@keyframes rwdcur208110 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRoge2YW2wUVRjHf7MOy4IFmrJpcEVYSyVYfKINElJJvQSLRCXgA5g+aUL0ATEGMOWWcHtQLGqMgtwigSBpTLyECCGmQayCpNFSyyW1IC2laCm0LMM6M3vmOz7gEqpid2cLq8n+3nY2/3O+356Z75xZyJEjR44cOXL4ZxlNw6tpNP3mAwNZjL8CzJK7MKP+81nGJBgJYJb5zfsSiF/UfLtYh/xO2rcA0zQJzvSf98HhJRSf3MqiVbROOfO5DvqdHOAXjigHq2wVrWP85H0JXGoifqGn7VEP9fqFenxNnKSBPXKVrlEGgXI/eV9Pf+lSLg/ZOnbHlVbUb0do9zNGkh7aVSfNwTBFM4Dd6eZ9rcC4OYYdmcae+6aze/Y3hutnjCQaUR004hKftpJThenmffff0urMCk8iiLTzg/TQURimqAKoTSef9TYKqC5apIPGEPBsuuGsC2hEBCVn+A4P97HlNBekk/8vCChALtLKJc4WAtPSyWddQFBiEJAe2jlPUwB4Op2zUdYFkivgYNHMXjxUhUZS7kZZF/BQChCANhq4zNkoMCnVfNYFNCL8KeDhcp6mgIc7ZzFHUjqiZF1gLGUqn9GS/HyaehLY5UBKt1HWBWawUiZSeUOgjQau0BnVSEpH7D4CtaU6WFuqi2tLdf5AF3orwhSpB5kuQ7ne/uNcposW00PNfJWD/XajPgKiUKKIaKGmtlTP3jRY51ex/TaVfh2NSCHjJcrkG9fO0YiDNVUjkf7yfQTmHjNEKw6Jy05xeT9gsg94oZLleQNf+g16h5Df8QAVfS5qZDRQ3F/4b8/AvOMG844bBz2XF4eOIlLG3C0jif70NGuXPsnSjM7+/4RGugMEPh3DJEYQoYJXeISXVIjhu4Cj/eWNW32x836NFp7Twntd53pG/cgnyibWmcCudbB2Cqr5K96SW+XTYR0dJQ7W1120hIdR2GsQeFvhvrOB8phvAYCP7tUmMEtcai5cPD+mmb38Tkwp7E4H64CDtSOB3XCY7XYmAmtpzxPURoUbTmC/6+HWvcnklI7r/yoAsG2kNoEqLaxv6zkZPsZnJLDxcCWB3e0Sr1PYWwaTd/QQH1g+BfBwR3soazUTetPJ9isAsHmYNhGqRFFz2vm+oIkvcLAQFB4KhW0VEK17nNd2DL97RB3QO/9aSkNnTEob2fyrhvJcdoliWdR4WIqYisLFwcLBIoGd9ysnnjnJgY+da94+UczaOEjfkU0y5UleThjK87xNor0F46mITaQSD4VLHJc4DhaH2R48zpdTXCexTSW82bez8CRp/UoLMBHUZmDVOMpjD/EUcpOETYx6NnOa+gKX+LoaYr7/cUuVtJd5ISHloTYZBNYXMdWawBN4uCSwSWDTSwcn2M81uos93IW3o+ib8XWfLiI/7uFuMAm9UUKlVUIlHi55hJlMFWU8b5mEdglqxUAX/FcyahVrODtUI9UO1pKfORS8hxJ3BJGWQYTWA7UriGa0P6RCxr1uJafyNLIGKDMIfAjsX82E7sxLu8NU05j1d4scOXL8D/kDx3vtoiIy2IEAAAAASUVORK5CYII=) 13 13, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBElEQVRoge2YYWyVVxnHf+fc9769vS3XS21pd1twNl1TazdGRSRkmTr5MKcmy6LClCwxsqhR44JGtxAyyWDGRM3ETCV+gMVEVOZMzDICmk2iUbfh0g1at6XrCmvBFtigvb3c+/Z9z98P7Rqh93YUbkc/3F/y5v1yznme//s8z3uec6BChQoVKlSoUOHdJTusa+3CDGa+E7LDssbjVuuRjSXo8WtMuBCOXS52vhNqm42L+XTFfH4V87lf0vWSvIVwbsEIxrU+LOiUizQu6c+S7pFUb+b/Pa4NYUHtLlLvxClp+LCisKCzkh6TdIuk2mvt3zviItVJ+uPxA4p2MqR/bZXG31DkIr0iaaekrkWdVpKspO250yr85gPSbWzRT8mrf780eUEFSf+WtFlSnbR4/lgXIemeYELnn/6ytJ1+LaNdq/mCfrtSOvk3SZqpjzt3EZQlraqoLV+RSVrrIr129BfSz2PSZh5XHddrBau1mcd1cIN0/nVFkk5L2i1pjaTEldpLkPKrqPXLKaBF0j+HnpF2V0u7CPQZdihBStWk1cnt2smQjj4q5U6rIOmopO2S2iTN+0smSLUkSJVVQErSnvOvK9rbLD1qpIcY1IfYKECAqklrPd/R3mZp+LA0eUETkg5L2iSpaT5CqqjtKLcAK+m+YEIXnvzUVAQeIaf7+KtauHlGBKA4Sd3NL3Vwg3S2V5GLdFbSPkm3Xe5vN05yXYLULMFXXBTGGAf0W498uh0KZCmQpYE21rDporGT5NjHV/nS71ay7YMH7JEd1IV5NgJ7gAckdc4VDYtnhavPM+au1N+iSLpJUm//fulhTuohBrWdfj1Aj9ax+aIo/P/TSId+zJiO7ZYK5xVJ6pX0XUlNJUx1VlG7pri4q+MkMPSedrBYCmTJk0U4uriD5XQXnTTCy+ygi29/ZSv7OrEjz9Epx1bga5KK5XmXwQ4shIAs0FeTwS0xjTNpVCBLNWnWsInr6KKK2Wn+Fic4yMM8OPwRnv8+yOEBw3IElwz1Y/itwJmFEBAAL1bXE2RuhYAck+QokCUgRyMdfI/n+BZPcwMfK7rAjXya1rvAegwC/7CxWR1+rcH6ecaKzr8qAdOF/CqQa+iGkOCiKOQZY+3WarY8+2F+8sln+By7aKITy1Sb9F5a2XjDNlrvIg8cml7rUlqB0VI+lGNrHgWGGtdCnMQsAW8cgrouuONP8KMD3+SHy3tZyZ1YPD7BFm55BKrSDAC/NsZcmj4AXcBQKePl6BhPAn1LO7kpRROn6MMRIhzC8drzI0yONRJv4uSK28ne3Ufbuqf22yc3TLBuWw0t6zljLD9zIT1F1q61eO832GOljJcjAgHwn2QTbhntMzXw9nOcI4yfAOAY8PV4LbvaPs+Je4drwlX3E8R8npLjiVjczPrHW7w0sCyGVzICVy1AjlCOHj9FvvmjhpCAgBzBtJBT9HH6CMiRYSpaDwL31mT4fTzJE3L8wMZM0Ry3eG3TPpasgatOIRszhAX1G0u2oZukOTy1H7ydQpMMcaYHXEh9zCdjjOmTdEiOIy4kDQyWWlu4LoP971w7cFn66yjPaJRnaGknpMnMREA46mll/AQEY6Tk6AgLssYYbMy86VWZAa9qduoAVJNOAs0Ge3wu22U59oU5zlmflxq6uXkVn7VpWljBalpWLeHGb0BDN3hJCPPU4bDAO/Y0wqWAFHNEqGwCaq4zYXZYvYl6gi++WJ0w9uMuUYezPjnrMQC85AL+ALyQWHrZ90jpOIkR4IWQfMlBZTt4RwF/MZb3JerwjeVNYxmWYyAK6DOWUSCfbCieLiU4B+zNM3ZurkHzvpkrxVuvyDMW33hgLCEQGotbsrxsJipUqFCEohXWSEcKyBhsxhHWR4R1wqUdYY1wLiKMHKEDnHAz7xi+i5NwFi802FEPf5DpU9sIL797Ai4R4wMJIClcvXAtQEtEmHGESx1hyuGSjtCLCHA4LJY4SVdNashg9xjssWsmoBTLaPeY2ilTEWGdI2wBMo5wucF6Fu9ZD//vo7xashFblDTQZhtoW7w304uN/wFEByuoqOYZSQAAAABJRU5ErkJggg==) 