@keyframes rwdcur244281 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhcWXv4saQRTHP3fFebhLCJbZw8JSLIWsFpIypVUqqwNtA0f+A+sQAuv/EUiTzlhYLAbLVKuNd6aPC57bvBS7I7J6O7P+IF8YXGS+7/vem5k3b64wRxV4D7wF6sAdcANEwCPwC/CBH8DvHHa1aANDQHKMYcI7CeUjhA85Uj5G/AOwOlFcjVVizxidMwmnR8c08kuIq5GZiTLnS3vWcry4J07dcHk25h7aOY2sgRHwPfld5+TvHVHT6P8An4BSil9K/n86JgtVQ9KMuPpl4S6ZZ2KvqkgPhpHrxHedMMnEA8A1cW3X4TNxvTfBI/DFYN5WV5eyNftrrkMJ/cacqckbzcRRTnGFkcbuGuIluNEY+nukAzrerXIg0kx8daQDOt6z+vive+CauJPJwi1wn9OB+4SXha1uZh1oNptCfK5z1YGEp60DkFEJRUR83xfbtnNVQtu2xfd9ERGjSgipuyCN8XisnHgirvmvU8Lbu8C2bRmPx3s2UuLDFD++DQeDwR5Rwfd92Unrwduw2WxuIz8Ez/MU/2DDOrQsS2az2YsGRESm06n0ej1pNBpSq9Wk0WhIt9uV6XSayQuCQIrF4sHoFcrAynVdCcMw01hehGEorusKmo4Ikp6w1WqdzYkwDKXVaqnUG3XHHUBc15UgCE4SD4JARS4YdsW7mVhZliWe50kURbmEoygSz/PUmud+FyhsX0aO40i/35fFYpEpvFgspN/vi+M4u8ctc82vDBxpAx+BdwCO41Cv16lUKhQKBTabDfP5nMlkwnK5VJyfwFfgm864iQMK6dfxG+J6/wwsueDr+KL4B0PApNZKYq1pAAAAAElFTkSuQmCC) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACX0lEQVRYhcWXPW8aQRCGH6cwSAdRROlDSFAiSuQABUqZkioVLbSRLP4B/IFI8CPcRUqTjqSgIAQqlIqPApt0LnJI5qOYFNxa5Dju9vhQXmnFCc3M++7s7OzuFfpIA++Bt0AWiAPXwBp4AH4CXeAr8CtAXF+UgDYgAUbb9jsJiSOI3YQkjiH/AFgnkqth2fG0UT4TsXOUdWd+CXI1PDOR4Hxp91qOgzVxasEFKcw9lAIGeQa+A1/s3+eA/ntbVHf2v4EaEHP4x+z/H4/JQhqQRqMhIuLlNGbb/bwQt+10RKSV0x0gs9lMduEycz/yXRE6mbhTDvemaYob+v2+Mq5pkivUNATcK+NxqVRyFVCpVFTBOdfcDzH8C3MM8AqIJ5NJ1yjD4RDgB/AUUMCT7eeFGyXgOhwOu1pYlgXwJyC5gp9fWAlYL5dLV4toNArw+kgBfn5LJeBhOp26WmQyGYBbjquBWx+bufr477vAtQ8oFAoFYbuvL9YH/umETnS7XYlEIhfthABt0zRls9m4iuh0OkrEo53eNw7ik84CsE/DVqvlKkBlwl6Oi5yGAG3DMGQ8Hh8UISIyGAykWq1KPp+XTCYj+XxeKpWKDAYDXfK92SskACuXy8lisfAUcQga5J43IrDvhMVi8SgRGgK0bsdlQHK5nIxGo3OK0LoV72bCMgxDms2mrNfrUwQEfhcovLyMTNOUer1+sFkpzGYzqdfrzoLzXPMrDSEl4CPwDsA0TbLZLKlUilAoxGq1YjKZ0Ov1mM9f2vs34BPw2S+4jgAF5+v4hu2RumR7sFzsdXxR/AUJXJ0L1aFcygAAAABJRU5ErkJggg==) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACY0lEQVRYhc2XsW/aUBDGf+kQkAxVxRhbSDAijygFBtSxo6dOWWGtiPgPYGCtBH9EtkpdutEODFSFCXUCMRCaLUONFATDdcCvomDwsylKP8myZd3d973z+d69C/SRA94Cr4E8YAGXwAq4B74DfeAz8CNE3EA4QBcQQCzLEsdxpFariXrnc3U9v5OQVsSmaUqz2ZTZbCbbOCJgW0g6Cvk7wDUMQzqdjqzXa/GDhgABXC+eNm4AKRQKMplMfIlDClDXje7KpVwuy2KxOEoeQYAEZSINuIVCQYs8ogCXIzXRNQwjMO2DwUAqlYoUi8UoAlRh7sEBpNPpHCTu9/tSKpVUkCfgK/DJuz+FFLH3i3YtyzpY7b1eTxKJhAAPQB1I7finvPfzKFnIAdJsNg+u3COfsOl+x2B5djoicsrpFthrMgpe2h80yLdF6GTiVjncmaZ5sOA847omuUJdQ8CdMp44juMroFKpqILb/eZBSBFcmBOAF4CVyWR8o4xGI4BvwGNIAY+e3zFcKQGX8Xjc18J1XYBfIckVgvziSsBquVz6WiSTSYCXEQUE+S2VgPvpdOprYds2wDXRauA6wOanenj2v0CnD8w5Yx949k4I0DVNU2cvmHvpfbVDfNJeAP/Bbgia88BwOJRqtSrFYlFs2w47C/iuXiH0RCQSeio6OhFByJkwggCt6fjPVDwej/+lAK2peDsTrmEY0m63ZbVanSIg9LlA4a+TUaPR8G1WAeRdAr75hYYQB3gPvAEwTZN8Pk82myUWi9Fqtfx8vgAfgI9BwXUEKOyejq/YbKlLNhvL2U7HZ8VvDI8rHM3VX+wAAAAASUVORK5CYII=) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhc2XMWvbUBDHf+kQBHJKyRgJg1fj0aRWBtOxmzV1yiqvheBvYH2BQvwhshW6dHM7ZHBdezKdbDw4TrYMlSFCGa5D9IrjyNKT0uD+QUiIu/f/v9Pp3t0e+qgC74G3QB2wgX0gAq6An8AA+Ar80l10T8PGBT4C7wBs26Zer1OpVDAMgzAMmc/nDIdDlsul8vkGfAI+6wpJQhnoA2JZlvi+L4vFQtKwWCzE932xLEsAif3LRcg/AIFpmtLr9eT+/j6VeBNRFCkBAgTxeto4BaTRaMhsNstFrLBGvn6d6u5cms2mrFarQuQpAiQrEmUgaDQaL0WuPsfWnOibppkZ9tFoJJ7nieM4UqvVxHEc8TxPxuOxjgCVmE/gAtLr9bYSDwYDOTk5UYvcAd+BL/H9ToN4/XKf7N627a3Zfnl5KaVSSYAboAMcbvgfxu+XmgIeRaEKiO/7W3cek894qH5psGM7HRFV5XQGbC0ycdhvNMjXRehE4kw5XFiWtTXhYuOOJrlCR0PAhTKeua6bKMDzPJVwm988C4dkJ+YM4BVgVyqVxFUmkwnAD+A2p4Db2C8NR0rAvmEYiRZBEAD8zkmukOVnKAFRGIaJFgcHBwCvCwrI8guVgKv5fJ5oUavVAI4plgPHGTbX6mHnf4FOHVjygnVg55UQoG9Zls5ZsIzD+2aD+FlnAfwHpyFo9gPj8Vja7bY4jpOHMHX3Crk6ooLkqR0R5OgJCwrQ6o7/dsXT6fRfCtDqitcjEZimKefn5xJF0XME5J4LFB5NRt1u91Gx0iTvU3AyWoerhCgxrVZLhzjxV9uEznCqsDkdH/FwpIY8HCyFpuOd4w82G3RFjT7jgwAAAABJRU5ErkJggg==) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur244281 2s linear infinite forwards;
}
