamutiwbSGbR5dKa8i16G&#43;tWWHU4LtYbjSNQ0ybyLyBrq1uba90a&#43;0/&#43;1bW6Fprtvq/9gS2mh/8ACS/Lnws/Yy&#43;FXwf&#43;IeneP/C1z4jv5NK0/wAQQaVpXinVZ9ci0HUtdTTrRtU8P3e6ze1b&#43;y49csL6LVoNcuLptclurK&#43;0mX&#43;1F1r64rqydY&#43;jRrwzKlRnNVqscPL6xWruVGpSpzVaU06U1UpYideFKnNzgqdKk5xlGTpx&#43;wyTB53Sy2hTzjHxWMhi5V28FP6xKWGU9cHi62PwtRyhVqe1nF4Z&#43;2p4OeFpxxdOvCtCHDWetxaN4u0r4a6d4C8R6boEHgaTW9H8XabpmhQ/DWxi0PU9N0D/AIQKN7DV/wC1tF8R2llf6dqelaZd&#43;GdP0LUtAW8Ph/V9QudA17T9J6XW9E0XxNour&#43;G/EmkaX4g8O&#43;INL1DRNe0HW9PtNW0XW9F1a0msNU0jV9Lv4bix1LS9Ssbiey1DT72Ca0vLSaa3uIZIZHRrFxFem2vxZXkcV7PHKdPmv7QXtlYXJtVitzJZ2s&#43;mXN7Zx3KC7uLZtRgupzLPBFqFrGYPsyabJqMunWEur2tlY6tJZWsmp2Wm38&#43;q6dZ6i8EbXtrYandabo9zqVlb3Jlitb&#43;40jSp7yBI7iXTbGSRrWL2oYh8uGxeEw39lVcFKlQ/dYq1eWIw9Wt7DMqEVia1Sj9YhQp108PUUcPN03OlgKlanhKfsqvUniatGvHFVJVI1MSsVWhTnRq89ecatB1aUm1Wpc1OaWJhSnXo1oSpVMVVoY54eHRNItdA0bSNCsZdTnsdE0yw0izn1vW9Z8S6zNa6baxWdvLq/iPxHf6r4h1/U5IYUe/1vXdU1LWdVumlvtUv7y&#43;nnuJJFu5o45XvrSSArfraQi0E2pLcQ3F1Hb2N2q21v9oijZLiFtRNxbRQ6XJHeyS3Eul2q6rPzOi&#43;H77w34h1GDRLDwvp/gLV4NR16fT9Ptr/AE3W7D4g6rr15qviTVRDHNdaBqemeOH1WbW9U&#43;yWXhnUdK8X2Gt&#43;INSl8c33xGvrrwfpeGrPWIrC3vPFVv4cbxhJaRaZrer&#43;GrW6tbDWINKvNR/sy7t4NRa41TTLS7jvLjWIvDN3quvJ4WvNY1HR7fxH4kWB/EWrY5lQxVWu8XDNYVp1K9es3OUq9TGwxccW6eJx8KuGlXjisPXhSljsLHMMJN4mtKWGxuaYFQxdfSUVKc/Y1KsIUOaEb0aUaVSpOFN0o1KdSUa8qcITlNVMFOVKNWlLD1q0ZSiix4jvdb07SLm&#43;8PaHF4k1O2lsZBokmrQ6JNfaeNQtRrK6dfXVrc2La3Doxv7nQNP1OXSdI1jW4dP0fWPEnhXTL678S6VTuE8QT6hFPNp2ipY6V4mgbT/JZ9b1TU9Au/DkdjPqeb0eG7bwbrmn&#43;IdV1JLhbW58ZxXvgzSbhbcf214sGm&#43;GPPhp/ivxbdW/i&#43;30z4lfDLxIvgfwheW3h/VfGvhCXQLq5vNbsPFuqfD3xbommXPxW8IaT4t0u40C78B&#43;PPGnhHRddVfBvje5m&#43;G/xF8QaxbaffeCfUdZu9Wt7YJoOn2Op6s72zw2urahqGi6WbJdRsINVlm1mx0HxD9nvLXTrq4vNMsHsC2sXlsliZ7C0a91bTlmEMC8JVwdaVCNaOMlhZYmUpwqYfG0Mbglg8TgcSq9bJsdQeOoOlllZLERxk516lXC1sJXyfE1oxKlSoTrYuMY0KbpYql9SxFXFYitRjRw&#43;Lpwq4bCQWKhX55qnPL6UKtSrJPB1HUrvFYCg7S7TVLM6mmpauurxT6rdXeku&#43;nwWN5p&#43;l3SwzJpF7NayC11NtPvWvYdO1CKw0yf&#43;w/7KsdTj1TWbHUfEmuatcTL480jSPD3hDX/ABtBd/Dt/F954T0RNI8XT6Mbrw/4u8ZtbWWheC/EeteGtW8R&#43;DLTX73xHeWfgrTpbDxTqegeIfG&#43;oaN4X8K65r2qeIvDkOrddBO00l3G1vcQC1uFgWSZYxHdq1rbXX2i0KSOz26tctaO0qQyC7tbpBG0SRzSrH1JYLE4OhjISpyx9fGYLBV6OHlVy/FYnK6EamLo0MxwdOpltSrToJV7xxLlioc2IpSrpzmOhTp04SpUpzmqUm5&#43;0r1cTVg60nV/eVK9SrWUb1F7OM5clOEqdKmo0/ZwUGm6rpes28l5pGpWGq2kN/qulTXWm3lvfW8WqaFql5oeuabJPaySxJf6NrWnaho&#43;q2bMLjTtUsbzT7yOG7tp4U5rU9SgmutbnvNb0vRPD/gn&#43;ydU1DX7LxTDFeafqVrbXur&#43;JtG8Z6Re6X/Yuk6BH4Qu9A1BbvUtVvrq6sfEV3qsOn&#43;FbzQPDfiXUe0qKSCGV4JJYYpHtpTPbPJGjvbzNDNbNNAzAmKVre4ngMkZVzDPNETskdWmu0&#43;ZUsNQrQlWouNPGTnKVGnDE0qvtadWlCNOWLoRhzU3Vw06NWScVTw1SdLF4XWrCnVp16bVVKpBwg4V5UZU&#43;eUVKUqlKCqtxpOpyOhPDVY1vZ1Y1oKDjLlvGOr&#43;KdGs9NufCnhSbxhdSavFFqemQ6jo&#43;kvFocVjqF7qN1Df6zqen26akwtIrDw/aLDe2&#43;reJb7RtH1u58I&#43;GNQ134heDuP8C&#43;JrHV/HfxE0KAW9vregS6JqPidf&#43;Ea17wrPrNp4rsFvvAGsRaX4h1CK7vX03wxYT&#43;Dtf8a6fpOq&#43;G/Fmv8Ahu58Oad4m0nxH8NvGvwy8A&#43;oWmmabYT6ndWOn2Nlda1fR6nrNzaWkFvPq2pRabp&#43;jRahqc0MaSX99HpGk6VpUd3dNLOmm6Zp9isgtbK2ij5TxVb/ANp2kLnw7d&#43;KNJn1DTdI1HQ7OxttO8QR3o8aaBa6f4ystW1/xJ4VttO0z4dmLV/Gs9zYR3vii6tdPtta&#43;G8t54htNJ0XxRddRqwo4LA4XDVMZWqxrU8Ris7xGSKeJlPLV/ttWrh87w0srwcKOJw1LB4Klw/DEYrMKOZ5vmywmGxOV43ycRhnUzLLsRWqUqkcPX9tDAPC4DF16LjHGZbVzfLa&#43;LlhMRhK8cFnPs809lWnGWFp08Jg40quKxjzTrYru4bUrqzOm3sVtbWen3cOsSSacdOvri8uNSiuNNtYotQk1dL3SY7C1utQkvdLs9Okg1nTV0vUNSuYtYt9K0VZvmCLvVuShBOD9Bg8dmHbGeeBFWPqs2l3Gm6wl2Zbu20&#43;KU6lBpaX15qltJb2sWpolpbaKs2srrEcElrfabFpkf8AbHnSWU&#43;mIbmS1ZlUx8sFTnOm6EKnJV&#43;r062K&#43;qU6taOGqSnTliJUsU6dOtSp1JYtxw2IUaEalT6vOFJU105hhpYmjUWGo4erjZ0vZ4TD4ipVpUMTiqa9thYVatGFbEUmsRTVSNfD0q1bCt1KtCjNr2b01vhZ3OzVX02wN7f/ANn&#43;Hof7QDXWrldKOpzRrazwWpTUIxZ61KbC0l1MnStMbVZLmMPc2lhm6lBbaldWelajoH9q6dJt1s313DpN1pOnat4d1bRdR0JJra8u/wC0f7Y/tHZregXtjpd1badc&#43;HZ7u61LStRTRE1GXVtF0fXrWKx1zSdM1qyg1PRdags9WsLXUbWHWPDesWHiLw7q0VveRTRR6noPiDS9M13Rb9EF1pesadYanYywXtpbzx89Zv4f8O&#43;H9AtdA07UvDvhjw7qWneDtK8OeHfBWo21pbWltqJ8A6TpFv4bs/Dkt7pfgzS72WyvbbW9IstM8Oab4c0y18Tya1D8P4b6&#43;m9ipivb4XBUcHSzCtjKWPdOjhKdKlVc546aUMVHGUa2Dm8TQmqdPDYKlgNMNhIyhWxWIlKhV4MHlccJVzPEZhjMJVljYQ5pfV/q1GjluCoRTwk6devjnVhOtUxVXE4mpOCn9cjGqoezVeTbLQdX8IeCIfD/AIRvrrxHqegaabXw4/xG8R6xqt1qUFlIz6XoviXxtLb6z4ovG&#43;wJDoL&#43;Odbt/GPi1lSPxP4nHjvxCNTbXO1rn28R&#43;H7TxJp3ghr2K28Q3/h/U/EelaObe4hN34f0C/0bSNYvbGXyFspotHvvEOgWuoW8E7XFj/bOlNPBHDfWrycH/wAK38Zf9HAfFz/wTfAf/wCcnXkOtiMTCGMxkObGYx1a&#43;JxKxOJxSxFb206WJUa1d0qeIjQx1LGUpYqOFoYmtXVaGLblRp0cP72ApYPEyxEYZng8P9VdLC1KVSeKrRpVYQdV0&#43;XB4XFypVo0q1GVWNf2c5Up4eUYyi2zuvDvhfTfCtjb6Tocmp2&#43;kW0&#43;u3MGmXmq6hrUMMmv61NrskFrda5calqen6Ro9xdXWneFfDem39n4Y8KeHZLTwv4f0bTvDuieHtM0jzn40/B/RfjDp/g2w8RRrfaH4Q8ZReMtR0AWjT3Hii1tPDviLRbvwrBM&#43;t6PpUNh4vsNcvPB3jTT/FNt4k8JeLfhl4j8d&#43;BtY8PxTeJ9P8WeFO&#43;0vw3cQSW&#43;o6xrOo6jrDSabqepLYahrul&#43;GZPENt4dk8Oaje6T4cudd1eTTNB1K2kFyvg681fWfD9lqltaeI47eXxh9v8AE2o/OfxA/aGs/DnjS9&#43;CHwf0LVfiV8WLWz1Hxb4jik8QwQ&#43;Evhvp15qH9rS3/wAQ/F/ia7vP7M0qSfUo1t/CujrPqVj4dmh07QofD9uvh5RUs3xfDuLxGd5dmuNwmNwlSri8Pm2Exjw&#43;MWKjh403WwU8dUhRoe2lGoqaxMqFGtGXtsdRpSxOLpw8TMcZgaeRYqpmuHxWF&#43;uUcbgqmWTWDrYivCrHG4dUMJKji69CeIxOCp0cTRhBxVB1q0q1Sh9TnXqfW1fn98HdY0TwtovxE1rxXrEGu&#43;O/iV&#43;2N4g8HprOvxRW974gfwJ8ZtH8BeGdBs7qG3gsBeeG/COhyeItA8LWsiTJY6b4j1jTNPfT9L1&#43;6tNCXwp&#43;254Pm8U&#43;N/Ckn7PmpXuprcatf/Dq41X41&#43;IG1mSDUda1v7BpnibxP4rg0u08Qz/21d6FpurQ&#43;GvD&#43;nRaNp3g7wrNbWvgzwX4U0fQPmf9nX452OpWvjr4NfEbTtZ&#43;Gnxx8bfth6T8VtE&#43;FniLR/EEN/F4W1v4xfD34g6pDZ6tc6PZ6feLpcdh4qlaSVrGW&#43;sLE6lbWrW82V5a9SgsRyw9tKlauqE61OOHqTvG1GcoKeIpwm3bmpRq1JWcoRnrzng5jnVJ4/L4YrDYnAVpYXNY4T69TdPDVsVUo04YdUKspKjPF1YKrRpUKqhi/wDaJwhRlGc1L9X4p7q/1rxX4c1S78O3en/2Zo97YWWn3M0XiSx0vXINU0y5g8RaVK9zGbS51HRNTuNB8SW1xZw6skupaC2hWlx4Qn1zxL&#43;XX/BLnwRqkHwT&#43;JekXOtHHh79pS4guvDur6HoWseHhd&#43;DdG8Ez313HBJY2uvQa3fTfYrqw1IeIng8Pa/4T8JazpummK28TaZ4r/WDVdV0zQtM1LW9b1Kw0fRtHsLzVdX1fVby30/TNK0zT7eS7v8AUtSv7uSG0sbCxtIZbq8vLqWK3treKSaaRI0Zh8KfsIRQ2M/7X2lQII4tP/bN&#43;M8cKDhUg3aHbwKo5wAlqAOemPSrqKaq4eqoOMJKpSjNwXK5Ulh6slCbjpNONJ1ORqTp1HTqOVOtOM/QzbCwq8Q8NVqkXy&#43;xz7C&#43;65wU1Vw2DqzjzRkpOyw8eaKla02rKEuV/VPiTWr/AMWXniLwN8OfiDo3g/4geDpNC1XxDBrXhG48SXdtpOuaZq974QvDoF7q/hh7/wAF&#43;KPEGky6VqPiTSLya117TvC3xP8Ah/4U8TeE/iNpF54r&#43;H3pNzaWt7GsN5bW93ElxaXaRXMMc8aXVhdQ31jcqkquq3Fne29veWkwAkt7qCG4hZJYkdeG1LUBaaLc/ETXvDfji01LwPpHjeY&#43;FPD&#43;oarr97rNpYSSieTS/B/g/V7vS/HV74itdAtdR8AW2qaTP4ttbbWLexTSPCviPVdd0KLn9G1LRtdtLv8AaA8DaZZeO9M8Y/B7wjqXgy38KaDb6B8QfHmjW0XijxroOmXPiLxj4q8MeH9VstXt/FNgnw50HxnaeDrf4fa3rfji&#43;1PxVBZePNXi0L3o4WpjsC62FwtbCYDDVMDhsNisZQpLD4nO8esvpYzB4niCOAwNDCqdDD5jnGAwWY1pwy7CYaeGlWc6&#43;JzOv9BiJ1MRReCxOGwmIw69rRnD2FOMKuBxKqSqfW70JPFzv7TDujUqYnnp&#43;z1oUKqo0fYa5DwZ4ffRLG/vNV0rwhZ&#43;MfEuoQ6x491rwZox0Sy8a&#43;JdP0bSPCNt4uv7e5a71Qahe&#43;FPDHhnTYrPWdZ8S3/h3RtK0jwhH4p8Rab4c0/Vbnq4hKFImeOR/MmIaKJoVETSu0CFHmnJkjgMcc0odVnlR5kht0kWCNls100bG8ht4JRcXSoltcyXUbWqXUyWMzSy2tmy3FxZLb3F1bCF47O6lms4bq&#43;igS&#43;uOHKc1xuXTp4vDc&#43;GqVKdP2&#43;GrKjPmg3Gq8Lio0p1aNWNOrGE5Rp1atFYmjRxFOcqlChVjrOpHnjhWnJVOfERksLzxUsPaipLGug54aTji5KOGWIo/XIOdSVDEfU&#43;fDSlIy6ymNTKiPGkhCl0SUxtIitt3KsjRRM6ghXaKMsCUXH5S/EL9ln4ofs&#43;/Hv4h/tHfs4eB/D3xr&#43;Gvxpf&#43;0/2gP2WfEF3o&#43;j3Wq&#43;J4lu3PxG&#43;F2ra/a3Ph7/hIJJr/VL3VtA1r7MdSbVdcs7O4vW1nTIfDX6UeJvGVp4Z8P3vjG9WCz8IeGV8T6n471bWV17SrzQPC/hPSfENzq2uaTo0fhzUL7xJImp6PZxW9og0uz1Pw9e3fiXRNX1UW2k6V4g&#43;VvhJ&#43;2v&#43;zH&#43;1N4pi0D4KfEuLxV4u8BatpHiaDSL7UPiV8KrHWNJ1ptX8HanfRWWr6Bov/Cx7fSvD&#43;savqNv4R1XQ9a8N/wDCYxeE76WbRdWsfD/jPQvTzLP/AO1cVh6OZUcJHEYilUxdGtDDU8Q1WwTnRwscYp1qWBpOWIcKcqWZc1WWB9tiqWExmGw7py&#43;L4kwXCOdVMsyfNMzy/C5rXrxzLIY/XMvhmU68KUqbxWBw2MjWp4&#43;hPD89GvRrYXF4LE0U6dalPkjyfnzpt1&#43;yzqXim9/4Zw&#43;NHxM/4Jg/tI312l/qHwc&#43;Jug3Pw9&#43;GvirWUZFii8Q/CTxlL/wqfXvtbRpY6fdeAtaguUt5Ddf2NqDXMUM311oX7cPjr4JahoXgj9vT4cWnwpn1i9tdI8N/tG/Du4uPFn7OHjm6uQUsZ77VUEuvfC&#43;81Xa0tpp/i62No9vBfarPfaVpduTH&#43;gHjT4deBPiXodz4Z&#43;I3hLwn478L30JW68O&#43;L9A0nxBpcsjcCZrTVobuFZYhkQyRxRyxOTIsgdY9n5CftO/syaf&#43;xt4G8TfEr4UDVfGH7H2oyWumftN/sgeLdVv/Fng2DwB4g1G10zVvH/wak1a7utX8GeKPCtxeQa4bGwv44T9lhv7e90&#43;10O2s08vG4nF1YyruOFhKbc8QqFKNKk17NU&#43;f6rB&#43;wpT91VKlXCqlOUnJypz0cfzLH4XOeEcbis2yqdCGDwzlVxmIwOXYvCZXKlThB1MRmXDLniKMqVKUatbMsyyDG5Tj3HnxNPAZhGEcDL9n7i7mn0ma&#43;0MWOqTzacLrR1mv2tdJ1CaSEzWAl1azs9Ve2sLx2h8zULXT9SaK2ka5hs7wokEmbpOtRaxPq6JDqel3Gg65faNqNpe29ujSyxW8V1ZzR3ETXtpc6bqulalpWuafcWF6LiFbu303Vl03W7TWtBs/wAzP&#43;CYvizX/DKftF/sheJfFMvi&#43;0/ZY&#43;Iek6d8L/EepXaS6tqXwS&#43;IenXfiL4bRXJfZJOlhpdm00MiL9lsbHVbDRbIR6fptitfptoOi&#43;HbHzNX0UWty2s26yNrP219Vur/AEyfUtX1/T7OPWbq6vbufw/p934i1eXw3pMV3/YugWOoyWHh&#43;z0/TPKtUylVhXhhYUqtCjiXVlWnTqJ1KtXDUealioQ5cbQ9msPiKuF/fRw1eNqrhUUfa0rfa8N5/LNslhmP1SphPavHUMZg3QrYmSxlCVHA1sIq1OgqDnQxuX4uCrylTU4Qq89GpKrSqYTqrC1N5qmnoby5tFSbz2&#43;zi1LXTpb3IgtZWuYJtim5eGZGt3t5ftMMCvM1q1xbz3tdfellcW6qlvctPcu8dnHZSPf&#43;YIZnvBBI8cl8scEKNJhHESRDkDIwLq2iuRC7Myta3VreW80M00E0NzazrLE8U9tJFKoY5iuIg5hu7SSezukmtLmeGTbh1ZFvZ7y4n1aF5Y7cPZWM9hHphvIDeibUfs02nyTm7vo7uOO7Wa7uLJTYWU9lZ2d0Lqe5jFU5yrQnKNNxo04uk2lzynKdWM1dU3aXJUbjUlUvKCnSdkoKXNPD5v8A2tl&#43;dYDLoZpSwFJYeGBdbD0K2GxEsNi6OMdZ4nCqvRpVKeJwSpYjAzxs/aUHQrYClQxNTG0KxsL7VtO1oeL7LR5bLVPDGoabfaKBPq0V5ZTa1qNhp8&#43;sXd9BZw3i&#43;I/Dp0Wa/wBAk0cQaXdjVtNbVvEmnTW12PM9C8YeC59aufh/pPiGG78R&#43;GbLyb3Rr2/v7zXIIdMh0lbkXl1q7zahqmoWNlrnhbU9Zknur3VLfTPGXgrxDq7Lp/jrwtqOtdvYeNdF8baBo/iLwlqula74S8UabpniXQ/Eeh6ta&#43;INL8UaPq1lDf6Nruna/Yyz2Gr6PqOnXMF9pN5p00mnXNncQ3NpJNDJFKa1vFJDGySXU92zT3UoluFtlkSO4uZZ4rVRaW9rEYLKKRLK1Z42uXtreJ724u7xp7ubKdCWHx9aOKwU6FaFPF0KlPkVCvg8RTr0VTw1aVd1MRGFJrERqYV0nOU4J1cVQqUuTE/U8HZVjstwlapj1GnPGyjL6snQlUpUKFK2ApSq4ScsIoYWdfFwo0qEKlJYGWGo0p4eUKkXnarqstloGpa5pGk3/iya00e81XTND8PXOhpqniaWCykvLLSdDvPEGsaD4bW/1l0is9Mudb1/RtDW4uYJdS1jTrATXsPGfE/xx/wiPhzxGlhFqbeJv&#43;EC8aeJPDcieH9cvNDl1Lw9Ho&#43;n2Gl3niODT5PDOn6/q&#43;u&#43;JtCtfDfhbVNXsvEPi9BrNx4Y0zVrTwz4muNI3NctfE&#43;kaBcR&#43;ALXSNV106s&#43;oxWvjnxN4ji02eLUdcfVtctW1uOx8U6tp6PBc31l4fgg0&#43;70rw3G&#43;n21hpJ0PSbbQ3&#43;a/wBo/wAZa18ONd8IeINc8DeNPE3wcuvGXgHV/iP4y8Mard&#43;Im8Aad4Kvdb1PQUk&#43;GOm2L6wlsPiZcfDjxDeeJvDFlr93rHhW2&#43;IUXjrVvDlj4E&#43;Gfh/xtvhoOvhZ0p08PKrQpZgq&#43;MePweSRVaOXUKtKvUlnOOVCWX4evUp1KNHL6eMx2Lq1cXgI1pzw9XEZZ6uaZlDB4XNHKWIpRwGEo1amPll&#43;Ljh5qu60ZTw6oLEy58NCl9ZxlqtWjgqM4N18RWj7CfG/H34h3Xwr0nRPhN4F8T6/4M0/4c/Dfw5rus65okGjX2rxeHIZ7zw34btQ&#43;r6P4h&#43;z2sUfhPVTq&#43;oJo08UOpXnhSz1CaKx1qSG68Q1j4I/