@keyframes rwdcur71712 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlUlEQVRYhe2W244cRx2Hv6qump7pntnZOTk+xVKQgzCREBGKRITgJm/ADa8APAU8AG/BDcJKhIQUEUXcBGRElBixCYntPXi99h7mfOpzdVUuZtck2axZWPuOn1RSX1TV7/sfqroEZ+iXv3jDSSHAgYcjVLDuC1q+pK0F7apgXWvCZge1dg2/dR2/dQXVvE5l7SoqWMeVBdnskHSwTTLcIV2OcdbinOPWz34jANRZAM5YSilRUlBVUNeCupY0PGgoCJXEr4WosEOl3kYFbbxaDx10UNU1sA4TzzDLIUUyYR5N6I/2wcFbP/+tOPGRZwEgJZ53bK4EDQ1rx+Z1Laj5AZWwjQ5W5rreQde7qKAF0qPM5pioT7HsM58e8vDgMRuP9r9i/kyAOC6wxuJ7YgVwDFFXgqDio2stVNhF1bvoRm9lHraQqorNY4rlkHzeJ50fMR4dsP3kkH9tHp2O8yyA4XjJfJ5ijaWqxKoEFUG9WsEPmuh6G1Xv4oU9VNhD1XvISgNrMkw0Jl8MyRcDivkAEY+RRUScmVM+Z/bAZJRS5pamFlytVqkFHnXtUa2GVMLWccSrtHthF1lt4qzDJDPy5YB80Sdf9DHLATqb0RMp13VxfoDZLMMay0AJLvuOl6s+XlBB+muosIsXdNDhaqiwjZAaE0/JoyH5fECx6FPMB+SLIWW6oKEtvfppnzNL8OlnA5GlBZNpwuEg4mAYMY1yciSi1kTXOyuQsItXCbF5gomGmHmfYnm0ysByQBbPSPIUKx1+oPnpT15y5wIAuPvJQKRpwdE4Yesw4sHhgsPJjMSUeME6qtHFqzVx1lDEY4rlceSLPsVyQBaNSbKIxJTEJXgVxY3rDd58vevOBQDwwd2BWMQ5j0c5957EfLbbZ3f/MWnp8KpNhJQU8ZRiOSBfrGpfLAbkixFZsiQxhrh0xKWjEIJWu8qr32pyqVt15wIA+NNHYzGKDHujjHt7Mzbub7Gz+4DcGMpkvmq6+b8jzxfD49TnJMYRW56OHEHYqHD1SgA8owm/rvc+Hom3vt9xpdSUezPkx3+nfeUm1zo9iuXKfDY+oJj1MdGEJE+Jy3JlbASREUQGEgNCe9y61eXh3tJ55wUA2DlMft1thb8qhSa3ClsccXm9CcmEaLzHJ4+2GE+HFHlCZgxxCVEpiEpHbARxKciswAJSCu5vzs6fgRP95R/74s0fVJ32x9zdGHGl2eBmO+Tg6CGf7+8zSzJ6vqNbAYEgLldRp9aRu5X5Squv/xoA4M5H2+JHb1xzRbHOnz+8Q/P1m+w/2SFLIpaZIDWSWQFrGnCwNILYgrFf3kX+7wAAf/3wifjxD6UbLxyfb39KFBdsbM2JCse1SyF6TSMReBJywCA4OXtCCIQQFwMA+OBve+Kl+g03bQjevTvgaFZSq3rspnOmgeLGZZ/Ouo/nJNhv3uNCAAC3338kPHnDvX+nLwBefWXNNQIP5SyDocMXgmbTx3qCqDy9/lz3wH/S79579PQf/2BnLoqsJIkLFouc8SQlTwoCD5Q4KYLjJCXPBeDr2ticC5OXpFlJnFmitATr0EKcmvtCAACy0pEVjjgtiaKCMjdoD5xzFMZyNEgYjRLxwgBcCaWxWFNCaZGlRbpVCYrccn9zBrzADAgAB86tKl6yqnpRWEbjhHv3Js9+FV9YngQlccrDKEUmPKyFLCvZ3Vs8nfbCAJwSOO0hfA2+Jvc80rRkMs3458boHM/yC8qrePhVTTXUKF+RGstwkvLHd3fO9yy/iL73WscFNU1r3We96YMUjKc5b/9h+9Q5fO4Ar3237cJA02n5dNpVlJbMFhm339k8fQk8b4Dv3Gy6sKbotH26nRoVXzKdZfz+7a1vNIfn2ITffmXNBb6k1/B4+ZKPV/M4HGXcfuds8/8L4Athw98YqoT1FwAAAABJRU5ErkJggg==) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmklEQVRYhe2WS48dRxmGn6ru6tu5zbk5iccMG5skRMqOQEBZRUJiy44fwIZfAT+Af8EGYSUiikRACAk5JJE3CRgnvs7Y4/FczjlzzvSZ09eq7mJxZiw5k3EG7NnxrnpR3e/zvV/V1yU4Rb/81Q+skAIA37G0AlgJBd1A0gsEvUiw4isa7T5uYxW/fQm//Qpu4xJe8yJusIKtNcXhLvlsnexggzyZYusaay2v/+y3AsA9DcDaGiqJcgWhB01f0PQkLQ9aHjQ8iR82cMM+XtTDDXo4/hAV9HH9NliLyWJMOkEXM+bJjNH+NgDv/uJ34thHngYAEukIAg9avqCloK2gpZYwoRfhhT1UsDRXUR8VDXDDLkiHSs8x+QidjZjHuzzY3uLGxvZT5s8ESFONrWtCJWgqsYTwoekJIt9HhV3caIAbDVDR8Im5dANqnaLTCWUyIk/2mM52WN/a5cvbe99Q5imaTBYcznNsVRMosWyBL2hGHn7YQUU93HCAEw5xoyFuOES6LWpTYLIpZTKhTMboxRiRT5EmIc3NCZ9T98BsliOqmm4ouNgMCF2Hpu8Q+A28oIsKB7hhHxUOcMIB0utgrcUUMWUyplyMKBcjTDpGmZihl3Opoc8OsIgLZF0zCQSzhuU7bR+n6SFV+6jyPirso6I+btBDSIUpDijTo8qTEToZUyYTquKQll8zbJ/0ObUFX90cizLXzGYZu3sJO3sJB4uS0kqE30GF/SVIMMBRDWqdYbIJJh2h0z3KbESZjinymKzMqYXFjxQ//+lL9kwAAJ9/MRZ5ptmbZNzfSri7dcjuNCYzFY6/ghsNcPwO1hp0PkUfV54uqy+yKVmRkOmKtALHd1n7bou33xrYMwEAXLs+FodJyda45PZmylfrIx4+3iKvLI7fQUiJzg7Q6XjZ+2SEXowp032KfEFWGlJjSY1FI+j2A65c6XDhQmDPBADw50+mYj82PBoV3H4Qc+PWfTY271IaQ1XMKdMj43S0BEknFFlMVpRkxpIaSDWkBkorCFseL1+MgGdswq/rL5/ti3d/2LcVisqJkdF1ehcuszoYHkU+Ij7YQS9GmHRGVuSkVXVkLki0ICkhLcFKh1dfH7D5YGGdswIAbDzOfjMYNH5doSiNS13v8XK3A+WMJH7EvzfuM40naJ1RGENqIDGCxNgnEFkpqGqQUnD3Tnz2BI718fVt8fZbgVXelM9v7PNKt8XlYYOd0QNubW0TZwWDyDIMQCBIDWQaMmPJjcDUx19aPvzXAACfXl8XP/nxqtVmhb/5n9L50WW2dzYo8oT4UJDkkjiCjg9YWGhBqkE/NQjl/w4A8I9PHot33pF2fGC5tXGTJNH888s5SWFZXW0QOApHCBwH8hpyI6iPDp8QAiHE8wEAXLv2SLzUWbMHQ8GfPhuzN60IQodHD+fMJy5rqz79no+LRHIc+tN6LgCAqx9uCkeu2b/+fSQArlxu26rp4FIzHll8Keis+FSeYJ6ffP9Mc+Db9PsPNp/84+/emwudV2SJ5nBeMp3mlJmm6YHnHg9Ay3EeLwTg67pxay5MWZEXFWlek2QV1BbfESfWngsAQKEtRWlJ04pkoalKg3JY/rJ1zXgvY7qfiXMDsAYqXVNXFVQ1sq6RLFtQ6pp7d2LgHBM4Ls3aZccru+y61jXT/Yw7t2fPvhU/txwJjsS6DsZxyXGoKyiKis2Hh0+WnRuAlQLrOgilsJ6ixCFNKg5mBTf/tX+Wa/nzSSoHFSj8SOF4LmlRM57kfPThxlNH4VwSePPNvo0iRbfr017xsQhm05IP3ls/cQ5feALff6Nno4ai1/fp9wNcVxLHBe9fvXdyCLxogFdf69hGw6XX9xkMQpQnmR0UvPeH+99oDi+wBd+70raNQHKh67B20QfPYXu34I9XTzf/vwD+Ax5J4Q1S9bT0AAAAAElFTkSuQmCC) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeUlEQVRYheWWS48dRxWAv3r07e47b8/YTMIjOIEIC5QFEgu2CLFkwZp/wX9gh8SKX8AGEmVhISE5IUEyxISRCIoVJ7bHM+PHeDJzZ+67H1XV1SeLO7ZjMQmTxMOGI5XUaqn0fefUqdOtOI4P3/+VKBRKabL8HHn3Iln3RdJsHaUTmjDEu4c0zQNcuYerHtCEXYriiGEROBoJ+33hYNByNBTGBfioAGhb4Y+/21CcEPbRw6VXfqOuvPlLAVg/r7DJMtYfYkxO0lnF2kWkdUjrsIlD2hKoSdOauXZMaCK1Bxc0oWkJUYglNI0gtCexnxYA+NlPf69+/dufyKWXhMTm2CTHNCnaJBi7jE1WEPGIVEhbIlLTthV5bGjyKaERmgZihCYqYgtFpZCoTycAcOPGPolSrC3P0827aJOiVIpSHYyZO5aokLZGxBOjI0kC3TQQQo2fF0JU+AYqB9MiUpfN6QVc2WB1gZY+oV7EmxxFjtYZSlm0XsDa87SJI0aPTRxJxyHimJeWRjw+QlGBaiPTcc1wUJ9e4NvPBdaXazp6RON7eJuhVIbWs0pYu4bWSxhbk3QcbVvRNg6kphXPfIxUrqGNkcmoZnRYMh770wusX4DFhZbYTPD+EG0ytJ4tZTKUTrFmGZucm0FjSWwcIjU6VBg9JYbAaODo9yqmw5pyEk4n8PNffE2SPCEiVL7GmNEsc5OiTYpxKUanaJVi7Bxi17BJRRIdsZ3i4y7DkWfvYcHBnmM0cDgX2Pygd+IVfErghz9ek+e/tYAYS1GDMRFjCrTpo22KMSnmUSVUjjYdjF3CSkXTFJRui73eiO2tCVtbBQf7AV9Hbrz32fDHAqsXMnnhu0ssrGTUAaaVYA1Y02D1FKOPMCpFqwylc5TO0Saj01nD2CUqL+zcf8CHHx2ws11ysO+ZTgPvXO1/LvyJwPNdOnMdSq8Yl4IxHC/BKI/RI4zpzPrB5CiVoXSGMR1cEDZ3bvPv63fY3hxxeOCYTBquXPnvcAC7sNyRFy+tIcpQVmC1ItHQMWCtYE3E2hqlB4S2Q+UTVlYytM3QteHuXo9/bPyTWzdH9A4c04nj7b8cnQoOYLUxZF2LiKL2CmMgSQSbCMYqEi0oIqOyYlIdIDT86AezqzktKq5e+yu3b/bZ/7hm0A+887fTwx8fwWxWG2ILtYeiFhILiQGNoj+B3UPPXi9wbqnm6xdSvqE63Lhb8O57/2LYUxz2Kt699vALwR8LKJ7M6tBAUSoMoIHhFAbj2YpNZD4ruL+3TdLp8Oe3NundcxweDdm4tvuF4U8ElEKp2X4RqBswXlDV7MNSVUI5CezvFvT3FC+sa4r6A/b7jsPBhI2/fzk4x0me+LJjwKqWclSxuzXi47tjqmngwU7F5csHTIaedjxl4+r9Lw2HE0YxwFwOi12hGHkGvZq6CNTTwGQS2bk9Vreuw9pqJpdfu/eV4HBcAaFFEAASKyx2IfrAqF9TTDx1FQhhBn+08fU/fHX4Y4FPR5YoDEJZRIqyxdWRpol8dH38TID/ITA6qlR/vyKGFhEhSYDYzMpeRrwTgpOzYM8EAO7dGtGE2X+b0YLRLZoWaSNtbOHs+DOBnZsDNTyqaEJLbCFEaAUQUIA5k+J/SgDg4d0J3kWch8IZ6sbSiCGiiSff1mcrsPn+kRoPHJNppPQGT0KjEoIYgpxdCZ5K7eqftlX/sKaqW5S12CzBpgnKmP+NAMBbr2+pYd8jKBaWUxZXUvJuwsuvrJ5JK554uG++tqkmI4exmuXVjKXVlHwu4TvfP/fMJT6zu9549Y4aDx22o1lZy1leTcnnLBe/t/RMJT63vd949Y7qH3myOcNz30xZPW/odjUXX148w8nw/xafAIkl822XgxHaAAAAAElFTkSuQmCC) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFkElEQVRYhe2WS48cVxmGn3Oprr5fqnqCZ8bxAtkoERI7FhFilQV7fgYrfgJIbPkVsEFErBAIhLIJKFIkMMRcfBnPjC8znq7qqu7q6a57ncOiHQd5bDNge5dXOrsjvc/3vd+5CF6ib//ge1ZIAVisMtCrEeMGOTFor0F7gsHYwev57Op99tyrvOPusquvstvaY6zHVLYiKM44zg95mB0R5zHGGqy1/OT9nwoA/TIAYy2ysQgNtC2ib5F9gxw0qAG0epKu22OifSYtj4n2mKodfMdnqIdYLKs6IarnLKsFwWrBw+AUgJ99+HPxhc9LASQglIC2QfRrGFTIoUEPLE5f0u90t8aOx1h7TBwfz5ky1hMkiqRZEtYBQRVwsjrj4fETTu7HfPzD34jnfV6oKi0wpkG4FtFvkAODGlicvqDbdZk4E3w9xddTps4OnjNloie4sk1qUuJqTlgGBPmMs3jG6eGM2T/PXljoC7Wen5OvUoypEU8jUH2B228xckdMHA9PT/HVDr7erp4cUJmCZR0TlXPiMiSuQpZiTibX1Gl1weelEeSLNaapEKM2nT1NqwOtvqLf7jFuTfCdKZ7ett1TU8ZyhLWWpE6IypB5GTAvA6I6ZOMk2J0UezW9PECRpBhTIcIKcaWFetdBqRZDOcTTUzzl4zk+vuMz0R5aOCzrJfNyzrwMmVcBYRUSl3PWzTlm0CB37OUjCP/xWFRFQbZI2ZytSZ9syJcltpQMxGg7dHpbfVf1yExGXM+J6oCgmhGWAVEZsiwS0iynNhbhtrjy/V17KQCA8OapqPKcbJayvr8huXfO/CyhzBoGaoynpwzUiNrWLKqYqNpWvl0hiyJmnW0os4YmBala9K+NmX5wxV4KACD8JBDFeUn6uGR1J+XsXwHHD06oc8tQjRBCklTLrfnT7KMqZFFGnBdriqymTi1NKhCVpj0ZMLqxQ/udrr0UAED0u1hUUU3+qGB5Z8XBrSPuHt2nKhs2zYqoDAnLLyuPyzlJkZBnJXW2NbepglQjSk2r16W7NwFeMYTPa/77SPgf+lY1LZIm4TP5Z657N9jd9wirgLAKOEmeMKsC4nrBJssp0oY6FdhUIjYaNgoyiRKa6ft7rI9jqy4LAJAdZT/uTXs/choHXTrMTMT4Sp+EBSebR9z++wOCOGJTpVRFtTXfSOzGQaR6uwoFRiCkILkbXL4DX+j0jyei/UHHxk5MdHPNYLeDf73DvSfHPL4dUSQNdkchpgoEkErIJDaXiFKC2T5whu0c/s8AAIefHoj97zR2XA359OO/8t5ol4PTIzYFiHULmbewiYbh9uYTaw2phvrLkZOI/x8A4ORPR0J+97q1cY+/3b5NtSlY3cqxG+jtD3GcFkJKUAJKhaglT4tGCIEQrwkA8OiTA3Hta8aKZYfwtwuamUV1HFYPSvRS4V7r4PodpBJs87h46F4LAODhR4fimvq6Df5wKgCGNzyrBhqjHWxoEG6DO+oijITNRYBL3QP/FeIXh8/e+NW9WDRVSZXllOcZeZxSlTl0a6w2ANj/GMI3AvC8VreWoqkbmrzGpIZm02BpEI65sPetAADYwmILS5PWVJuCuinAsVhrMZUhm52TRWvx1gCwBts0NKbGUGFkjZXbtpuqJrkbAG+xA4ht1lgLVkIjwYCpGrJow+LO2at/xa8riUKiUdZF121U4YKRNEXN+YP42b63BiCsi7IaR3Rw6KLKNk1uKRYp0eePn52atxaBUhrHdXHaHbRuY3LI5ylHv/78ct/y15H/rX3rdF3cSRd33EEgKeOUw1/dFM/vfeMA3jf3rNNzcP0Obb+H1A5FknPw0UXzNw4wem/H6p7G9bt0pn1kS1MsM+7/8i8vNH+jAMNveFZ2Qe0o3Hc7qJ5LGZWvNP9KAP8Gr6HrQBrk8YYAAAAASUVORK5CYII=) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFj0lEQVRYhe2WS28cWRmGn++cqq52X9