@keyframes rwdcur38445 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 26 23, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUUlEQVRoge3Zy2ucVRjH8U9z6xDTmk7HdgyxTnWmivZiixSMpVbBgtqNmy5EQVCKC2fVjf+ACELdzMKFq666EAXBqmihqIilgmgpVjLTiyGNscTQxrS2aZO4OGeSaS5NajI1wvuFl3nfc3nP8zvPc27vkJCQkJCwhCgXNZSLGu5km8tuZQzWIYMbGMYFDBVKt35puRh+CyXKRS3oQGvMHkFfoeTKwkyfmxnFRWE70BmNeghZXMEpnMCJQsnAlHqpWK4q5CrahM6ZSqVQMrIIGmalaZb0LuzECmzDw4IHW3AEq5AuFx0vlPQw4aEcN4VeDu2omC5wDXoXQ8RsTBNXLmrDdjQLXujKZ7RaiSF+v2T35evacBl95aKhkGOzEH5j8XkQqdhGBv1TmkrVR9IkMw3wjpr7ddk2rVahES00hhppPCmEXzvyQginYlpWGK9Vb6ViW1lswCPIxY6sGxOei+MsGxu+Nxq3uW0t7o7imhnqMxartMarAxejkJZ4tcX6F+JzGk8IXj0Vf69iXbmop1AyXDdxcXbLmQyV39C19i5pGawXRt958v0aKoNSQtjVTggX4zvuj8LWCKGaFoR/Gct34lCsT+ic7nqIq4ZlukbYkNCzlZZGjAsjZtOkuZ0r5XAOA/ESBbRGYZn8fXbl10nnH6S1WVN7yvPCRPUMNpqMmqZycdaJbVHEtdakXRBCJjcyKvhhQ8zZii2kmifq9DARUu1Cx/Ris5TQMY105MhkETpiGKuFcVplpqViwVTFjdWkjWEl2lZsimZUWYYezoaAOi3MqtXwbBG8cRUZy7E8vik30UITTta0AcNzbQr+LVVxQ1PSVqPftSk5cJ3OYNYreAq7BW/3CuPuEsb6uwXPbcHTGAVnTI6vfnG3soh6bqIB4mw1WJP+N7qHu6M5teymeScNy2wTej8tBO5J/BiN/3R4xEDPOcF7Y5w+D74WPH4Ux4VdSl1CkpqloFDSXy4aFqbxY8j3X7Y/3+bAtFr38MB6KmfsFcZQd6FkpFx0Lpb4HiMjo0Yc9pIbjLO/UPJevYTMxK02zhnBK3vy+xywsSbzkCCpj8qffsVzhdKEMHH2y8X6WaHDviiUDJaLuoTp/7N6b55nFVdjaBYf5NfbY6sg6he8gG4qR32DZ+ezCY6i3xK2dh8VSk4syPo5mPN8VSjpxzuVs96tfOwnZ/AaHsWLYGC+u/s4vo7gZ3VauGuZ7+J5MpbN/NHjsbWjMTVMQe/fToOFkmO3U34hzBmWVeImd5fgt15B2uFCyfH6mPYfUD1lJyQkLBnG57gfxye4hn0xba+w4M9Ub0kxH3HVc93nNflvmBT4vxb3F34QvrBVacDb+NYSFndNOCXsEIysvSecOHKmbyC24zs8bgmLe1P47HcQrwrnu4OqJzpeFsLxw5o6r+Mr4UMGS1jcYrAo4u7oHxN3mqUqbmzuIgkJCQkJCQkJCQkJCQkJCUuLfwB+ai2pGfEg9QAAAABJRU5ErkJggg==) 26 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRoge3YX4hc5RnH8c/uZjfjOolxMibrEreTOKPBP0kVDDWKWqGBtv5LkQotXlRB9GK8UC+88FYKhVzIIF7kor0yvVBBNIIiKBZqCaXENK2yM4npskm2MYa4bGwck9WL553dcbObje5OUuV84XBm3nPe8z6/93me933OISMjIyPj/4h6VXe9qvt8jtl1NmMwhCJOYQJHMF6pnf2h9WqcKzXqVX0YRH+63MShSs3nCzN9fmYVl4TdijXJqKsxgM/xIfZgT6Xm6Ix+uXRfS8hJ5MXkzKRRqWkugoY5WTJH+2bchmW4EeuFB/vwNi5FoV61q1IzwpSHSnwj9EpYgYYzBa7C6GKImIszxNWr8tiEXuGFzeWifssxzuHPbDnxpTxO4FC9ajyu2CDCbzL9P4ZcGqOIsRlD5TojaZrZEnyw7ffQQF6/S9GDPnqiRwG3iPBbgbII4VxqGxD52vJWLo01gKtwDUppIjvGlOdSng2kgS9Pxm3Ir8YlSVwv44dMpi796RjE8SSkLx351P9I+l/AzcKrH6bzSQzVq0YqNRMdE5dWt5LpUPkPNq++WEERa0X2HaQ8prtxTE6EXfuCcDw940dJ2CoRqgUh/K10/xrsSP2JyRnuhLhWWBbahI2LmW309eArkTHXT5u7ZrkSDuBoOiQB/UlYsXyFO8pDCuUr6e+1ZEXOL8RCdSeuMx01S+rVORe2RRHX39Z2RIRMqXla+OGqdOUGbCTXO9VnhKmQWiEmZhQb5MTE9DBYojiAmIgJrBR52mK2rWLBtMRNtrVNYjnyy65PZrTowggfR0DtE6tqKzz7hDdOomgplqYnlaZGWIK9bWPAxHxFwXelJW58RttKjPlixhX4kjVh1oO4HVuEt0dF3n2GybFh4bmN+ClOg/2m82tMqlYWUc836Ia0Wh1ra/8fhieGkzntbKH3Nrq73ChmvyACdy/+kYx/faLp6MgB4b1J9h3kRNNu4fF3sEtUKR0JSdq2gkrNWL1qQizjf0N57IQny3nbzuh1GevW0tjv1yKHhis1zXrVgXTH+2g2T2va6TdO8a9PvHHvnz2FP+ExHcqzds5WOBeFV+4qP2Kb69ou7hCSDtH41Ef4eaU2JUxa/UoovHvAk4PLjEw01R54yeizd3q5t8emretVOl08zymuzdABbC+vdZcbhKh/45cYpvGO9/CzOYrgZ8QueQ/urlf9HU9PfqW3u8vLlZo9i6ZkFuZ9v6rUjOH3jY/9ofGK3fbjYVyLreDoHMLyoip5Dr/FzkrNm8dP+mt3lw90aONu51w3z73p3uJ/R/x49enUGkvQC3P0eVUs+U1RnazEEzdtt4vOlFszmTcsW6Qi9w7ht1EhbWelZtcst/el8x9xP36HFxdk6fmg9ZY9Dw/hNVFmrcMH6fjeswXP43Gxjb8q8m/V+TbknMPyW3A/3hW5OCI2+CFRq/wgWI7t4g3gL+I98byzmJ/a8rgv/T4l6s17sduZnxi+dzyHX81oK1vcCfxW9Cyg7z9xkagju8Xb+yZREK8X2/x+UYRfEBYyq7eLIuxTsf/lUBGl1oDY+I8v0L4Lzk9wWHz4eV9s4BcsFDvFo+KV9AU/QHFE/bndBVr6MzIyMjIyMjIyMjIyMjIyMjrE1509PZUFgt9fAAAAAElFTkSuQmCC) 26 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOElEQVRoge3X3YtVVRjH8Y/HaWYcT8dx0mnU8SXnnBDLTAnLF0xNqMSEwrQXgoiQIPddF/UHCEVXdW666MaLLrIowreoi+jFXiEoRcR9UDEZS3SwcXQ0R08Xax3naDoJebyI/YXN3nvtZ+39/NZ6nmetTUZGRkZGxvWRJnL/oW9zmsiniaYb6dO/MWoEh1rRjALyyGEIx0tlfSO9tK4vTEBr3ePjpbJj/8Xp6+Uf4tJEM7qjQ93RuQEcwEXB6eM4UiqP2DeHojAgQ2iLbWfwa6nsSCME1XOZuDQBM6Nz7ViPaYKoPuzG7/F+ryCwP/bNYQE6opicMOtFnOUyMUPYVir7qzGyAlfmQJthYa9hRXSsP7ZPwHc4FG2708ThaHO3MBA1OjExXrcIgzJU991uIRoaxiVxMU9m4V48i2XNOTm0FVp1nD3PwHlduEuYhZqjE4SZzMf7ghC6rYLY40IoNtf1GTKckw2jiUvCZsYPzsHkYoecHgziAv6g0qdgOJ8mCLM3FJ0fEkKwBZMxe8qtFvWeospXOBHtCCFeE9owauW9M55rudKuR5A6Hj2YxfRxZmMZFqNLENokCJ0vzGA7FmHBmGn0LEQQvVgYjD5hNvsbK21YXFs8N+Eg8qZjYTzagnu3zEUIu248LMjvE0TdJsxMAW3FoiZjcYpCi8nRrh+9QvVt+HJQy7laDpzBma68vB5MiU8n4Wg4ip1aK8esFgrEbpyMTl+I7/gFDxglDN0g/ecuFZPD6ipso6nN3EA8D+FkfmJsqcbW0UKw3YG5dI5l+jhdeBDL49MDgsjDCLl6Gi10jdU1pslGvIz5cclpODVxxwwne68BIf131VnmhWL/GIWnOBfKQRemfXPY+7H/XuzDh5Uj9lR2O1TZa19+JlOmUpzj+eLtvsDRNLGi0eKuXMTbhQx7q3iPtVqFReFam7QfOPMJ21PmTXK/sP51YLWQg3m0No/2YqGF9kcxD5/R9yN9Z40vlZ1sjLRruJ0m8ngDq4qTzbA8ulq8ivHPfPk2UwrGlcr6Y8jNwH3RIlRfSsWpXjEV/VT22I+HGrkNu+pOv1Q2IOxQ1ld6PVd5zzEHhRJyJVUKLQhZ2lkq+7xUthI78P1LWz1dKnt8235/Vn7z+o6tLm7e6duP9+nesNUj2Cxk58YG6BuZNNGWJjakie1pYrC6X7VarTt2qG55UlWYqV3C/rKeJswodhhME0s3rVDd/oxX311jmVCyluBOnLuZuhBCNE2sTRPr0sQL1R11wrappokTq4qq+BqbXB4NS/ETTom1d1aHal21rNbZ1l/fEK75P1dPmlgiVEbCsv4EPsIHwu/L6fiuDqzDO9F2J94UNta7ok217rvXur4hXK+4nLAJzqP3Kj+r9Y51YCW2YAPK+BRr3GRxGRkZGRkZGRkZGRkZGRkZGRkZGRkZGRkZ/1v+BpGdQa53NBlmAAAAAElFTkSuQmCC) 26 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRoge3XX2jVZRzH8ddOc06dc62xpsmc6xwzURGxlDAximFiFCR1l1dFXhyiq66EoougPxdygiTqosgggsKLrIsoKo0KL4zAzHMcYsvmWtO2qfO4P108z9zZPFvONq9+bzj8Hp7f83x/38/z/T7P9zkkJCQkJPw3FTfjI/msFKownMkp3oxvMoW4fFYlWtGCAZxGdyanfzofyGfVoxGp2FVERyZn4EYcng5lxUWH2nB3Sfc5fI/2TE739RjPZ7VgrRC1AXSjF4MoZHKGb9jz6yA1sSOm0CakUSNErhXLsQGN+ayqOHZS8llNgrAaNGFltNuMStTNmIpJuCZy0alteDg6VBVfDeIE9qILw9HJAXSVpmsUn8Z6YXHmoBrz45zDOI4CzmdyMy+MMpGLDoyudJ0grjL2tSGL1cZEV6M5n1VTYqM6PhsEYaP27sNWPIlVWILWuL9nnHJGe3EXVqUqVLbeEd1YgCv8/aWd5wZ0R8cOcfVgWCJElhDVhmhnKZbOSVm3rI7iEKf/0SksXG0c34SOmRZXLnLV0bnO5YuEBN2BB9DGba+S3uhZPC1EoCHOqyyJQA12YUPVLXakV1i3KMZyZOTq+0Fj+652qv17o5QTV4Pv0FGxXjgSJvII6WarhVRLGxM4mM+qwxtou32BDbVzw4u6hfRe5mzYmc1CSSjNnHK+/C/GGYwrn0IPqlyk7GFdKyRcEFUl1LH+eDA8hHpc7C9Sd2ew2NdP7a00h1jV4B4helCcjbIwTlwmZ1CQ04JWVeibZGZwq1jy64mp1YT2xTVWLF6Dhahh4SbMo9CjG18IKTn6/a4ZU1RCuVQ4jzXo1Y6DZUac5Oxh8INwiLRjIEauC6ney9HSGaG6bTdaeD5BP07hIk5ncnpnRs54yonrEm4STp2JrQsTRpylr+h1fIqePV/7OUYdvsLvF64Y7OwQ4rMcfRRO6BL223x8g0PTvc5Nh2vExdz/CEcHhxVcwE8TBoWK9peQwsWjZ8bsxKvZh3i5v+iYPhyg8KLjeFSI1iCOlCzIrDDVxXk7NqJl2SJPzdkq7J970cGlt/ijz268nckZmmgrn9WIzUIR+RNvCjV0s5DCR2ZBzzimElclHPWjN49GvJfeptZiHKPwo/czObswEm01Yr8Q+XfivI+jjf34AEPx+RieE8TvxAvCAsy+OK6WhgZhj9Tj3fRKaz2IzyicchCPZ3IuCUf7XjxvfCJXCreUXzFPWIj7hb39W0n7F8ydOWnT+LOaz6rGK9iSbrB+ZIiT5+zL5OyODh/Ct9hjrDpuEQr6aAZUGIuyKdozwrSM5bNWYrcQiU68lMnpKnGsHk9gX5zyOV4T7p+H3WRx0yaflcpnzZ/QPVLSHhUIz+AyDpSMGZlkXmk7ISEhISEhISEhISEhISEhISEhISEhISEhYSr+BR/lKK4xJpm5AAAAAElFTkSuQmCC) 26 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByElEQVRoge3VP2sUURSG8efGaNQtogsmEmVzbYSgGIs1IGwpCsHCQlNISl2ukNYPIBYWwS7FtOnERVBBhIiIoGApYqOmuFWwkCUqYlSSYzFBRxnWnWFNEN9fM3/OnTPv4Q4MiIiIiIiICIAF37fZGYpw3S604E8DR4CbLomLZV5mwe8EpoC2S+LdMj2K6C+wtgYMAHuBUsMB+4EDQM2CfwscBRZcEmPJfh0VGe4G6YAvc2qrwJYueiwCj4Bl0sH2kX4NsUCOrnX9Wf6B5fWy4HcBQy6Jr3NqI6QDPnNJbPcoxy+K7FwZH4CVvIJL4hKw9Jff3xO2fhwCHgAXMrUWcB+YXr9eBebHq7xvndxzBZgHPgEzG5S1MAPqwFNg4rdaP+CBz5m1DeDgocH0fK5RrV8er3zboKyF2b3J4Tcvzo08Bvos+G0W/NmLY5UTc43qK+AjP3fXss8BWBi9/rU5ar3+j5ZqZsGft+AfZsNM1nbcHtu99R3QXDOrA63jwwPXZp60LwGnOnd0s7PPl3FJXCuTp6cs+DMW/C0L/setTLkKTFnwh2sVmlePDX4B7tBh53LO/w0W/PbNziAiIiIiIiIiIiIiIv+n7+s0dwGkWmZzAAAAAElFTkSuQmCC) 26 23, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAElEQVRoge3VPWhTURTA8f9LQpo2rbZBMdbGXHTpIIKgpUMrDgURHISCix90UHuHYodSinMpCIqLg886iegiQkVEQSdtQRAcG518QzFatKVDm34kOQ6J8KoGjXmhDuc33Xc593DO5d53QSmllFJKKaWUKhNrOsWaga2uIxREErGm9aepc8BNsSYSRP4tIdYcE2sYORgviDUh33zoNw371yXFmgmxprme9TkB5ZFqcok1fcBT4JDjerMB1fCLmo6lWNMj1vzL0ndA2nG9WbGmSazpqKWOuvDdKQG41r19bzrOC+CCL+wh8Aw4W/4u9O/jfl87S+k4A9Ondr99eXLXxq2jiYmg66vqWIo17cCq43oLYk0UOA+sp+55d8e7Eif2b2u4bVrCD1LNkSuUmhme+bzW2zOVTQIZoJHSRvQC88CHj2c6brRGQ9GxN98uTWaWG4Js7q//ZuXGBoENseY6sANIARxog/eLhfHDOx1vTzy8SOm4zy+tFxf6p7KvgU4g5ks3/WNgWiKjubw0TWaWhwLoZ5Nq7twqsAasAHnH9eaAJ8Cj53NwtbvtSNhh+PLM17zjekVg5dWnXPILjAHHKyV1XK/YGHG6amkiEGJNrMLbJb5xAjgt1tzJXUxnKW3IY1+MVFjnH//fym9d7M+RSimllFJKKaWUUkoppZRS9fEdTkyYOmcQ1JgAAAAASUVORK5CYII=) 26 23, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 26 23, auto;}
}
div.testarea{
animation:rwdcur38445 4.1666666666667s linear infinite forwards;
}
