@keyframes rwdcur156560 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe3VTWgcZRzH8e+8dGZ3s4bEDcu6bXbTNGma2mhGSxDTgGC1FfHSg16KoFCkFARBRK9C8WCLZy9q9eDFKFrT1DVIRasNpp28kBfb1TibNknTkhcmOzuZnZ3xELoUm+JWJ/Fgfrf5/+H/fHgennlgM3fLYC60EcuIa1Z14zF8/zd0Y99/A4A6IAmcRjf2bDxAEM4AWaBGsgvfoBsNGwtoT3nAewCCbSfDma/7pf7LBzcOACDwMbDo1tQieqV41an3eyJ9AycZNJT1gKwd3fgQ3fCVH0f9Om2vnzzwnB/v7ruIbjQFtcTddwAQPa9X9H2cqii8fIxwdozEO289sueXn/TopckX1x3giWKfbC65AFZHJ0pzKxFZYmv3R9EnMl+davl5/BN0I7puALT0vDQzPQBgKSrFF14iFAoRiURIZEc4+N2Xh59emtfRjb3rAwCEotOrzs0CcL1NQ96xC1VVUVWVajvPU/r3Ta/cuHY+rBuvM5gLHmDvfuisPDYMgClJLDxzCFmWkSQJURQRvRLa78PKG3+Mvbuz5HYHDvAkaUBYNm9uyS8DMNG4EyfVhO/7lEolXNdlZWWF2utTFAThELrxeKAA2lOe98DWjHKpH4C8IJDr3I/rujiOg23bWJaFcV+MKc+D/PL9wQKAYmtbr3T2NJJbBOBisp7F+mYKhQL5fB7TNLkSS8CUAYsLbvCASFXGa9M8dWxk9RuY6OjCsixM02TJKjAcSyCPDsGJt+/pJ1URAC09523fMSif+QJ8HwA9Fmd2l4ZpmkwnG8mJIsq3PXAuc5zVlzRAAOC27P7Ut23Cucly7deOLkyrwNWGZpi5hnP+HEA1cDJwgFMbO+EcefUDaeBCuZatrmGm6wBT9Q0wPoLrlo//eSARKID2FCvbUkdK7Y9+rizMl8sT+55kNhSGdCPUxW+fG19rzF8jVAy4Fd1QJLfYU5K37L+jd+EHOHoYtjdNM5lNA397I+4dsIqIAkNA4x290SGojeV4tjNdyajKj+D2aOll4DXAw/cd5madcu/Bh12S2z6rdNQ/24FbWX0F57gyfpXm1jeBFuA4Wvryv5q7mc38r/InrUw6r+wMsKMAAAAASUVORK5CYII=) 5 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe2WXWgUVxiGnzlndt3EbRKTXWttMFYXqVFDQaEbTFp70VCKUPyhEv+CaCsIIlTwxrZUpUih0guvigiKTSUtUlBiIzXGv0CFiuK/9qRW1GLqETSm0d3MzteL3YTSVjtp17UXeeHAN+fMvN/D+zHDwLAepS4bKUQb9be7xiYQfsTYWU8HAKJAJXAAY5cWHsDhNPALEFaetxNjNxQWYGIMoA3A/f4Y+n7Phxi7C2PDhQHIqhVAKqsIr3+PUPetxcB3GFteKICDQLq/6gWccJjQ6mWEzeVXgE6MnZBPiEfL2HaMlaLtLRKNRiU69nmJfLlXMLYbY5P5aPG4BCA3hsxL09EjR6J6ewitXERx6zejle93YOz8Jw2wHyBdWoZa+i5auyilcD9YS/GOzyNuOt2Csev+K8TjZexVjJXSvR0Sj8ekvKJcysrKpLS0REqWr5LwqZ8EY7f92zfknxKAXAoPJr2IO7kGV2u0VjiOQu1ppvj9tRR131oBHMHYMU8CoBUg7Ybw5zXiui5