13 13, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiElEQVRoge2Yf2yV1RnHP+fc9769/QWlXkrHOizSVYxYpFGDHRJj0EWiSLI4GYOMOLaMJWS4NIhDJdskRuNCtgpTFrc4NQMMc8wl+0HGVFBwMOdqbRgTgQq1xYK37W3vr/ee7/6Adg5ZpLcXmyz3k5x/3pznnO/3fZ5z3vMeKFCgQIECBQoUyBmTS1D8hKzxGGcsgyUTTTrfokaCHWlA527VJXrwQj6NXoTmIKVal9XF0HZBjNiA9anDsRB4w/qUWo+txrJIUuQi6PtkPSMNCPkctz4rkj3Uh3yeNpYk8CSwUVKjJC//Mv83I14Dp95WRcjnj9k0J9/Zwsrx9UxPneaZK5ZTGS7hEGfMbAO6jDEu74pHy4f/lO09oqe692vgV1dqw3fYVXkzq9dvv17ZvmOSyyoh6UVJN41VWX0i8RP6dv97SvzpK/rgAdqXreNQ9WQa9i7jWe3/oZTqlSR1S3pYUs1Y6/0YA92akzilD1pbpMeIHVtL6+y72DR3AlNOTGK6HiOmd3doiLcl3S2pYqx1D5M4pZp0v/5x4mVpc7myj3By94McrLmWJfdHGJeooEa385BevFXqf0+S1C9pu6S5kvyx1k+qV5FMQs/3HZO2zpI2hZRZz/GN32VP3eXMewFQCF9V1OtBDqrtSSndr6ykw5LulzRlrD0QpLQm1avMzq9KTxRJj+M+fIiOuxfy6LyJ1P0L0FD7At/Ulquk9/dKQUoJSX+RtEBS2Wh1jPg7MISxtHklDEYbwQVgjKkoouy+Gczncua1hClJDvV9lc0seauYtddv5bVmIgOd3Aj8AviRpAZJOesYjYF3rUdP9GrIZrOkNYDFuyyEf+9V3PbKFBp/+9H+AUl+ziK+3HIlmz57io4/UCnHcuB54Fu5ZmM0BjqBQ+ProKg0RIo4GQatT8nccqpWNrF8QwU175wb10U7q4lyx61fYvtsbE8r9cAGYIekuZ+aATniQGskiqucASnipIgTkPTDRBZWMHn2DG5bZ/GS54t/k19zz/5ZrJv5e/aswj9bVtuzGTVnEhe+U+VeeyETAH8P+QTVTZAkTpI4CfrIElR6RFY0sCD2ORq3hSk575HiOG+yifk0//hrvNaMlSMqxyQ5LvgIkrOBsxy0HqermyDD4HAWkvThCOqmMWftU0tff2YNB9q+yPcoJXreQUL4VF0HQFyOF/xSE3xaBrqAo5c0nBGRpG/YRIq47aXzumt/wJ1r3r/iZ49sWB9bzT7quQnLfw6sxVSwmM18fhFOjpfkeGMkAkZlQI4Y0FY6GaqoH377Q62Ldm/gOItLqimbuYptq45Mcz+588/Mo3nYxC2s4ebnDMVV9LiAjX6pOe+auVgGksDr4TLc1BvK/6uEUsTppYuTBygDVgC7x9Xy0i1bCJ5+9WGeKM1wDYtZufRepi4gLcezcuwaqYZRGQiFDXK0A4OXzj/zbEh84mwWDm+DIEkNMBn4hrF8v7qJjmVduB0vP8cNj0Mowh4X0OKXjvz/erRrABdw1AV0Rq+GCOM+loX2vcfIxLHALOAk8ChwV7iM33xmDn1eCa0u4IFwsTmay/yjN5Am5gLaxtfBROrOXci