zurjKZ2ElGoAyaCIkdixFiNXsW/AxW/ATYsWHNH2CDiFghIUZoNgMKQohIhCG3cRyPE1+qqi/V7uq6n8OiPQbFcTA42fFKR6rFqfM+3/neU3WEC/SdH37fihLAYrWFrkE2LGpokVGDjMDdAL87YtvZ4oa3zXVvixvOFlut62w4G1S24qg44lm+y262xySfYKzBWsvP7vxUAJyLAIw1qEYQB2hbpAeqB/QN9C2qK3S9Lr7jM2qNGDlDNvUI3x2y7vSxGJJ6RlzHTKsZ0/mcg3AKWH7x8c/lK58LARQgWp2aG+g3sG6h3yA96Ky1GbWGjNwhI2eI7wYEbsDQGaHRzJqEsI4JqzFH84gXz4853In59Ed35VWf16palhjTIJ5FehbpW+ivnr2Oy9DdIHB8Asdn0w0IXJ+hM6StPJZmSVyNCcuY4zzkcBJx9Czk+B8Hry30tVrECfl8gTE1ctoC6VlavRYDr8/IHa7MdcCmsxp91aMwBZN6RlzGRGVEVIVMZEyqUupldc7nwhbk0zmmqZCBob3loddA94Rue41ha0jgBviOT+AGBDpgoNax1pDUc6IyIiwjwjIkqiMSd0K+eUJ1Y3l5gCJZrqqPGux7HbybLi29xrrqETg+vvbx3dUYOSNccZjVCXE5XgFUIVEVEZdjTpoTTL+BzfM+F7Yg+nxPqqIgm6akRwnp4ZxyVqJKh4EM8N3RKgN6RFd3yExGXE8I64jjKiIsY6IyJinm5FmJNRrX63DtB1+3lwIAiO5/KVVekB2npDsLTp4uSI4WNBls6FUIB3pAbRsm1ZSoWlUeVhFRFTEpZqRZTpMBS4WjPfq3fIKP3j+DeCMAQPTZvpQnJeWLguXjBeHDkBd7h9hcGOgBShSzakZUxWe9j6qQcTlmUaTUmcEuFXapkMqhPVxn8ME12l/r2UsBAEx+dyj1uKLYz0geT9l5sMvT3V3q0jBv/i10p5XH5ZikOKHMKmwmsFRnQ0pNq9uhszUC3hDCVzX+5Ej8j7es2+QkzYQ/q79ye/QNNrc3CKsxYRVxmISE1ZhpnZBnBc1yZS5LQVIFqYJM0OIR3HmfxfOx1ZcFAMh2T37SDfo/dhsHp3Q4NlMG7/WYMmE/fcnO3w+IJzOyKqMuzMo81dhUIUuNLBVSKDCCKCF5cnj5HfhKB394Lu2PPDtxY8b3M/rXu3RvOzw/fMnBo5giabCbDgQWEWApkAk2F6RcmYPFnK73XwMAPLv3WLa/a+1GVXDv0/vcHmyxe7BPWtTIQqNyDYmG9RoAWZxmoP7XGgr53wEAXv7xiajvfWjtJOXzR19QpSXzB1NsCt3tAa7bRpQCDZQaqRWcHj4RQeSKAAD7nz2SW9fEymxA9NtjmuMaveYy3ytwZg7erT6e30GdJe38obsSAMCXdx/KLX3Hhr/fFYD1Dzat7rcwTgsbgXgN3qCHGA3p+fcv9R34jxC/fHj2j58/jaSpSqospzzJyCcpVZlDp8E6q+hZLOa0H28F4FXNH0TS1A1NXmGWDU1aY2kQ156b+04AAGxhsIWhWdZUaU7dFOCCtRZTNWTHCdl4LlfOwMUENaYRGlNjqDGqxqrVDpiqIXmyuh29sx1YHXML1oIVaAQMmKomG8+ZPn755lvxVaVwUTho28KpPXTRAiM0RcXJXnQ2750BiHXRtoUra7isoUuPJm8opgvGf9s7OzXvrAVau7ieh9tew3HamNySxym7v/nL5a7lV5H/7VvW7Xh4wy7eRhdBUU5Snv36T/Lq3LcOMPrWTet2PTy/S9vvoxyHIsn44u5587cOMPjwunW6LTy/x1qwjmq5FLMlO7+691pzeIshXP/mplUdQW+6eDd7aO1RHC3YuXux+f8F8E8M8twBY4IbdAAAAABJRU5ErkJggg==) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur71712 0.66666666666667s linear infinite forwards;
}