Ka5RyAAc6O4isWc6InntJoB1jx+Yb4BDQB5CakURrhVYKpRSOA4LgV0+j/5kSuHa1Gs87gbFT8weQiD0EDgPcffY5pOGtXHOHHAH9cxbgex588hFs21pJKhX4gxUkAciNASD1+ps4jpNdgNS9Rqq6hqLTJxlx5CBs+RgOtY0B3s4nwP6B4rcpNTCqYvAg09hEBkGat6OUgvIY1Nb3AkcDegeUsRcxVjBW4hs/lfjouIyqrRf3/E3h6zYBRGstgFA369ugtkETgD+k8LC2DvF9vKZ38EIu7N4BQCaTyd5w/HAD2f+JvALsGyj6qibgv9pAKlkP58/Az11/9W1sCgQQXMYqjL09MIZI51nhyq/C7n3CiUvCyzOz8YMwe45w7sYbQWydIUI0AwsHrzMeaDdbX78Gn22GO7dh0xYYN34yidilfAPMBfb8addncJQCvoBSX5CILQliOTSALhtGOAVUA73AV8BmYBmQBI4DLSRiF4JaDg0gC1GMMAPH+YGJFX1Dfn5Yw/q/6XeqYRpjbit9fgAAAABJRU5ErkJggg==) 5 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYhe2WS2gdVRjHf2ee93rfTSNVghltSYuISg0xaCKaKhSqLtJVKT6oBY2tBdG4qboSdGFbaIvFB4obxYUuFDfqjaaoC9tAqhSs2OTcWGlpMefe9L4md+4cFzFoS2MncBNd5A8DH2e++Z/ffN85ZwZWtJAKRWc5pjGuOCpVB1qfQqq+/wYALMAD8kj19FICiAXvSDWJ1t5clngXxBBedrbVAAtVAGAEIXBH8xjNYAfoUaS6fjkB8gDCtom/eRDL93uBMaS6q9UQV5ZUa5BKOycmdbatTWee3KOdk2c0UvlItXO5IE4ilV61Z1i3t6/Wbdse1fHxCY1UGqmOtGKr/lsLAEYA6B/Admzc0S9I732WxPlzGOinzDDMI9WapQTIA/g334KbymA7Ds5PY2SeGyI5VcAMwz63GRxDqp6lAjgKhJVEEjG4DcdxcGwbe2qC1DM7iP96ChAd1/j1UaR6vPUAXm4aGAdo9Pbj2DaWbWPZFlbxDxJDjxA/MUZg27FU+eJ75uT0IQpFq3UAcxoBmOnagJnOYlkmlmlimgZmY5bYrseIf3eUSjKF6/u7jTD8EqlWtRIgD1CKxQm2DGIYJoZhYBgGwhAIQNRqhEB1pkQoxL3AMaRa1yqAb4FZgEp379zZLQQIgUDAdR3U774Hzp2FTT1weB/8/ttNwIetAfByZeA4wPTaLsLcatAatEajCXbuop5IEv/sYxy/Dq+/Agdeg0r5VqS66nqIUgH4ax1ctB1qWwZphiFhqNHpHJX+ATgzhT7wKkIIsB144SVIJIfxckGrAPLzQXljD81mk2bYxH9iN9VUGj75iHq1ShAE0JiF99/+ES93MKJ3BEnlIFUNqbR7+oLuvO8B3dG1XifGJzRfH9fApVf7tZp9b2yIYh1tz3q5WaT6HhjwTYvaw1vRjQaVTBbeOgSmCc3m3/kXzsMNXh/w89Wso7YA4PP5oLqxh8qmzXD6F7h/M+w/cmnmQ4Nwe3cyiuliTq2v5oNy541zgSFg3Xq47Q4oleDlYejuhedfBNv+IYrpwr9kl6tQBK3PApd//QLmX2SmBK4LbuwDvNz2KLbRW9CZBXjnHyN1YD+wFjgMfEo6sxc3dmfUyWExFQAoFA20fhAIEOIbOrPVRT2/ohX9H/Unxmoz9J/i5O0AAAAASUVORK5CYII=) 