8xe+IdwAwHag0xqSNMfuAr7uAlS7gHgX8Ndf585GBpAL+FonC1PKZpBkkcdZEkj66OUj3PgBqgNqhOGNMzCsyvwwXm11++YVvm3k3EJlgXJDkAOAunQ8OR5pBPHymMYelE1q4pAGAMs5kIa/k5QZBAe1Zx+n6JUTvG/wp5bVQdQ1Mmg3ltbiQTxzYB3TkY76PktPN3Ln0HpFvPXYaSxPgrM9gyCdmPDqM5RVj2Wks7cbSY0N5mXKYvI0WO6wbrcdl1iNuPLqsx2lj6TKWWNH43Gu8QIECBQoU+L/m39+3nEytyfhHAAAAAElFTkSuQmCC) 13 13, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRoge2Wf2zMZxzHX8/zffrt9ZzbaU6pNRw1k2kav1c/Zkj/ECHpNskWsR+ZzmxDBDVbmCEiFCEL08w2VsuCZTPJsE0s6ogS80eV+jExOXU4ZdS51fX77A/VCOa+vd5tWXKv5P75Ps+9P8/r+/z4PpAiRYqEUjFVUzFVq3+rnkx0oOnGTPcwsHKe7pjo7EeRcIGCxaLB4cWdkcX8qk+1J9H5D5JwAQCHl+MOL/npHkpPb9ZJqXGPpIQbJkHDxK+cvGa6mf3HTu1KRp2k8mW2HrZnor59Ya++WbtPv1u7Tzv+6zG1iJdZ23Ecq/YfWqB1sFJfDFbq4mBl4k+npK3PbJ4JneXA7nXzN3PpIB0NB4sMk6JLh5O7JxLKOFblG5i3i/lW12zUOlSlL4Sq9JgrR/8nEiUcdHci/9c2ePVsDukzW7W+dlKfvFqtC5NefCQzVCGz3K3NKeCNOQrHHQ85upQ6/fv3Wl8/rauuVuv+oSrd6nE+bipNgZxZyKys1hToRN4uF97r1wmwkmFsf+EWkTrypKJMKrq1VuIfBQxURCBH3eTyvM70j3smchl61oX3IMBFjrGKkWx59g7RMH2FZI2Q9Ig3OyajmFs+hEm3fRQs8VEQ9xE4mOJpBuZfgL73+6aX1pePaH3tpN4aqtKd4s1+7GkgkNUmTkc6rikGala8RdqR83MmnYP3P5tSncveyRANUyQka64c1d54sh8rYKBq03A0KEyXwjEzl6GT4imSQ+9AOi7//c+ucpZlh1/FPx3VGGE0kqWXDrf88hdrBgIGZiQNB4DXwFzko+DFLgxs6Tlen03eTgMzfP/Dw2xixd53OLoMszHCeCGZf3G/btF+iyVQm4ajXuFAYwFkGahSgSz0UWBboowi2pJ1KJPO5x5s87OO0s0l1HyBw4pSjGT6hb3amSiBoMIMpTUJWEQRyG4GamlXCga/xy67dXjzqRWBl1jpH8CEh9p2s5zSsgWcWI8LmKktis//Yu/yF0sgLFGX03FhEW2WAPKfoNNqiexrV2B8DeGFR8b+9MFz5ZEO9Hyo/Uc+Zu5nbxP049YWi7AYc/aH2FeOx3bYxuwGgTyXwd29dVfAIkqDjHCjt0R9MosD3ewISEPQvi+/jd7O8bIRJx7Z5yLHqA+AvHtgS2FjkcbsIpCnTZwWQCPR5pkIUyc1Vr5EDbQj0EQw3cOeUd/B+naaXIY2NwxgAiue30/uOCyp2CRNdnQdK6xWCxiocyZOy8SJ1SRgEeUml2kk6hTIPnZHL4SIAOXpHo6PPwXvt9lHFwYykhnMGVLOoGVYysl2JEtyRoh6O5kxv64CGVCY4Qw87j+5+y3SWNwgSJSIVJh9P6LGXEjPBpsex4C3Mrx8XlRBT9eESnIKoddkGoTE3xihJHuQCNjMsrWEQgZmXQae5k1sESXMdW5Rh0B2N1C2