tWfF2bRtX8a&#43;H/il4juNFvtSNtpnjfxR8DvD/hCyh1jSbxNP8V6bpPgvVrfV/BfjLRtMtIdGnv7nRvG0ugzpem207xfpfjP4grf8R8NdYf8Aap/aQ0&#43;5k0sPonxN8faN421bwxr1stxa6Z8LvgZqmkXOlad4p05ZNUXTdVurjSdItbuezuGs7PXPiJq&#43;nx3k2l3Wp6bq/wCz&#43;u6LZeFvBPiCw0BP&#43;EHtNUutelvdU8G6Npst1oeseMtXvb3VvGcFnNout6PPqs3iDXb7xTr&#43;teItDvNKt7ifV9f8Wac&#43;lS63ezfDUaeFzepi51s1xeAovFYXDUIc3ssshgYSdaWJxMlOtVcaMaeFq/V4ZfJNupP20q0YUan41X5eJ82zOU8zx&#43;EwSxGX4bJqVDMYYXBOjSn7SMqmCxPNSlSeEp4arCMoYeDxVWcJ1J1ZuD8M&#43;GvhH4g&#43;A/g54d&#43;GE/i6HWfiP4d&#43;G8Om2HxJ8ReGV1vwcfFUdndWll9q8N6DrXgzVtW0DwpeHS4k0S61zwtr3iTwvFaQjxjceIf&#43;Eg13T/QHuX8T6Hrlx4I8bWD3b6rqun6brdvDpHijRdD8QeFNTfw/rfh6&#43;srCWxfUbPTvE2g6tovjLRn1qw8TWl63iHRbTxB4Y1S0sZ9E6DStSt9Z0vTdXtI7&#43;G01Wws9StYdV0rVNC1SK3vreO6hj1LRNbs9O1rRr9I5VW80rV9PsdU064ElpqFnbXcM0KRXOlJc6pperC&#43;1S2n0uLUbb7LbX86aXqNpqaW3nwappLmTT7uWC5sbG807Uxbxa1pb29zZ6dqdtpOt&#43;ItO1j7dU5YejPA4qnOFTB4xvDKNGNCvh4rCxwuJwuYup/tONn9ZowqU/a16NDAR9uqeX1cXVqYif7pQpww1Ch7F4jFunUpeyk6tDkWHnWqKCdKMMPhqlDC0K8VHmU6tWhhoup9cxXs5lSLStUt/ElzqsWuzPod/pqw3nhu8thdJb61bS26Wes6Hqf2iK40qC5077TZ6/ok0GpabqFzb6JqujL4b1CLxTL4yqXOuamvjHS/D&#43;n2Gi6jpJ0XUNQ8U3ieJo4PFHhe7uriCPwTM3g99MZNR8K&#43;KE0vxzZ3fiI&#43;ILDUNJ13QNG07TPDPibTtW8Ta34Et6HbfZbjxErabe20suvzXM2r3sPh2F/E32nTdLmt9StzoDrNNZaNZNa&#43;CbSbxFZaf4iaHwmq3KalYJpuvavR1XSYr3TG1vUIE0LxdaeEtc0mDxL4asLLxL4k8KRa7b6bd69B4QvNW8MX8upo2p6Hot/DYXXhi4svEN/4f0KXVfDF61rb6eioR5VF4ilSo89Nz9nCdKsqcsRSlUoyqvCVYw9vFzhPFKE6vsMT7SFVYmcJQrdcsRl1CbhWr08Lg6NHG1J46eBqYTBUVQqSnisZi6vsqNqLxNedb6ziZLF4jCKeNp0K9OhPDx33tJn1K2v11K&#43;it4LG&#43;tJtHRbA6bfTXVxp81tqVy8tjJqkd9pUdndWtitjqdnYTQaxqB1Wx1O4g0a40nzzxjoes&#43;NrzxD4L1Dw7ok/g6Xwpous6N4l1&#43;1&#43;2wad8StO8RXmp&#43;HLvTtN0nxNYeIb678H6lovh/wAYpqlvP8ONU8Ja1ZeF7/wN4w8Q67qepXfwt7m&#43;vJNNmuL2SDWL2xXTJLiaOxtbS&#43;hsm06YNL9nsbVT4j1DU9Tt755I7Oxt9Vjlh0MwWdta6pcwW&#43;tS2l3LfS219Y3OmX/h6/0yG7s7y0maWV5ZWWaC5triF57HUtM1KxnSWGaJrVrNrVXR9Vh1UHSebBZhTy6pUp0MtnCbqWVSGFqQWCr4vHVsRTzWhWwlWnTniK2Lw86lWpTliq1CONVfM8NQp1KlajxzxFCrjMLQp454XHZdVjjqeGounSrYmlCynKthqlGX1/AOePjCriJU6lCGIjClDE08VhIRpZXiHxKPDl94Zju7CSTSfEOtp4dutbW90&#43;1tfD2pX9rcSeH5tWTUbmyD6dr&#43;r28HhGwbTZb7V5fF/iDwppdtot3aarqGp6Jd1LXYNL1Tw9pdxYa3OfEt7fabZ3&#43;m6LqOq6XYX9lpN9rgj8Q3um290vhqyvdP0vUlsde11dP8OTatBY&#43;Gn1iLxP4j8KaNr3N&#43;JvB1td&#43;KvC3xIsYdWuPFvgjSfFPh&#43;wsrLXW0/T9b8KeN7nwxd&#43;LNB1DTL6O60K8u5L7wb4U8QaBqUsGk65Zaz4btdEtfGHh7wl4p8dWuud1OZ1gma2jimuVikNvFPM9vBLOEJijmuI4LqSCJ5NqyTJbXDxIS6wTMojbapiMFSk4z&#43;uVvYZfLE4mGHwGJoOFapUzCOHhRxT/tKlm0orDUK&#43;Jw&#43;Dw2DxipVI4F4WjUq4TNsb0yw1V004Yu1SvjIVIu9C2Hw9J4OM8FKnUo03H27pYmpPF1KtZcmOUaNSlUwcoQ5W4uvC8vjJD/AG3cT&#43;LvDHh2CK68MaZ4k1mdrHw98R9egtNK1/xF4A0vUX024i1LWfh7qNl4Y8a&#43;INAnudCttG8e2Xh7W9L0u88dxXnXE4Gf8kngD8TxXCWkMcuma14Z8H6fZ&#43;DpfAUkfhjwiXg0&#43;68J2s6&#43;B9LudDnHhDwf4r0u6m8KaLD4ig05vB&#43;vzeDdSll0V73SrSx0l/CXiy9858PWWjeGfBtx4Ft7zVPhZokemeHrHStf0vxjp2teFPCHjrx/4v1u3t/CHws1/wAfWtzfXx8MeLdV0TQvBHg/xB4MsfhnB4e1D4c/DzwF4EHh601XwDo3Lm&#43;d5XhcTl&#43;U1M6wizjNqtDK&#43;EMhr5jg8Ricw5MHXxubVaKo4mWPm6Oa4zCKeRcO5Fn&#43;OyuONxuJzepRnhqjr9uHwk67dZSo0sJTnTji61Woo1qKqThThWjhrKriaTiqspPD&#43;0nSVKKcZRqQmeot4nu49e0jT20t5tI1bUNb0JdWtbfX724tte03Txq9lHd2ml&#43;H9T0nSvDt5p2meKIrvxX4n8R&#43;HNPtPEFn4Y8K6fb61rXjLTobbdu720e&#43;g0CZNUFxqul6texz2lhraWMVpp02l2V4k/iWxt103RtUkfW7R9JsLnVbHW9Uhh1S/wBCt7u38P61c6b534LvZ9T8Qi60/wAbebpUXhFU174aat4egsdZ0rWJPF3iK20fx7pdzPFo/ibT9F8TyaX4z0WeTXLHxL4Y8c2vhnwt4g&#43;HGpeHbbSPFt38Q/T0tIkvJ74Pcme5trS0kR728ks1ispb2aF4NOedtPtbl3v5xd3traw3l/FHZQX09zBpunR2vicFSxmN4F4Nx3EM543Nc/4UwGe53h6sZUXgsZxJhqub08nnRr5fRhKjkuHx&#43;DyqSjLHQx&#43;HwbxX9qVauLlOlOM&#43;q1eSnSpUJ0fYzpVnCdSpHEc06/v1VVU6Tk4Sp0p06CWHnTgnGTnKcpF1PLbxLJDZ3N87XNnAYLVrRJUiubuC2nvGN7dWcJttOhlk1C8VJnu3tLadNPtb6/a2srjB1G8svDz21taXegWWoeJb3V7bw9oer6mdIXxN4wbSb/xGNO0u4JvHikl0zQvEOu6za6RoWq3zWlrrHiY2cn2DVWvJPCFvrVn4a0bT/EV9qWr65pdmukalr2rw6Da6l4mudId9MbxZeWXhiK20DT5fFa2i&#43;I/7N0uz0&#43;205dUWxGmaY9u&#43;n21SHxN4W1vUtJt9O1aXVHW68Xy2t/oUurXfhuPU/BGpt4K8WaFrmv6MH8Lx63o&#43;taneaY3g3xHqC6rLq&#43;ia5eafo0994E1q60D6OngKeYOnjI4XFY6hh3GvhqtPD4rCTw1X6visRSrXrYSjmGDdXD0a08Zg8VTw1atgMPi8JiKWHi8Xy&#43;c4fWMPDEPDVMLiJYeVP2rnQp43AxxaoValKVeMMwwjeHq4alXqYeKrYXGVcLGlVqzoqFalXV9X1Hxm1zoHjjQrjw9oavoHjrwVLo9rrGpWGv8A9mW&#43;vaNJpuvabremXfhHV7jS/Eelal4g0vxPpfi2HWPDzeFLnw9ZeEWudS1bxLn&#43;O/EPinTr3wvonhDwxquvajq2uaFeatd213BounaR4NsPGPhLTPGF7JruqeHte0CbVrPSfEB1SHwbezaDr3i7wzpvi5vBesW/iDRI3h7aLStLh1S81yHTdPi1rUdP03StQ1iKztk1S/0vRrjVrzR9NvNQWMXd1p&#43;lXeva5dabZzzPbWNxrOrT2scUuo3jTXiiF1kKqXVWRXKguqOUZ1VsZCuY4yyg4YohIJVcaYySnUwMsM63ssJLBSqUb4LCfW1GKljKGLq/2dj51sKsRVrVYqmsNmOKw1DD4KOaZbzvE4fsdR81KUqGGxMIToKph6/1qhSr4eNWDxFKdXLMVgMbCdWh7SlHE0MXRxEJzjVjVjOEWqlhHqMdrEmqXVleXqxW6z3FhYT6bayTrawJdyRWlxqWqywxTXq3NxbwvfXD2trLBZyT3ctvJfXWfoJe5hutZXVNdvrLxHLY63pena9pUGiTeG9Pn0LSLVNEttMk0LQvEFlFJc2dzrt9Z&#43;MV1HxNY67rer2E13ZaXa6ToGi19VuNL119a8F2&#43;u2cOtLpGl3muaZY6vd2niPTPDPiW81bTbbU0/sLWNI8R&#43;Hm11NA8Uaf4X8T2l5ZPbazo1/eaZLd3Og3lquTdnS/Cnhma68UeJfDPhHWfEtz4a0XXvG&#43;m2ej&#43;ELTV/iL4pHh74d&#43;Hb7TLPxPd&#43;I7U69ruvS&#43;GvDPgrQ9fv8AxZe3V2/hnwiJfEMi2lvddOCwM6MZYCnTxTxWKlhaeGw&#43;IpV8disRHMK0cZSeHniI4nGR570ZUJ0Jxqyw1ehhMFTr4PEVo4fnxFerCdSboNwjSlWqySw1CEk4znGGHvVpxhUi6ceeNWnhsMqdanOGKfJVpLuI41iUqpcgvLITJLJK26WR5WAaV3YIGciKIERwxhIYUjhjRFfXO/8ACVaKumeHtXuZb7TrHxRNpFtpb6xoutaLcRXeuwedpFlrljq2n2V94Xv76ZodKhsfE1tpF2PEV5p/hiSFPEWo2Ol3HRVxQoww0YYaFGOHhQhGlToQpqlGjTpXpQpwpJRVOFPkdOMIxUYcjgkuWy1ulKpBv36U3Sqw&#43;1SqKMZunUjvCahOEnCSUlGcZWtJN/HHx6/aWfRvD2jeF/gTNo3jX4p/ENfGmneGpY7qK50nwafA&#43;pXPhfxjqviW3USTRa/4Z8ZwP4Dt/Bl/Da6ncfEiOXwjqVvbajpmqaenffAP4DaN8IvhTpHhHxDDYeLfFmpanZ&#43;OviT4m1KJNUn8U/E59UtPEV14quLvU0M9zPomvWlnceHdQnWO&#43;sF0fTL&#43;3WHU4vMr5i8a6FpvjX9pD9pnVfEVxq1vaeAvBn7KXgKO&#43;0jW9Y8OajpPgvxV8Sh8QPG1/pfiPw9e6Z4g8OXlmujR6hFrWg6lp2saa9t9vsL&#43;0vLe2uIv0hnhhuYZre4ijnt7iKSGeCZFlhmhlQxyxSxuGSSORGZJEdSrqxVgQSK58Rh8PjcNiaUqlVSxEcZhJU5UMNVp0cNUgqMZxeIjXoYmtOft/a0sTgXhlCnRUo4iFarRpfOZW5YzNcZmtSpUVbB1cTgsrppqMcDRw&#43;Nr4LEV6bV39axWLy6pOVdxU4UI0aUG4c/N8laH8bvhp4t1Rvh1&#43;zv4G8K/FC8&#43;CQ0620&#43;PSdR8K&#43;D/AIf/AA&#43;nh0bUvCun6f4U1WW2vbqF7Lw3d6l4ejufAPhfVNF03Rb670KfVLOO9OnXFT4E/GnQv2g/GfiDRfiX8Em&#43;Fvxp&#43;C1/FqOn6B4xS11zXLHR9dt73Sk8VeENeutB0W7On3uL7Try40y2Nm8FzYSi8uotRg2fMXwA&#43;BP7K2u&#43;Gtc&#43;Fmq6bY/Dj4&#43;/B/xv428OX/iLQfE03gj4s2ckXiXVb3wt430HWLe8tNR1jR9R8N3&#43;k3GkXF5baroywj7A9tNbwQ&#43;Z1PwT1347fED9ou18Ka5qXhTxNpv7MOq&#43;L/Dvif48aZpluX&#43;Jeh&#43;KNG0pNF8Aah/ZOqw2UfieLz11nxfplii2XhzxP4T0W/1GG7uNthq2scVicTisNUxk6uIlicRJVpyn7b36kqlapOtKo1iFONVznUcPbSqVZSlKKc5Sj4FPO88xNXIquPqwxEcwxn1f6pgo0MdgaUpVJ16tHErEUKWZ5Zi8omq2Lq1Y1MbQq1sNinWhhalSnGn&#43;nRaMSpBtl3vHLKrCGYxBYWhRw9wIzbxyMZ0MUMkiyzqJngSRLedovz6/Y/s7IfFj9s3RJTqsV54d/ai17xnCtvc61p2nzf8ACZaHqVpCt61pJa6V4ghMB1C4l0TUG1K30&#43;9XRtcm0&#43;21G38PajH99Xi6i91pX2G6tLaCO7mm1iG70y6vpL7TV0&#43;9hjtNOvYNRsbfR9QXWLjSb43t5b6zHcaZZalpkWlR3F/FrOj/AJ9fAfxFa&#43;Df2m/29ptYZ4PDdr45&#43;B13dXdrYavqdxp994t8Pz2K3t5a6Rp&#43;oNb&#43;HoHukvvEfiO9&#43;w6P4O0exvPEXiO9tfDtpq2raP38spYmnToctfEVcRLCUKOXwrLEU6mJwbgsFiYQ9rOtXr8zmqUI0VPDYzDRlCThVVX187nTo5nw3iMRVpQw1PMMf7WeIjH2dKlDI8wxftpVJSUKcaU8Iq0q8lyUY03J8tlVX3j4Y/4ReLQ7HT/Bn9gR&#43;GtA&#43;0&#43;FdNsfDH9nJoei/wDCI3lx4YvPDdjbaViw07/hGL/SLrw9c6PAkP8AYt5plxpMtvbTWUlvFFZ63psWv3HhCbUtQudfj0xvFEa6jpk9pDdaLqOs6japFpGqxaXp&#43;haz/wAI7NFb6bqtjplzf654dsL7wneeL1hk8XaDqWvO07TL211i/vruWW7E&#43;jaJpyX761qrLdPpuoeJJyH8IlF8M6Nex2&#43;qWrX3iPRBDqPiuWVbPVbKx0zwt4at1r6bqN7quueIrTzbu3sfDOt2NkrNoOs6MNQmufC1jqd1p4utf0n&#43;z/FOjW39uadqMHi7wNqbad/biX/gm/e11nwX4otNS5qmJlil9e/s7O6lXF0sPXrU69TC18VlFXG1MNVxdTPa2Fr4vAV4YWpOpgKmMoYxRxGOrYephalSWIjgcT9NhqcXSiqcIYWnQhKEKDUoRhSpzVKFKFOEYQ5uWMFDkg6UI3dKcqH7yVq2vtH1yaxmOnXsk&#43;n6j4gfTptX8M6xp8lhqGgXl74T1O9tJdZ0u0NmbtLy/g0TUomih8V&#43;HL251jw1c6x4au3v5WaVolr4euZbPQNF0vTdD1S88Q&#43;IdW&#43;yXU1o0fifWdStNRu7ix0KKxfTiviW/vPEHiDxLqEV/ps0viSWXVrjT9Z1TxPrOq2iarJqbaR4sW6mutBhitb5NG1rwsp8ReJIrE6FbSvrVtoV74X1K0HiOw1eTU49K0BNK8Z2eox6fpV1NDezatdeHLHmPF3jG48L6zodhrNprFl4a8Q6ksVv430GyF9pvhRvD3h/xJ458Qj4n3F9p13pfgrwVf6L4Om0i08d3tzHYXWseIbbwmZ/C3ie58I6l4lidTE3qUaNHFYylKv9ZWFwkPb1MJQw&#43;ExM1jMXTVRe1hQi8bGpjaNCEcHh69etiKeGwNDH42G1ehg6dSFaFKipVMTKooylTrVqVSpQjQw&#43;IqV4UaNOVaeGqwwKlTbrudOdGrRo0pQpG5bjUdTvfFnhfxH4emufDrW0Dafr15e6Jf6V4o0rxGmpR6n4euNLto7DU9N1Hw3Lbzafe2l9pF1pF/4a1LwtqFn4s1/X7zxdpHhX&#43;Nf4hfs4/FH9i39pl/CeraNoCeVo&#43;o&#43;Lfh1a3XjeXTfD3i7wS0n/AAk0mmeBPijrdl4JQ/Ef4O&#43;JVOqaNqeo2PhLW9f1rQ7a&#43;sNJsbrUvDnh7Xv3o/aD/wCCgPwz/ZSu/F3w0&#43;Fdjpvxe&#43;Ja6rfR&#43;IdZ1DWLgPoXiyDS7jSYE&#43;JmuWPhLT/&#43;FgX3gfRNO&#43;HXgXTXt/FuveO9c0bwtrfh74meMvDHi7wha6r4z/DPxt8TP2hP2q/G&#43;mQ&#43;Kdb8d/GHxlcfbf8AhHPC&#43;k6bc6n9l8rSLRtX/wCES8CeFrCLStI8/SvDtvqGvf8ACOaFZ/b/AOzJdZ1f7Rcx3F4fwrxN8dOFOEsX/q9keHw/GHEdGrg8Py5HWxdLLsLVjh6dGeGr46tjs5niswxFSrCWMw9KjWxE8zwtaFbB8LSlLI6HyvEvg/R8QcFlc8XmGJyetkeaYjE5bnNbDyxGPll/1irCrhZYWvLC050cTQo4SrGvi/rKjVwuFrOtm&#43;Gnip5h&#43;8n7Pv8AwVW/Z38WfC7wxq3xn8Wah8PPiVbWY0zxBpeo&#43;BPGl&#43;19cwwWhuNasZPC/hfVbK0tdTmAF1Yu1kYtUs7z7DbXOiDR9V1Dxf8AbX/4KB/A34t/By4&#43;AHw08bz6zL8Y5NG8H/EP4nv4S8W&#43;H/Cfw68CXWp2T&#43;OdZbRtY0ebxfrGr3&#43;iQXun6Bo2haFrscMuoi6v9UBsRBe&#43;S/DH/gj9rnifQL&#43;y&#43;Knxt0z4ffEY6boet/8ACGeBrDSPGureEtF163uhpd34rm1O8s7P7Zea3pPiTQvJ0qz1Hw9ct4Y1Z9B8X6xI0z6P9E&#43;Ev&#43;CRelwXkC/FD49ah8TPD9prv/CUad4Yh&#43;GOj&#43;DvDGk&#43;JWTTrZ9fsPh5YeKNU&#43;DF3qb2Gl2tpLJ4k&#43;FPiKHUI4be31qDVdLtoNLX0OGsZ44Z7Qjjc9wfB/CGGr05fVMBjMrz7Ms3jha9qlOWOwdPifLMJTlUpKi6dSU44jlnVl9Vwam4VJ4ry2NHL6fDuCyTiDimvXy2ngcy4gWccN5BhMTTr06UMbJzxGHzHG/WMVSjO1WjklR0oVv9kzGFSpPEw&#43;d/2HP2wfgp8P8A45/tk/Fb4z&#43;KtG8BJ8WPEPwq0T4bwaP4a8e&#43;IIbjwF8JtB8S&#43;CtDCPo/hnUrm1j/ALAh8NXDS6za6Rq2pyzm71DT7S8SfT9P/Z/wD&#43;0t8B/jHoVxq3w4&#43;J&#43;j&#43;MxYaTqHiu68O&#43;Gp9Yf4hwaR4Y1RILy8m&#43;G1pbQfEnyG1GK2tYLB/DJbxHHqGn2lnaapaa9YxX/zd45/4Jt/s5&#43;Kvh74f8FxeFrk63omogH4l/22mi/FLUNO1jxJaaj4jv8AxB4vstA1HT/HWv22mRG30u6&#43;IXhPxVd3kEN3p/8AbGhaz4jv/HGn/gJ&#43;0R&#43;x/wDFj9naKx17XtK1HWPh/rOo67pul&#43;MotA1rSF0&#43;/wBE8Q6joLaJ4y0vUrUDw3r90LCPUtMlsdR8ReB/Fum3Sar8N/HfjzQoZtZX57ibjrxk8O/b5rnfCeR8VcGYHFVMPiM3yCOZZTiUpVn7DFY&#43;VTHZ9SyqnmMYYmrhFVwNVOMXKssPVpVMKvqOE&#43;FeGqGU4fLKEMbgcTUrY7G1KObSy7HVHic0xlTNMdR&#43;s4PD4ehW9ljMyqYajzKjOrCjP2UMRTpyry/r&#43;j1GKS&#43;utNK3nn21pY3skjWF9HZNFfT30MCW2pyW6aZeXSPptwb2wtLue/02GTT7jULe1t9V0yW8sOdzMw/iYn8yTX8x37Lf/BT74t/B29/sH4xXXiH42fD&#43;7e0jWfWNaWf4geFGk1f7RqmraX4j1WG5vPFyNp13fKvhjxTqkUctzaaHa6R4m8J