5 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe3VXWxTZRzH8W/POT3P6enZ1hfBsY4JcSAINBiR6AQ1lCkJcGNITLyYxhASE0nmS2K4NF6YaCLGiCMmJGwMhnERTCRrgNNOtiB1icjZwougEKIDJWZ2Xbt1O6fHi2n1QkOJbb1wv8v/P3mez3Px5Adz+ackhrVqXCP97dS01uG6VzGtlv8GADYwH/gY02quPiAWPQMcAhrl7ERS3Xv4ieoCZvM6kHP8RqN040dTe/P9d0hYavUAseiodzrfDzDz8GOSPHjyNf3TQ0Nqb3JldQCAuPZdn5jI4KgCu+1FvL2dUV/3R0P+jp52EsOVB0w2L4trZ1MA5OsjeF7ahfZlQjM+fHt3eODkCeXENw0VBTitq6940mPf6zd+ACC3dj2+2BZqJjMEuj7YuKC3azjYc3xbxQAAhYaFcfHZYeRCgWlZJretjUBkIcFgkHAqEbq7e+8nDXsOdmJatRUB5JdH+6TLF9AvWAD8XBfEfmY74XCYUChEaOwm8/a927YoGT9nHEutKz/Ap/c76zdOe3v2oeanALi0dCXqQ4//jggSqDEIHutZFDw3lMS0VpcVQCw64USaBj3fjuA78wUAkx4PF1tiGPUR6uoC1NbWYhgGQlEUYEt5AcDMvff1uZqOsn8PvrFfALgsfFxveQrDMPD7/ei6jlf4AHJlB0yF7ooXWrdCdhwtfrQ4N+dHSC97ECEEQggkIcC27bIDiEVHnKUrRl0XpCMHMK5dKa5O378GJ1yPLMugCkid2gmUXOWlAQCn8Z44gOuC2tuF4sw+9LqicP6RJ0GScVQVKf1rM/BG2QG5SNMRZ8erIMuQOoV+dqi4+zo0j5uPbsL2qpDPA7QDJdV4yQBi0c/TrVtfntrdlXM3bEY50IHIZorrkVVrSNcEKExPAajAc+UFzCLeyy2ILMnseGX/zAs7C9rp/uIqI0ncEgK8xcbOlnKk544Af83RgbXi1k9Jp2mxbiveP+eZcXhr1zipgeXAaOUAAJrvWba3H2Tz07M/4I/YtoXX+wAbVhVud4T8rwC2PcxXg1cxalaQnXCJNGmAiyR14yFBZ8dtAeWNaT2Pad1xIc1lLv/v/Abw4wjb/wIa9QAAAABJRU5ErkJggg==) 5 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJklEQVRYhe2WTWwUZRjHf7PMR3dnZ2e6u+2CaUkpELSmJFtIKcaYEgjbigcvcDIBY2JMvPRsIsSDiQc5mqAHiEYO5RsjZWcT3UJioIKzKWihjQTQSlta1lLbymxnZzy01hKgFJyWhPSfvJfnefM8v/zfvM/7wqIeJTMXXog2gYc3txrAu4ZpbXk2ACAD5UArplWz8ACpurNAOxAVh/On5c8P1S8swKT2ADgRY/kS6/wPJR9/thszJ84XyMNlWllMy5O/Pu1plVWe1vJhh3Ls7Co/W8zmAMBBgEJZgsBb71JycF+90bq/M/bF4ff8AhBmzaZ/qpDHx34vqGGUgk1i7x6UP64jLq1kYtv2tuvJDe8UU3X9/wdgdgea1vWKfb2XAGxZwdvxNrquE3VtKtKtrzd8/+3l6iPZN+cPABDGRttKBm4B0L9yDcFXNhONRonH41Te7Ions98cbzhw4gCm9VSD67EAds3aU9LFcwBMAAOvNVFaVkYsFiMej7OUArUd6V3NV3KXy9suvOo7gCMp5xGE4eCUCz2azvj6TRiG8d/SNKq6L1bV3ujOTk5RHwFIJR33hYqM1J6ZDv244kWkWAJVVVFVlVAoRCgUwlU1EdjqLwAwsbrmVOBclpKBPgB+Cyyhq3otiqIgyzKSJCGKIiOaDnDVd4CCGk67m5pd+Yw5HTupRRnSEzMqBegNhuGXznu+A5Cqu12sXGEFjn417UIR+C5RTcEDx3EYC0YYFAQC+z7dC4T8BQCc6tVtXlBlpgsdkkJX+Ups2+ZuSEccHUG6+esq4CPfAWwjeri48/17M10AyCSWc0dWyasRnOE/KRaLAC3AnN6MOQOQqvt5vDHV7LTszsvt6enwbUEg91I9d1QdNz+I4zgAIrDTXwDAbVrXPrqxcWNxzcs9/05HgAulca6ULYNwZOZ2ey41Z3+MHiXTMuS/Ro4XtEjjA7kzGfjkg1Fctxa4MT8AAGZOBu8o8MZ9cc+DkbtDGKXL2Jp0HlfmiY7gPqWSBSbP+Sr5oVv8PT55/wXBRTcO4T115SdUZuqbZloVmNaXmNa8/R8XtajnU/8AtIYHd85UknIAAAAASUVORK5CYII=) 5 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6klEQVRYhe2WS0gVURyHvzN38lVpiBCWWd2uoRulkMro9iKE6F10i2hbqzZBQRCtImoXVJtoE0hQx6wokSIxbbSHPdQopIfZgzZpZqXO3DtzZlpMGi7CB+Nt4wcD/zMMv9/HOTAzMMm/kEZmMmq0f5RHgA6ksfX/CMA0IAeoRBp7ki8Qi7YCHwBd//a1AmnsT66Azw0ArbdHS62vOR+qqD2JNPRkClQBOHMjaI21pFy5cGRKb08T0ggnS+AB8NXVddx1mxB1t0g9d3xJ+qf3LUhj78QLxKIucBNAFZUgNA3R+Zr0U4cys589qEi53FCBNKZNnICPfwxZ2XjrdyKEQHguGZfOklcj92ZbA21IY8lECtQBPwHc0hUIIdA0DU3TSHt6j8jVC+GC711NSOMIlY0jZY1DIBZNADUAdn4YsaDI34U/V6jrC5Hqi/rKz29PpnreXaQxK1gBnyoAFdJx12xECAGA53m4rouKW+Q232ZDe/NaHR4ijZSgBW4DFkCiqGR4uVLYto1pWtiWiQP5OPb2YAVi0T6gFsDKnIFasxnP+1sej8cxTZMPeQXw6wc8adwVrIBP1eCQWFyGUsMF+qZm05GTi9beBp1vypFGTtAC1YADYM4Jo/IW4DgOiUQCy7LoKi5jwFVk1VXDnWsZfOs6FqxALNoNNALYoRCJVetxHMffAeXSHS4k9LED9e4Vup2Ax/WFwQr4DB2DVViM47rYts1AWTm9GVNRjxvo7+/H8zy4eGY1MKpvxlgEbg4O5vQs7LVbcBybvuJS6OmG65dQSqGUAkgBdgcrEIt+ApoHl/FFy7ALiunPzYf2VpgfGXXU+AR8rgwJzJlPvHwbynFg5mzYfxim/HkHzY3AgaP1owkUY6qXxjygc9g9y4S0dH9+/xpaHsHSVZA3r4RY9EWwAr5EE7B8hKduIMQOdq5wR4obzy/WQaABSAPuAyeACLAPeAmcJhZ9Po7cMSCNhUijdGJLJpkkSfwGDwkzi9PDLucAAAAASUVORK5CYII=) 5 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur156560 0.83333333333333s linear infinite forwards;
}