L3xCCEsIcQAoyczjVFEFVr8PCae52CYkr7fvI87YzQJ7MxAyUKEM3L57619jYWCiMJGoTInyAbbfWhM7tAWGyeKoxUYhWdvuaRFpYYYtgXqJqnWS2fT2LbLoTj9e4UnywwK5AfDHynkoVwir4abeoS32tOkgwrH/8WhiCkhkVCDPufCShpMeDKcHw/GQEwCWAhvm4YuruNlWWEDcgwcQdjpNZMs0YHWYOjLxRdNxHUzDsUBhViwm3+7mTQq27vgCecZA1WfiCyjMryXyK411fjH5yR5fTGwJSGQNUAJUADXLGRzzA5MiRYoUKVKkSJEiRUz+BjpNxZ7SA+4vAAAAAElFTkSuQmCC) 13 13, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRoge2Xf2jUZRzHX9/nnrv73nXO27r0NtY8yWyMMYaNMCKyMHAjIslsQUGIsCiwBF0UmyFLc5t/iP8UlKsgIsw/NCRMIs3VlGG5TcmYy+YxznO7XWsMt/R736c/du2Pdvv1ve8ug+/rv3u+PK/7vO/zPPc8X3Bw+P9Qx1HxCl/57XQKO2Vz4cHvcaM/vY1vPXY5cxpAJ++Wl0BIom+2y6nZJZovb9FVBRwzMR5rpqovW19OOwBwmZPRYa4mvQSaG/klmK0v5wGu0ZnsoK1zgtGn3Ogv76ZPZuPLeQAfQWOQ3lMXOe7REDsl+ppc15A1FTwTkejjdRxV+4h/s5dYyKor5x0AyKc47ka/dIqDjBB7QuJ5dS+x3NVyc0jx406lZ+MopLwVSK1jm3qX6FALiQ1WPJZSn61n1eWP2LGbvrVXjymrh1K7C8/EBY5whdMhgdzTSjK8UImlAMM93Lz+x7XHUxhvXv+BEiuOMKXn3egjfxKjgzYG6a0UyMYWEgvyWArw4NskK6tXfLr6/ge+vHGOqBWHj2DChedngCuc5hyfiAlGtwpkTStJK8qF8dN7yvP9ayorx3JK64EUoAIsU89xUO1npLuVZMSyNJ+S4FKKanXybL01ZiJM2TqJPgwoQOURVjvoUPsZ+bCFxLy+P9MSCgKHgG6dvF1eAqU+sj7xM3Iva3r8BAf++TxKnJO08BdjL2qIWkvSAiJFQYrHfQSVj+BtPwW/L2P1x0VUWNqss9FEv9zEgUPFVCrSXRBItYkDqpnB31pIVMzlyLiJtfSwwpQKM6IhNgMP2Vk8QCMRY7339fYnqTfcTK4YE4N2PqCfzojCbNxHfNb2TwugIUwNYSjMKaHC1AUiYncAgKWr6FnreyH+CFunxm7wK2dpE6PEa4AtTfTP+G857YFIBwBQmJiTQabG7EaT9C6J0FVNA0VMrhiJTgqDFIZfQ2zUEDMelpmSmSLdARMTiQeBvKQhvliMALXd2piQ7ClaeU+0hl0IJGVsoJoGwpQmXHiaGyiZmGn+tLu4hhAKU6R/eQKEkm707VHOxxcjQJpOl847D9/97PtLhr/TV1CF1+2LGbdT29/Af3y2iRn3gECaAAFChht/E3BmkQoHoPaiZiqTw94ghysKHx0L5Pu+FpKNQnMdmWvutHfi5ZQGge5xRkruIvS5C1k3QNfYolT+Lz67TxWnbrE+NcGJLUPavDo+LUCYsgLgAhCVeJ4foCtmd6F2kmkJGRqiSyBfutOLz0gh5bKQ8uL/ug4HBwcHBwcHBwcHBweHO52/Aft1I5aggmq+AAAAAElFTkSuQmCC) 13 13, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAklEQVRoge2YbWzVVx3HP///vVxKWyjU8lxxdgMnMkJYxyozkPhAlkzZwtREXpBNjYlL0GRmS6PBaYZunY4oiyO+WHCZCXMxGnTOxKcpmg0Qh6sOsJINWwpdKR2s7eXef//3fHzBerNlGOl6oby4n+S8/J3z/Z7zPQ85UKVKlSpVqlSpcnkZ6jGebA1jROMtGOoxF+dYE2d5PVPD33N1UXIphF0s457JOEuSybE0k2NnJsfX1BY1eynEXTKSIW9Oi54MJYfUZ9U71DnqZEu7ONKiS0LJl5IhPXXQUlr0NfUJdY1aP9n6/i+hZKP6y94/Wfo+BV/o0JGTltR/qw+oy6/oWKlZ9Vv5U44+eZ2uo90dU7T7t5oWLaoH1buu6Fipd4yec2jPZv0mR53DEtdwl7s/oq/+VdUR9ffqhiw1V16s1NXqK0ce10cz+nl+aiNXeQ1r/BK/849fLMfqlPqY2qbWTrbuMuoi9fm+ffrDabqdxE+w1RpmWEeTK9jgdhIPPaaF1yyqL6n3q9fqFXARqjPUJ0ZOWvrx1fqDSLfSbSsbBQRsYIG38A13fUD79mladET9s7pJnZelZvKMqLF69+g5i7++XR8hdTuJd/MXm1lRNgFYS6Of5Un/8Dk9+4qqp9WfqB+d1Fipt5VGPbv/Pn2Y1/0Ogz5In7ez7S0GAGOyvodV3sNeOx/R0XOq9qgd6rJJOXbfOO8PH/uVPsSAW+n2fo65hUPexBfeZmKstbDaRzPatUuTEUff2B/tavN4NUw0g31A98wlEJMlIU+RYQIpy1nPIlovWPQyz3FfaTH3fKaDn60me2IPS9MCW4CdoeTqy2lgGOiqnUdoaGggIV9u05jJjWyilsYLFp7iKLtp594Xb+B7a/fR/Qy1wCqgPi1e/OU3UQMF4OCUepL5H4KUAkWGKTLMKHmaaOFmvsrHuJcZzLtgB90cYJBuapoA6AopndmpF//Kn5CBKIoCcBTIz2mFlKS8AudNFFi/8Ct0dHTQzgvcyCbqaHpLH1fRxsfXforZKykY+LmBgfFoqMQ5fAI40bQSctSWV2DMRH/vaRZvhM098/nulx9nEz+igQXl4tt4kNavQ7aWl0PK01OmRenlNtAHHGlcCg0sKBsYa//hAMPHob4ZbtpG8u1/3cKuW3tZRzsr+TQbNq9lbhtnDOwIKf8c7+CVOHsLwKGaJsLs6QvjZChPIEUCgcAgx3h1L8xdxUAU84uZS7h23VOsfN8zD9QMd8PijSSZHE+HlKdydVG47AYMpMCLU+pJmj9MjbsDCXkkUCKlyDCnOyGkZDM5ngUezuRY/9713GmgxcCBkLLDlP53Mv6EIxRnIkLKEWC4cRlExG+LUc9voHiGWqAF6AK2AXca2B5StpiyPzd93P8LQGUiRKnAQBRzvHEZTbNopp+u8goAHO79GyPHr89Oa+K6kFKTnRoNA88Vz3rAQKiZNb6N+2Yq8hpM8wyWEjobriEsZHl55gMpzaxg8azribLEaYEFIWHmWN3UhiiZiHio0ArUzY/S4V4P52aQ3nDr1blFe3fyruUwuxXmtsHcNtI4y5lSgX5DZSZtjIq9ANMCnXGOwQ8+dP7tEOfIx1nyUcxRAntCwvPE7CcwWKkx4R38zP0vBg87L4r5ZBSTIyYfxfRHMd1AXxTTDyTT312x4cpUtMeBfxhHMUTnQxIa3195wVWqVKlSpcqb+S833wB+hi5UtgAAAABJRU5ErkJggg==) 13 13, auto;}
}
div.testarea{
animation:rwdcur208110 1.3333333333333s linear infinite forwards;
}