6bbajFqX9C3ws&#43;Lngn45aJpvxA&#43;EnjjQfFnw9YeING1IQaPq9trieJ7O80j7HFcnVLrSb7wyNOsBqc19oOueE5NQ16017wx4g0zUdM0eCP/hJvv8Aw68V&#43;GfEnCOGBxlLAZxQhiK2KyPHTkswo0aVSsqNSlywaxtGrBUeavhFUo4WtiaVLGzw3PFnfjchllWIlVVLlpVIxiq0NaMpqlTU9IQj7Oc3SjGMZxT5YJKU1GVR&#43;ixQ60utahPPqGlyeHZNL0iHS9Li0i7h1qz1qG71t9e1DUNefW7ix1LS9Ssbjw3b6RpFv4b0m70S70nW7291vxBD4gsLDwzVs9b&#43;2a/rOhHT9YspNEtdMu3ur3R7tNH1m01tbj7Dd6F4iieTR7ySzutL1jTta0Fpl8S6RLDp&#43;parpWnaDr/hPVPE29WFr9/remWiXui6B/wkn2f7fPqOl2&#43;q2mma3PaWuiard2lv4aj1RLfQtT13U9dt9H0WCy8Q&#43;IfB&#43;iW9pqd7rF74lt/7Kj07U/0&#43;UI45yhVilNUqDoyo4ijllOEsA6FWMqrpKhCv7ShhZU61F1IVMxrVX9Yli5161DFcKpxbpw5qqdTEUoQtUSg6uIrxpx&#43;sVKsZ&#43;zwsZ1eapUdXD0MLTiqletTwVGtCUOp391pEvhzTNOsbq9Oo38Omi4uU1e9tLe2tbZ7q8bVNYtbfV7rTbr&#43;ybXUL3TdT12BdH1nWLC18L3&#43;uaVrPibRbiaxp&#43;jPb6Ze6XrGrX/iyO&#43;v/ABFcTTeIbTQd/wDZmu6xqWo23hs22iaLoumT6J4d0y/g8K6ObuwudYvNB0qwl8Uav4j8RTatr&#43;qSaHc6hd6f9p1KNo55r7Vmt0fTm0qQaV/at6NEM1i&#43;qavNFcNowsGuJLi4tLq5mMl1d6J4buZpfD2l8T410TW4/E/gz4i6f438SaJoPgCx8cnxx4F0rw/eeLdO&#43;IvhjWvD6zxW8OgaRHLryeN/DPibQfDuseEtX0Kz13UpdJfxn4ItfDd/ceOoNU0Ocnw2CqwqUKeMo4LBYrCyxtKVWl9dw6r4DKsT/ZuAyx4HC4ivg6GauGGy&#43;nQw9T&#43;ynjcRSzHGzpUITxNDmw1P2yhUwSr4&#43;OOq4d4OjGFag1hsXTwOHhTo4OvTw9WMYxpPFxoYjDRx0atfEUFGMpxw8ed&#43;E3wn/Z8&#43;Bk/jL4qeBtP0DwhpPjfS18SeM/HNz4s1bU9A/wCEas9Lvr2PV7bVPEGu6no/hvwnY6feXGruugPpPh4W4GozRMsEU8f0Br2t6lHMl/4ZXSdZ&#43;13mgzvHe6nJaaY2nS6lYf2vqFtdWul60ZrzT9LN7q2i2BtIrbWNUtrDTrrU9Dtb6TWtO5eW01eLQZbDTtYjk16LSHtLDX/EGmRalE&#43;rpZGG11jW9H0OfwrBqEbXgS91LTNIuvDkV0pmtdPn0dJIZLfmY7SfwDY&#43;K9Zk1Xxh4s0a717VvF8&#43;l332jxRqvhDSJ9Hhn1TQvAWm6J4evPF/ifTm16yvvEGmeFNQu/Emv2c/iXVfDfgi5i8LaN4C&#43;HGk81LB4KlSp4106a&#43;r0qiqZJHL8bi6uYKpiMBKlh8PTymnOcK6lUxjq0qM6s8ZD2joYnA4jDYenm/kYrh7K44ibhhIvD/Uq2WexwGApVcHVji8VKs62Hy9YWdZ1XiH7aTqYWSftoTq0XbEyh23ioalqljpQ8MajaaBq1nrOiXOo3Oq6RJ4isdW0C31K2/4SPRp7ePWNFvk1HU/D51C20LxAmpCbQ/EzaT4g1mx8X6PYal4Q12rqmqW2j20V3dxajNFNqOj6WiaXo&#43;ra5ci51zVrHRbKWWy0Wx1C8g06C81CCbWNYmgj0nw9pMd9r&#43;v32maFpmpalacFe6lo2s6bqPgD4b&#43;PPD/AIM8Y&#43;Hm&#43;wabpthY6Hqc/hybwa3hHVZ9G1fwFeNZ3cnhOXSPEfg208Q2GnSeG9Vk8C&#43;O9DvvCPivwnfeJPB/i&#43;27NLPVbAeJLuDU7rXbnUrptR0TSNal0vTdK0Mw6Fpmmw&#43;H9P1DRvDw1OLRLzU9NudevL/XE8Wa7bap4g1gWt0&#43;hW2g&#43;HNJ76FKnQwOGni6lNUY/wC3/U4RxLzDE4bE08tqRlhce8trqth8Xhajr5ZKrUrUIQw&#43;LxEMNCpjKNPMfYwOU4PL8Cp5di5zo4ypWnhqWJxOYYtU6NFUcPQq4f6xUqYOjgZyjVpU8PgcYoxrYLGvERpVZ062J265Ky1rWLrxVeabJpdxa6HDpkvl3N5pt3bzDWLHUQkxttTgnv8ASNU03VNJ1HSr61R/7GutOeKa2hfxFqDeKNM&#43;HtjTNf8At99d6Q1x4abW9K1O8h1zSNN8S/2lfaRpEn2q58PX13a/2XaXcGp6vpUugaheaTd21pa6d/at0ljrWuW1hZX2s5LaxeeLtE8Z6Rp1t478EazYarq3gk6qujaFa63pVzcwWo07x94MuvFNnr/gLxVpUOkazpvi/Sb9bfxZpUM8d14S8VeHv&#43;E30Dxb8PtM8rBNZzF4rL8c6WGy3E0IZo6mFrzjhYYmGHlL6/g40HmtF4eGKoKp7GhKphcXXo4bE4ari50cHOcVW5Od0cVFrDVq9PE08HHDY2piZYRSqVMHhqkfbQWIdSjGMnQc6lTD/WaNL2dSpDE4frNOs9L0ePTdItjFY2sty9npto9w2A0n2m&#43;NhpsdxK7LBaWsVy1lplqBbabplmLaytrbTrGOGHeudPVN1wlzMFtY5IJLYJEIriW4ltZIrmRmjefzLWFHhiSCaCEi6le4iuJPszWvIaz4aPiC/wDDtwniHxPoD6Nrem6jIvh7VFsYNbtbPU9O1STQ9btri2vLe50q/utMskvpLWOy1k6eL/R7XV7XR9d8QWGq9Xq6aZqBfR76zj1CR57bWIre406S9s4Z9Gv9Bu9Nu5Jnt5bG01C11VbS&#43;0UTyw30l1YTX2lpI2kXc1pVKisN9ZnShhKbr1uaEKdJUJVOTBYbDweKny1I1arVH2NOtCKnSw1GhSVP9xCVT5yalhs6yzIsJQll2SYLK8vq4WhlsaeHw9Onhc2wWE&#43;q0MJhZYeVPD4HApweDbp5fUw1anTs40qkaXPaxa6xdR2B0XVrfSbi21fTLq7N5pa6tZ6lo8d0i61pM1ut5pt1b3F9pcl2ukapaahA2j66mlapfWev6Raal4Y1vL1fxVpPhHwvceJvF&#43;px6fpWjRwr4i11tJ1Sx0vT1jvItN1HXb23cahPofhWxnaTVNU1/UrqTQfDvhqG68S61rsPhzT73W4&#43;Y&#43;NeraB4G8DeI/F3xG1rRrP4U6dpsVn8RrTVbXRL&#43;3XR73UrS0uYZLbV4Ly11qx1y1urvw1r3hBdP1XXPE9nqMFj4HWPxallpHib8Jf2s/8AgqP4j8YaprvhP9mqKbwFoDTXmg6p8Xlgt4/HXj/w3b2N5Z6fDosF9pEWo&#43;ANHtdR1rxHqujXyXcnjWNrjR9YsbnwFqba7ol38Fxh4o8K8BU44jiOriVOnXrqnkGGVFZ5nCqywkY18uq&#43;2r0KGXyw&#43;Em4Y3HYeWBw1erUp05U80/tDLcV9zluBqZlilDD0sTJUqq&#43;u1Kiq0MHHDVKcJU5YXFtV6FfFSqU506uGVBVMJB08TLnp4lRn&#43;3Hxd8dfBf4U3EXjz4m/EfSfhrq0ng7xdoelXd94tm0y61vRYDpWsaq&#43;meAzeTWHxD8Q&#43;Grq3sJPDUjeFPFHiLw3J4g1jR/DC2UHxA8Sad4i&#43;RLL/goX&#43;xBqMWNV&#43;IdlYa54Wh1rwzoOuX3w1&#43;Juq2Wr6Nr2l6VPqNzbx2HhO11K48Mazcpp8fiXwrry6ObrxL4WE6Wt/Z6R4T8XXv4P/Av9mL4&#43;ftc&#43;L9TufCen3&#43;oR6hf69qPiv4s&#43;Op9dTwhFr6Jb6tqcev&#43;Mhp&#43;s3WreLNWutZ06V9KsYdY8R3T6xHrd9ZxaNFqmsWX71fBL/gm1&#43;zH8HNRhs/Eui618Z/Fmv8AhqxuLi/&#43;Inh2LVfA&#43;m3HhLVdAu9dutCsrHQR4c8MXHiPWr/SXtvD/i7xD4i8R6p4asNX0fRbvVfD9t8RXv8A8d4Z4g8S/FXiGXFHD3CPD2SZNguHc54bwWYcUT4gxzlk&#43;c47Lc2zvD5ZHLMVlscQ6&#43;KyuWPxMsPhMNgKcauNWNx2Ixaw9SPs4/KsnoYDE4HGv&#43;0cRU5MUsPCEYc1bCpOlKc1SxKpOjGEKirV41J4eGGVbDQhUioz1NL/AOCiH7CyvourX/xS04&#43;I9D0jU/D&#43;naxL8LfidPq2n6Lqt3pFxqum2OqDwBJdWum63P4b8OX2qWFvcR299c6Lo817DJPpdmYK&#43;i/8FBf2Q9WuNR&#43;G/hr4zWPw&#43;0K80vSvDPgTxfZ&#43;H/Gmn3&#43;j67r7arZ3V1aWHjn4U3vw78HeGfBK3PhuTwzqni3UdR8NJcLrWn674N0LwX4W0y88V/Z&#43;u&#43;CvDvjCbVvB3iTwcdT8FTJomu6xZeINM8F&#43;IvAHjm7uJ/ECHw5d6BrZ1zV0uvC2oaZoHi28nbQ/D1kb&#43;bwe2ha/rJtPFujaf&#43;a/7Tv/AASk&#43;GvxCt9Q8Ufs&#43;yWHws8e3N/BdS&#43;GdRvb8fCrVUu9T1C61uWOzttN1rWfBt/5eowtpUHhyObwhZWWh2fh&#43;x8HaWupTa9p/wBdgMN48cC8H8MYPC4Pw44nxfCWQ4LJ6GX&#43;zzfMMcssyydN4SWCx9XM8LlmY4nMsBhcJjc0wOIyrLaVPM8ZjsDLKatfCwnV4eTJMfXviJ5lhburCNVVaDShXTdSk5rDLEYel7aSqKWHqRk50aVX2vK5J/px4C8a6H458M2WseHvFWgeN7ZPL0278YeEreaPwZr2q2dpanWdQ8J3TajrdjqGjRX0s9kx0vxH4lttI1a21Dwxf63c67oWsw29u5u5ZvEGm2FtNqkaXWj&#43;IJmgGk3M&#43;g3cdpd&#43;HoJL3UPECaNc2&#43;na1ZyXsVvoOjT69pk2uaff&#43;JdQttK1tfDdxcaD/Hkw/aD/AGSPiYVP/Cd/Bf4jaYCCM3Wk/wBt6PZa/g8jzNC8d&#43;BNS13w31B1/wAE&#43;J/7K/5itnHz&#43;yX7IX/BTvwJ4ikh8JftBJY/DzxrfWfh&#43;yufijas8fg/4ha/DdjQYtS8UaNZaUum&#43;AdfbSJdFOqeJJpf&#43;EVvrPSb&#43;XUNT8G6JoXhfw6uXBH0isjz7NFkvFuWR4Mz&#43;VatSrLMq31bKHiPZVW6caksHQ/s7Fe39mqeAx9HCYSFLnp0sxnivq2FrzmvDE6EKdTCyxeOyuGGUJRw2KcsyVRYeNOlVdedOrLEYZ4le2xPLJ4mth39Xq1rKri3&#43;xugr4hjt7yLxG2jSzRaneDTLnRVvoYp9ElZbjTUv7O&#43;ad7bVdOjmbR76a3vru01p9NXxLbwaAutnwpoG5XOalceIHlm0/SH0KyebSdZittb1d729ax8SeVZv4cT/hFbUaZ/wkGkSQtrF9rgi8X&#43;Hb&#43;3XSbOysVuE1m61Tw/uLbRrdTXYacyzwW1s6NdXT2qx2sl1LE0Nk8zWdvOzXkwubqC3iuryNLWG7mnisbJLf8AfZSTaVOth684V5UsXCNb99hr4eGIhKpCnSlCNSsq1CcKE5UZrD1PrDUYSw6xHlQmqnNN6KSlOLhHDRgqnt6tOph3SoSgsM6DpyXJ7GEVB0fZKcJucZ6zbUadpskWkxXe25uv7V1S2srvUp7y&#43;lg/tCOfUprVL65nuzpun3er2ltHBARp2jW93pml2cVlZCwtEfBqmnXGo3&#43;kw3cL6ppkNjdX&#43;nltl5b2ep/ahp181u4WRrC/ksdRtrS/jV7O4vNM1Syine70y/ht/O/GHj20tvDfhXxN4d1J9R8LeIZG1x/GPhPTta8b2sfhLTPBuv8AxCg1jS7Twj4R8bW3iDS/E1v4ds9DiE134WttY03xC1v4Q8Yr8Qb7wNoHiXGapyp1sxpUFipYGhjIuvRhSqVKVKmnWx1BYic6dPDx/wCE&#43;U8T7avRoU3gnWxc4U8JOdNxw2IxSVXA4WpjK0KscNB4bCzxdRzqVG6uDp&#43;ylHkrV1hKqSlUjCnPDyr1oyp4Wol6cI3E8kpnlaN4oY1tWWDyIXiednnjZYVuTLcrNHHMstxLAqWsBt4YJGunufL/APhe3wQ/6LJ8Kv8Aw4fhH/5cV6Jp&#43;oaXr&#43;l6dq&#43;kajaato&#43;rWlhq&#43;k6tpF/Hdafqen3UcN/p9/YahYTPb32nX1u8NxBPbzS2l9aSjma2mIfRruwaw2Gq4ilj8Hi6tNOMqUqOZ/V8RDETrYmWLpV6WLy3HWpU70PqyhXiqadWgqFGlRo83k5ph8&#43;qOjHJcxynLuR1vrX9rZLjs5lVlJwdJUFhc/yN4VUmqvtFUeK9rz04wWHVFqt8paf8PF1n43/tWaD4he0n0D4r/Cj4NRr9itprS9h0m&#43;0z4t&#43;BNWsLySa6uo7&#43;&#43;t5dJn1CLUbVNPijs9X07TpNOFxp8mqat23wq&#43;IF5b&#43;CIdC&#43;KmsaLpPxK8DXuieBPGL6rqdtpVrr3iDU9Vt/DHgjxLp8l3Jl7D4tXtzpM/hhIkmlude1ibwnbxT&#43;IdNvNOiteObTWvC/xH8J/FKzT7X4Rt/DWu&#43;CviRZW9vNcalZaZfahpes&#43;F/GNrDArS3dn4W1Oy1Wx1u1jSSWDRvFN5raI0ejXCSSeI/g38NPG3grQ9I8P2Fl4b07RPCS&#43;Hfh7rPw4n0/w2vhzwrLpcFjY6F4dk0uxvfD8vgqTT7ext/&#43;ET1DRNd8D31ja2UV94a1K0tbe3HNP6tGjXqV6mLpSpuKlHAUKcq0sI4VZ4mvh5Ohj2sdRap/VKf9k5lDEVp1nUozcI0MTy1KeLoLG1Mto4d5jho5g6WFxMpYfC49YypLH4apOVCnOaUMTVnTeIVObdT69Br2lf29JuvfDT4OfGaPTvEPiX4XfC7x9LJc3ui6xqXibR/CXiPWtAk0CXVtL1bQo9Ws7HxFDca14b8V2M/hrWtHt9dtbbS72HWx/aEl3pv9n33lXxq&#43;OXwj/Yx&#43;DWsaj4e8DWem22geI7Xwp4Y&#43;H2g6E/gXTde8Uazpdp4kaTSLuTRoNP1DRo9NvJL3XPFehW&#43;uafFqlnqmgT3UnijT9R0u152/8M/F34XeF9R8X6P&#43;094E0Hwlrt1P4u1TXPj78JRp3iV7zXI4bn7T4m1xfF/gGWLUreySz0ax0HUPCekP4Z0jTNK8IaZpOkaToemaJp/5v/Enxn4S8efErUvib&#43;0j4&#43;n&#43;Lvgf4Y6AmgfCT4eT6Bp3wz0z4r/EvxRbW149tZ&#43;Dzrepa34P8K2Gkav4R8U6xrfjW9sNe1Hw3rfgnxSgbwtqegWOq7V5YenUzGWCoYurSjTcqGIxMMNCWCozr4eisTj4UFiounH2nsFadNVMZWw/LNc0cLP5nOc4xeU4KpF5dTyriKvF0J5hjamU1oYWC5lUx2LrYONHEVVGFF4idP8Asv2VTHyjgaVGUqmHpy/bD4QePtf&#43;K/wn8BfEa78P2ngi/wDHGkaR4ph0K4vn8VR2nhzVbuPUNO3X1vD4d33&#43;t&#43;E3tryM&#43;QI9B1LUljnh1uLTZI9Q&#43;VP2TrZH/aR/bp1G0a5m0uHxx8KfCNrcXd9e6ndSXHgnwbq2k3a3epalPdahf3sfmQ/bL2&#43;urm9up3ea7nmmkaR/hjwP4il&#43;F3hbTvDmj/toeO/iF4t0vTl0Tw18BPgfD4b8eHX9c1Cy0q/03w38O/Hov/H1/wCH/h9od1cL4Y1STVrHSNUZfDeo6lpFjDYf8I/Jqn6e/se/BrxN8GfhCLb4g3z6r8VPiD4l1r4l/FHU5bmO8mm8X&#43;J2gM9pJeRlop5NO0&#43;0sLS8ktneyl1RNRubJjbXKMzqYj21WlzQpwcebEyhSq0q9KlGvRkqWGhVp4jFT0jWu6des69G0qeJSxEKifRlea4rP8dkFOWFqU5ZPGtmGZ1/b4GvSeLqZbiMsp05TwFWrTp167xtevTw9SNGrCnSqydGlCUHV910t/G0Wga5dXlvpd94ieXVrrw9oeoXg0qwtpVtgLPQ9U8V6TY6w17o02txXb6X4pt/BthrNt4PvdGi1vwdd&#43;KdM1ebV93XdQu9I0TWNV0/QtV8UX&#43;maVqGoWXhnQptEt9b8RXdlaTXNtoWj3HibWPDvhuDVdXmiTT9Pm8QeINC0SK7uIX1XWNMsFuL2DJ0&#43;98D&#43;Iz4S8eaVd&#43;FNebWtCng8CeMtPn0jVDq3hrxba6X4ouYfCXiK2ec3&#43;heJ7Hw1oniKePRryXT9atdA0vV5Bcw6VaXEFfXZtV8Nz6/4yF34n8SaNbeGbOI/D7RdH0PULiG90e&#43;1S9u9e8LmK303xBf61rOn6mLLW9Dv9Z1y1v4PDXhtPBej6Jrb&#43;IV8Z6Xo4Cm4V4SxGJyqV8xwmLoYuOLxGIp4mhSq5bUpYKrGo508K/rtaMIZXi3GeMw&#43;H9piI5dTr/ZyqRo4SnUhVxOKp0sHh6XtKNOjiK7p4ehyLFqNKm6mNxNWjGnVqyjTr18XW9&#43;FCtXqzlWSx0fV5PG&#43;s65r&#43;l&#43;Cr2z0/TorD4d&#43;JbGxuoPG&#43;jaP4hj0qTx54P1l72O&#43;ibTrzX/AAj4b8Sxa3oesaZa&#43;Io59K0DWfBWn3vw3sPGHjj&#43;fz9sP9vrxJHqVp8JPgr8TJfHsHw/1jXWb9onUvD3g2HxrqWo6x4Y1Hwlqdt4J1Pw1omkeE9Nn0qz8QeLNKtPi/4A8J&#43;B9f1HR9Ut9H8JT22kWet&#43;Nvivuf8ABRP/AIKBWvxEk1H4E/AzU7efwTYXF3aeOPiXp7RyyeLrp7W70rUfDfgfUY9zW3gx7K9v9K8Q&#43;JLGRJPHtrd32iabOfh/Pfz&#43;PvzC&#43;CfwT&#43;IX7QPxC0j4a/DXR/7T17U91zeXly0tvonhvRLeWGPUfE3ibUY4bj&#43;zNB0z7RALi4EFxd3l3cWWj6PZanr2p6Vpd7/H3jN4&#43;Zzn&#43;Ml4deHMozVapl2U4nNsloxq47GVsHCNKGW8O4qNKWMwMcVjamJr5xissxNOGcYurUnGTw05ut9zlWRUoYanic2ftadGr9coUcUoONBwnialKVVtK9Kk8TKpRw017KFWFDE1ac8ZhsPWonwT&#43;CfxC/aB&#43;IWkfDX4a6P/AGnr2p7rm8vLlpbfRPDeiW8sMeo&#43;JvE2oxw3H9maDpn2iAXFwILi7vLu4stH0ey1PXtT0rS73&#43;oP9jf9j34XfszeF5Nb8N2&#43;p67468Y6ZZDW/HPiiyuLHX5dFMdrPbaRpmg6lomhan4B0jUp7eDxFq/gvULW81/TNani0PxN4k8VHwpoV9a95&#43;zL&#43;zF4A/ZR&#43;GzeE/BVnLr3iG&#43;ih1Lxv4xmtrO18RePdetLebycrPdi20rR7Fp7m08K&#43;GzqR03Qre6nmur&#43;&#43;1rU/EPiLV/aNL8N6Rpuo&#43;HTo/g7wppejeGfB03hvwtqFnaRaZrPhrSL2fQzceDtE0SPw/bxaH4UuLTw34cnurSz1m0ia68P6LaT&#43;HyulWV1bfceDvgzkvAsMNmfETp4zjivh54ujBQpV8Nk9B0p0qlDASk4qriqU6tDD5hmFCc4Uli1SpRdOWHnj/OzriOhiHLD3zCnhpV8PQpPC5bi8XCvUxEcX7GWKrUFyYag6&#43;HpqpOr&#43;6wlCUsVip037CjX3bfV7S6sLvUo4tUW3srjWLaaO40TWrS/eTQ7&#43;9069a00q7sIdUv7ee4sJ5NHu7GzuLXxDYPZ6roE2p6ZqOn3l15R8PPhfFpXiTxL8TfE&#43;jfDW3&#43;Jvi670uPXfF/wr8Pav4Nl8caD4b8N2fhrwzN8SLl9f1G4&#43;Il7aBde1vwlbeJ21O0&#43;FujeKIfAXhy91648P6j8RvHHpt14is9Os9U1PVYLvTdI027s4Bq0qQXlle2N5Bpkn9vQnSbjUbiy0CyuNRltNV1LW7fSU0pNJ1bWtQS38M28Gu3Npv7Pi1ZlN&#43;0Wr6ppf7mwfVJmMmn6JcsJ7/T9EnuZLKJrS68Q20Oq6pZ2CzXH2rRbTVrm4ittHhg/oP8AtXEYfCZnTwGIw9fJ85y7BSq4OhHA4zE5nTo5jgM7yijTzWeJoYRUXjMHgcVCmqdGFXNMJgK9Svh3hVGHySnTxOJouHs69bBuVWVN1MThcTh4VIZhhJ4qOFlP2deli50alDCVMRRhTdCGKxGEx1Sm5U6upXnWr&#43;ErTx54a1Wx&#43;JXw6&#43;HXiK6km8U6bZ&#43;HNXmj8Z&#43;GtT8PQeKvt/hE6rfa/wCCrOSym8Q2Ph3wV4n8U6LF4c1ex8K&#43;Krf&#43;zdM1PxrD4X0nxTq27PrI0FdZgudC8UnQvC3hbT9ZTxBBA3iptcCjXU1DQtG0jSNQ134i694p0Sz0OyvdQgn8MM2unxPoVt4Y1DxRrp8Qafom5p2o6fq&#43;n2OraTfWep6Xqdnbajpupadcw3un6hp97ClzZ31jeWzy293Z3dvLHcW1zbySQzwyJLE7xurHWdKcMNKnXw2Hk631Wo8TTqyxMaSqYadWWEhUpVfqklVjiISxNKvQeLo1cNCi1hZxxlCp2qOIlRo11OvgqspVVQxFBLmoY7CSoTlXwVXFYZKpXy&#43;tPD16FV0HBOphq86LjVo3/nT/AG5f&#43;Ca918H9O1X4ufAW11bXPhjplvcan4z8I32oya14l8EQy3&#43;qXdxq&#43;ihdMgudS&#43;Hnh/SzpllevqGoa34r0SCC41/W77VdFj1nWdD/AD9&#43;An7SXxd/Zr8T3Pib4U&#43;Jf7K/tX&#43;zIfE3h/ULSDVfDHizT9K1BNQt9P13Srkf9fdlDrOk3GleJ9L0/VdZttD13Sv7VvXm/sf0XU5te07Qtet4L3TNO1fRINTfR9e0a90rxJaTanBp95YwalaXc8E2i3unQPeWusaNfadLepfyRRtPYvp1xBe/gP8A8FDf&#43;CeX/CCf258e/gJof/FCf6Tq3xG&#43;HOk2/wDyIn3p77xb4SsYF/5ET79zr2g2yf8AFCfvdT0yP/hBPtVr4E/izxc8F8w4SxM&#43;PfDd47Lp5dUrYnM8ry&#43;U8LjMot7RVcdlMcNGlUhgqVGU6GOwKi6mGoqdV&#43;2ws8THDfX5FxDSzSksLj8POnSrQoLC1cXSlS&#43;uU54ehVUq2HxE5YnD1XUnKnOnjaWFrwxVKtTeGpQVCVX9gP2Xv2ofh7&#43;1R8PYvGPg6X&#43;zNe0z7JZeOvAt7dxXGt&#43;C9buIpHjt7iRI7f8AtPQdT&#43;z3U/hnxNBa29prlpb3MUttpmvaZr&#43;gaN7rrnhrSvEP2NtQGoxTWErS2t5o&#43;ua54c1GNZDG09o2peHtR0u/m026eC2lvdKnuZNMvprOymu7SaWytHh/jF&#43;Cfxs&#43;IX7P3xC0j4lfDXWP7M17TN1teWdystxoniTRLiWGTUfDPibTo5rf&#43;09B1P7PAbi3E9vd2d3b2WsaPe6Zr2maVqll/Td&#43;zv8AtieD/ib&#43;zl4o&#43;MN94ofW9e8DWV7q3xF8MN4a1Ya14D1K8hk1AaRd6R4B0Pxdr2o/D63vxqaeDfG2leFdY1Bfh1psJ8XDXPHPhLx7qU/6j4O&#43;LmC8SsDS4fzulRfGNB0aby6GH9rHiGnTjOrHMctwkaco1MXRq0KKxWWUIzxKxFajisuw9TCLFLLePOOGIyVSiqdDF4LF1KWHjg8TD2qqSxFRU1QqKpTlhnSUnH38VUpwaai3KavL7M8QaMNWtI5rSHQV8SaOdQ1HwbrPiDQv&#43;EhtPDPie50PVtBttdj0&#43;LUNGv5DHp&#43;talp2oRaVrug6hqOh6lq2jR6xYQancSh3iG0uJtOlv9L0TQtd8TaJDqOqeELTxDePpOnL4lOj6lptiJdft9E8Sah4bhvoNRu9G1HXdM0HWL&#43;x0fU9S8nStUSWXTrrXgnhuYYbm2miuLe4ijnt7iCRJYZ4ZUEkU0MsZaOWKVGV45EZkdGDKSCDXI6DdXmm6zrHhjVpTI0t3qniLwtf33iCw1HUtd0K&#43;vor3WYP7NFtpmo6cngnW9ai8Px2sdlqek2fhe88DS/8JLfazqmraVon75Sx9Xmy6VKlSx&#43;C56k&#43;aNVJKhWpe3tUqUZUK9bLMTCnOjNYbGqrRq4uFTDUPZ4rHYzDfN1HGvGKm5TpKjCVKtKrh5YeioYmEsPGjTr1m3iJ4nFKvh1hsLWjKVOpVrTpunSVStew&#43;OU8d6INP1ND4LuLbUL/AFyC78N6VeQWwsrA6euh2&#43;uReMNF13T9Y1rVtQ0DxF4dvU8H&#43;LNFsdI8LfE7RfEtzHqHjD4b3XhDj/DUMo&#43;KXim0ttcsLfxHp8VjrvxE0/T9FttL0Pxb4d8VXfjHT/hlfJ4euvGWq&#43;JdP8deFNC8JaP4X1j4siyi8HfEm00bXPDdpp93qHhTTvD/AMC/W7/TYr1ZJY3Nhqn9nahptjrlrbafLq2kxakLZrh9Ol1Kyv7VSbiy0&#43;8a2u7S70&#43;5udPsmvrK7jt0irRrroY50sPWwiw8VGWGVONdRoOdSrPGYnETliKlaniMTWUKeJrUo0YzwtGm45VWpylPKsPCnUVVi6koxwsY1q3LV56mYYitOjDD0OWvRg6&#43;HwmX15V4QoOlShjcHUw1DE4iphKeZZg8dQo6ZetqNhbXsljfaZLPHmfTtTiiiv7G4RmjuLS5FvPdWcslvMkkX2rT7y&#43;0y8VVu9Mv76wmtrua9RWJrPiPRPD76NDq&#43;oQ2dx4j1u18OaBZlZZ77Wtbu7e7vl0/S7C2jmvL6a20vTtV13U2t4JItH8OaNrfiTVZLLQtF1XUbPipQrTjCMlGrWVPmquhSnCm5Qg51p06UqlepTpJRnNRnWrSp0179WfK5u6NKfKqcHWxEqVKUpVKipyrTp0KUqlavW&#43;r0aFFONKnOtXnSoUKEFGc406VKPLHPsPDUhuPtHie8sPF02k&#43;K9V8S&#43;CL/U/D&#43;lwav4Rj1XTL7TPsdve2qLbS3&#43;mWGveJvDWmeINO07RNUl8D6lb6Brz69q48Q&#43;KPFGjdW9vawa20WoapaXOqQ3WoPLbT3Gr31m9vptnpzXWgaTfxaxbQfZY7ezmTSrDSpdNuNVlkvJ9Lu9R1a/e/wNJ1rwnbReGLzwzeeH7vw58Sb261bQdU0nxDpsuma7qGtaJdeMYtR8MQC6NhrVn4i0nTta8T3c3hia4mvJmu/FD6ff29/wCIdfse1M0SypbtLGJ5Y5Zo4S6iWSKBoUmlSMne8cL3FukrqpWNp4VcgyoGxzeWOquosXNZVi8PjHhqSr0MXg8GufETwkKP1PD1MmpVnX&#43;sSpfVqU54bC55JqLxOPwPM&#43;GnVjiqMsOpT9tlzhhW8THGV6eExOIwtLGVI4DFYlYepiaKjmU4QxmDqQjKVWvQk6OIjisLSoaRo8mn6xcXaazrNzY3os1h0O/uLW&#43;07TL7&#43;2Nc1XUdUsL24s38Refq7a1bafPp19rt74e0jSvDug2PhXRfD0ceqHVeN&#43;Ovxg&#43;F/wCz34M1z4wfE6eDS7TRYU0vSLy1trabxV4gv9QNre2/grwlG8trc6lq2s3OkRXiaYLy30lIdLuta8Qz2Og6LqeqWHmPjT4xfCr9mXwp47&#43;IHxR8QWWl6xbXx1zVdE0/xnqvjfxdrX9u6n4os/h1p3hLR/F1z/aGjJ4qi8N65f6D4IsoLP4f&#43;E9WsvHhtdRn0Hw/4q8YTfy9/tT/ALU/xF/at&#43;Ib&#43;MfGc76b4f0n7ZYeAPAdreSXejeCdBuZ0le2hmaG0/tbxBqfkWs3ifxTcWdtea7dW1rDDa6V4f0rw94e0T8g8XPGHB&#43;HGXU8JhaFKXFmNwFBZZlHLhaUMuwzoLD08dmtPLqsqMaNOlBJQo1qn9r4j2jpYqtS&#43;t46n34XhHMc0zyhj8e/q1HD4d08XepPFSryrY7DZnTlhMVPk9qq8KNKSrezdBYfEqpRlUj7JT6D9qf9s/4v/tV61JH4s1AaD8N9M1&#43;71rwV8LdIaD&#43;w/DZls49MtbjU9SisrLUPGXiKLT45vN8Q&#43;IPNNreav4hHhfTfC2iazNoMXt37Df8AwT71v9pzz/H/AMQ7rXvBfwUtft9lp&#43;q6SLS18T&#43;PNbg86ze38JSarYalYW2g6Dfo39veJrvTNQtLjULSXwpo1tdakviDUfCOj&#43;wH&#43;wRqP7RWrWXxQ&#43;KNjf6X8B9G1BhFarLc6ZqfxW1LTrhorrQdEu4GivLDwlZ3UMln4r8V2UkN1LPFc&#43;FvCt1Frya1rngv&#43;j/wHHHDo9nZaTf&#43;BZvC&#43;g6bb&#43;DtN0zwFpI0/RtG1rwTqmueF/EljZfZ9b1HT9M0zT5tMsNAt/A8Fkl34D1TQtc0W/17xA7wppP4Z4T&#43;EuaeImYT8Q/EuvjsdgcVJYrL8FmEcdKtxDLmjGnXxGIp0fq&#43;ByehFxeX5fOvg5ZlQpSeAoyyrB1Y1/tczzKOX0JYLK6SgqTjTrYinGLpYapU5nCjzXbliq0adWbnJSsqVVzm623LWPwK&#43;HugaB8M/DfgrT7jwHpnwg1G0v8AwDB4alt3g0cecIvEUc2n&#43;IbXXtI1W/8AGvh&#43;68SeE/E3izVdOvPHa6P438a3/h3xX4f8WeILjxKvoV/4U8Oaprmh&#43;JdS0exvtc8NPczaDqF1EJpdJu7uwv8ASZNRso3Jgh1aLR9Y17RrPVli/tPT9G8SeKdIsLu207xR4gtdSwZvDOhQa/4i1bR7bTNH8d&#43;ILWO9srvV/P1bTbrVfDuiS6BZ&#43;NovB9vr&#43;nwzX2n2Hie18J&#43;Jtf08&#43;HvFWv8Ah600Dwnq/iBtC0fwf9gLrwzfTS/D3Wbaz0WHXvCci2movf6j4h1e&#43;Ph3V9HOm&#43;JND0vxebjT9TvlbUYdB8QyyeKtH1vTfFV34T0z&#43;1NE0jxE&#43;ieMvB/9t4fEYKNLC4LCVVRy/JqGNwuDhRy9YfF5dV/sulRrZbSw9KClRy6tPEYrB4OFPFulUyzEVMyw&#43;AhTzbEYaf55VwtP2tavHBUOfFVaOZV8TjKVWlDGV8LKGFq4qLoYTG1sRmNGhg1QwVedCKxU8PgMM8bh8NTqYjAaejaV4U8KX&#43;oaZpK2lprfjDVNc8balBPqT3fiHxHeefo&#43;n6zr1zNql5Pq2p2eg2154Y8O2xMs1h4V8OQeEvB&#43;jw6ZoOneHNGt&#43;hlmuIVdhZvc/wClWsMUdpNAZjb3EltDNeTi8eyhiSxMtxc3MMU9zPJZWhezS6vpotOPG6CdI1XVNT1/wlIuls/ijV9K8f2N94a1TSL7W9X8OWr&#43;GEvLmy1SPRNQtdWSPSvD8mheMZrLU9M8YfDmDRLnR/7c8L6l4G8S6VsX1xoOi2/iDxtLpNz9qtNGli1q&#43;0rwrq2q&#43;K9T0fwhLrl7a6ZaaVo2lXvivxMtlcahr1x4a0TSLDVLjULrWbp/DdleT62v2yKkMVi8yqUa1XM6WYRqywrwM/qmJqY7F4epVw9ZxpzoSzKk4TxlDDYmjVnKvTzHLaNKFOGGxFX61rKtiMdKrSnjH7eo6lHCVMPKnWxSoYejRwUVF4h4qFaeDrcsYp4aFPDz9jg6lCtSpqeI8G/ap/Ze8BftSfD5/CniyE6fr2ki7vPBPjaxtY7jXPB2sXEcavcW0byW/wDaeiaibe2h8SeGp7mC01yzggkiuNM13TNB17R/5fP2nP2YviD&#43;y54/fwj4wi/tPQdVF3feBfHNlbPBonjPRLeWNJJ4EMtyNM17TPtFrB4m8Mz3VxeaHd3FtLHcaloWp6Dr2s/2QV4t8fPgL4C/aN&#43;G&#43;qfDH4gQ3kWkajfaTqdtrGipo8fiXQdT0i&#43;iu4dS8PajrWj65baXf3FqLzRL27Swknn0HV9Y0xXji1CZq/HPFjweyjxHwH1jBxwOUcWYZ82EzuVF06eNjyU6SwWeTwtCrisThI06UI4fEqnicVl3JfC0qtGdfCYj2MszXE5VWqTTrYrBTg3UwEZU&#43;ZVIpv2mDdadOnTq1H7sqVSrSoVZS56k6cr1F/O/&#43;yt&#43;3z4z8AWekfCD4u&#43;Il1j4SRL4WtfCXiLWvCmmeN7/AOEGseD/ABFbeJfB&#43;tS6RPBHqvjbwNpWq2enWmteHI9UtfGfh7w3p&#43;m3Pwf8TeENe8NaRZ339Omhataa/omja7p97pWo2GtaVp&#43;rWWoaFqcWtaJf2mo2kN5bXujazBHDDq2lXUMyT6fqcMMUV/aSQ3UccaShR/Hv&#43;1D&#43;y98Qv2V/iFL4O8Yxf2noOp/a73wL46srSW30TxpolvLGklxbxvJcf2Zr2mfaLWDxN4Znuri70O7uLaWK51PQdT0DX9Z&#43;lf2Gf29fEv7PDS/CzxrqpufhDrpvl0TVNR0y/wDEzfB/xLqZmeLxPZ6Dp&#43;o6XqniDwLLqk41Hxr4F0vVdOv7gteeIPCN1Z&#43;IbjWdO8Xfh3hR4w51wXm0fDjxNxGMwuAwWLngcJjs1lKpV4exNVYalGhmFdxrV62SOjRofUsTSqVaOBw8oTpe2yydGeB&#43;lzXKoY3DUsVljpckZYnEvD0KNCEcVUxToOrX9pGksRKvF4dWoyqqk51MRP2SxNWpKp/R74v1/U/B&#43;p6dNpOh&#43;MfFc3im6v1TRNJ0x9Z0&#43;TUPD/hXV9X/ALHttYuL&#43;x0v4daj4o0/SWGja7421DR/hPe&#43;ItDs/CWpa74S8a/EXRtR1/qIfD&#43;lx2&#43;seHh4Z8OQ&#43;EtUi1G6u7CG3tzb6zqnivVNd1LxquseHxpUWmPFrN3qB1XUdQkvdQuPEuqa5rsurWVtLF9s1jCtvGOlaxb&#43;BL&#43;3DXx8UltW8PT6FrX23w/rOnm08k6rpniPT54fC/iXTbrRdW/4S3RNI1C/h1TW/C9nqHinRvD9zq3hW6sdO0db0rWb3/hLF0W28OaNqereE7PSdG8X3Q1S/wBQ/tVX8SrDDr2j6PJ4W1Sfw/4Yl1G11bSotK8fafqWq3OteIrK1ufBs8EGu6p/ZWDxeX4zLq9bAfWIYeOFhjcXDH0sfTp1q2L5cZTqU8A8tWaW&#43;qZlR9vgMLgc4zGjV&#43;u8mFVT2uBwnwEJ4rB4h0I&#43;1pQq4&#43;OKU4VcfVhyfVcTy1pSdCvQpVaONoYqEKFCtQhRpzpVVVjWxlPC4qtp3h7TvAtp4f03wb4MsP7I03RvDXgrbplxZ2msaX4X0C4i0zwxYwnUlgXVdA8K2mq6xqU9vd69Df6fYpqT6Fp2v63qn9n3XcVyNjB4gs9W8SsNPtItMlH/ABS1ja6rYjRpnht4tUvtY1tU8LWGuaB4j8T&#43;Jtf1nT7&#43;0trvx3on9h&#43;E9I8Sw3Oka/4g1jQpfOv&#43;Ef8A2lv&#43;itfAz/xHjx9/9FBXr5LltLFe3oZnxDgcqr4bD5ZKKzeef5rTnCtgacY0MFmuV5FmlTHfVo0IyxdTMqscfTxGJdLEKnVhUwmE5qlT6jUrwwWFx&#43;aU62KqYhrDUMDgqWDnWo4eVahD6/PKXiI1cX9ZxVavGWYzqY/EY6Sx1TBywMI&#43;51&#43;SfiL/AJKd4m/7CniH/wBPWq1&#43;tlfkn4i/5Kd4m/7CniH/ANPWq15df7H/AG9/7aeHxb/Dy7/sJn/6TA&#43;HPE3/ACeF8Gv&#43;xl/rFX69fHf/AJOh/Zc/7Fj43/8ApV8KK/IXxN/yeF8Gv&#43;xl/rFX69fHf/k6H9lz/sWPjf8A&#43;lXworlw&#43;2I/7CqP/pdI&#43;J4a/wBz4n/7Knh7/wBT8rPsC0/4/Jv&#43;uEX8xWrWVaf8fk3/AFwi/mK1a9I/ZT8wPCH/ACYX&#43;z9/2cL&#43;yr/63r8Lq&#43;yf2pP&#43;TZf2i/8AshPxd/8AVf8AiGvjbwh/yYX&#43;z9/2cL&#43;yr/63r8Lq&#43;yf2pP8Ak2X9ov8A7IT8Xf8A1X/iGvqPEH/k03/d0eLn/rNeHx8twf8Ax8u/7Jbgz/0vOD&#43;MWv3Y/wCCKf8Azct/3Rr/AN6rX4T1&#43;7H/AART/wCblv8AujX/AL1Wv8q/o/8A/J3eEv8Auvf&#43;sznR&#43;45//wAinF/9wP8A1Jon7sUUUV/pYfm4V4hoH/JyPxX/AOyIfs&#43;f&#43;p5&#43;01Xt9eIaB/ycj8V/&#43;yIfs&#43;f&#43;p5&#43;01XtZV/uPEn/Ylof&#43;tFkA1tL0/VHt9FFFeKIKKKKAP4T6/WL/AII6f8nNeOv&#43;yE&#43;Jv/VgfDCvydr9Yv8Agjp/yc146/7IT4m/9WB8MK/y68HP&#43;Tn8F/8AY5pf&#43;max&#43;nZx/wAizG/9eX&#43;cT&#43;k6vnb9r7/k0z9qH/s3b42f&#43;q18TV9E187ftff8mmftQ/8AZu3xs/8AVa&#43;Jq/148OP&#43;Th8B/wDZZ8L/APq8wJ&#43;I8W/8krxN/wBk/nP/AKrsSfRNeLaF/wAnE/FP/si3wD/9Tn9pKvaa8W0L/k4n4p/9kW&#43;Af/qc/tJV83g/93zX/sAp/wDq0y0&#43;rw38HH/9gkP/AFOwR7TRRRXAcgUUUUAfhP8A8FrP&#43;baf&#43;6y/&#43;8qr8J6/dj/gtZ/zbT/3WX/3lVfhPX&#43;af0gP&#43;Tu8W/8AdB/9ZnJT9IyD/kU4T/uP/wCpNY/s6/Zb/wCTZf2dP&#43;yE/CL/ANV/4er3avCf2W/&#43;TZf2dP8AshPwi/8AVf8Ah6vdq/0T4c/5J7If&#43;xNlf/qDQPz3Ef7xX/6/Vf8A0uQUUUV7JicB8J/&#43;SW/DX/sQPBv/AKjum1zX7Rf/ACb58dv&#43;yN/E/wD9QnXK6X4T/wDJLfhr/wBiB4N/9R3Ta5r9ov8A5N8&#43;O3/ZG/if/wCoTrlej4Z/8jbw&#43;/7GPCn/AKk4A&#43;K4u/5N1xP/ANkVnX/qixJ7JRRRXnH2p&#43;Tv/BYv/k2XwL/2Xbwz/wCq/wDifX82Nf0nf8Fi/wDk2XwL/wBl28M/&#43;q/&#43;J9fzY1/nZ9JT/k5&#43;K/7E2Uf&#43;mah&#43;hcN/8iyH/X6t&#43;aP6lv8Agm7/AMmw/s4/9ij8ff8A1ecdfo1X5y/8E3f&#43;TYf2cf8AsUfj7/6vOOv0ar&#43;svBX/AJJev/g4L/8AXTeHR8rnX&#43;8w/wC53/1bZkFFFFfsJ45//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="lxUvYsYtiAQw17r3koU4WD7SKZAnfShEUZ6jwGOdkILrWbbWbMZXm6N_xhazZfw0np1y2bU4pjVFd8KgEJ53bQ=="> </form> <div class="status-text"></div> </div> </body> </html>