@keyframes rwdcur52498 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhe2XX0ybVRjGf/3Dvq60XzslK7TDdbBpZTNLyljwxshwagzxSqKGeEUW0oSrhXWVbO0ak82NjCVLmNPYS5Pe4cUuVDJJ+mkyNxhZFqNutED4aLehSz8QaIH1eKG7MZb+ATQx/K5P3ufJOW/O+7ywDoJB+oJB+tZTo1yMPh+B5LS8kpyWV3w+AoDxX1MPBAirKkJcbxTieqNQVUQgQLicWoYSzxtPnSLc3WU/6Uw0GIgCP4LsqmH/0aWXt1syUiyGAuTKMVOQjg56VBUhYl4hfE1Cc1QKzVEphK9JiJhXqCqio4OeTREPhehLqdYnYuiQEMe8Im2TRJSDIspBkbZJQhzzCjF0SKRU65NQqPjGLOYJjJ2d9PiPy6erp/bqierQvkkQe+ggzlto1LGQTVL9OIlpeQeW3Tt0niOLzem5bGZsjB8o8BwFDfT2Evb7+cj5y0s6onq0T0f5Nl3PPdpYRGYFCY09aOlHOEfvYNq2C4vjWV1je/KoyYReURgu14Cxt5dwd5fd75xoMBAVrH4d5046g4EKdqJRyzi1jFPNNGYekmaeml8X0WfsyLtqaHhtqVkyZyRFyd+YunzqnZ34w2HOu+JeGJYhOQ9CFLqwv6rqwGmFljlm6m8TCnEyEuFCKQb6rl3juNuNnlV5LZ8FEGCcY3KSXFsb/cCJYg28CejLVM1HDvhqg2tuscUW/wP+848oX45r3aSvuGgDJwYHmf1zGO1d9zAaHORD+OdhlDfJRiL0OxxYu7sS/pqWum18AatDCW5NplnCySq1fys0zXaSNLntGF+vg5Y5Uu7E8pUrXIhE6M+ns1YeyCkKw5I5I3neSL0iO1zol59BHknyM8/xEy1McACVfTzGQSUzHGYW83sHoF3HzPOjDFzNnDt7ltOskYoKJiJFQdE0Fg6/83urZbddZ6pw4fxtioX0FBp7qCCLhy951f0I27v74YMcD+rHc8Ez2cDly3y8lnhRBoDc2BjfW+Ss1dO60GzZWaUzZexUx+PMZuexMUGrbQLb2y9Au54H++7nrn4+33/pEmcKiZfMZsTykhaTu3e5aTajf/HIUrPVZTdIK1VInip4X5ByJ5Y/+SxzbmCA82zWYvKUjVzNymXDltNSd8On5EZG+K7SmpVHbmdvXLxIiDKv/Q8uH4E9Q4F9CAAAAABJRU5ErkJggg==) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe2Xa0xbdRjGf23phUrXjo7RUihQB+E+EBmXzAFCDCzELybEgJmJX5AFzSao+GGgSxywZEhmpjNKyBbjB7/MxOGWOGWAc+OiTLk5IB2wXiCAljEIl3GOHzZjJIAcwJgl+yUnac7593me91zec154xNE83P4fqrJtDVXZtoataHht8n/a45mhp4rjTYcAlpbF+Yqm26XAnFQhxWbcjx0Iri1Jthz27Z2QaSbmZNEJpqc1Crm+ZWT60mb0pKCqzrad85SliWLuHrFPpRD7VApRzN0jesrSxOps2zlAJUVQyhnQVKSHVB9ONBcZbk1hbxzk2nIOjuUn2THUjsmoJSpm916NUqFrHvE0A/e3NUB1tq2+ONFcZOydYLBxgFaeY4gX+J1IZljAZ6CdQL2GuHhTiq9Wab1i/+Or7QqgrcwIqXvtKfMrhltTsoHGAa5zEDt5fEsBdmIwssAs4D3URqBRS2zM7li1SuHfPOy5CixtKUBlRkhdyb4HN5z9YeV2DvI9hbRhwIWa+4RhYI4ZltEPtGM2aGQxCeYkrVKxs3nY8816+rJ1jmmqs22fvBpveknfNyHv+87OLwtWxslBRIGwov/ImUfGMv5cZq96lKgsG9NRfsLZm2Ofl1+xFwHzUgKoKtJDal5Pthwx3vZA9zgTgLheKStE/QBi/ZkKNXC6zVl3vHn4bWBx5dq1GtGnUX7aQ32Tc6BTQVrQBq3/5re/fkzOEeWnPQL4Ai+vFnY1YiQ7boye/0j3MY95hFnrMcwB5NvsJQCXV+5cqxFlXSyIfSPEoJEjbLT/rYFcxrBnXsj7ortWSoA3L/RPTryXGVJjcdyFL3sZRVortgLkR+MM3MGF/sl3gJOrrV3zm7C+y13r76PSlSSa3zLnR6uES4N0zFi4Qx5L6FjA9I/1asZQMkMQF0nSOSE3DHeAbvGjDtfJ+i537Vo+672OhdbR6Sa1UqGOiNx1wGrUou8fxI03kyTQTAENPMtVkpERioUhzLSQzk2seeE4rXrOdLqrTrSOHOPB9ZccAIDW0enW6fnl2X0JpixzsEG2q6eDWebRcxeIIJQ5MvmMMBrJoIXAF2MYD9ILFU3D5afbHNXrmW8oACB0jd275qP20kWGG1MsJh+ZbvRXPEsL+CBgpYdQvuYZ7XWC88IZt+qFsz+7az+44Xj338wlUxjnX+YoTRXF/GjRCeJ59ovn2S86QRTzo0VHaapYGOdfJkVT0lzQPT7brlUq5JHhxpSAIL1C7+ghWO0i6PkI3Bbd4sc/uavOtDtrkFC51MFEaBmZblJ6yZWRUX7pVl9vDLadOIP1fNjhev9E62iFFPOt4FWcFFDuOpq65DqaulScFFDOJse8TY1mgNDpmvnhCbXXjk73vRunfrxTySYr/xPjGGsGC7mKJwAAAABJRU5ErkJggg==) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe3Wb2jVVRzH8de9Tpu3dOv6Z8to6HRSoyxBaZIZJpa5RQXXB7ogCLIkelCQrQdZe5KpMEdzhYiCD+xBXjVNLc2UGGIYKU6XVqIjnXOuVTPdnNP768EsbG3Xe1ETwTecJ4fz+3w+53vO75zDLW5yopfajaGC9RWsvxHe2ZVsaiVoJahkE7L/L/NINatbCLYbFmw3LGghqGY1ItfbPLOKTS0EOwgqzQ4qzQ52ELQQVHVVIjMdwT5pjI0uYcUsntknzwExdUo1ewAZAi2mai3I497NfI32VEQzUnVfzMqZlNTigKkOidnwyKQukZ3nQMhyM4l1kvk6T6eim0oFoov59EVK9shVq1SdWeITH3dqctiZESFHE/kG/ZIlIVOgQbEzo3MYt4UtrlCJKwXIXMKK53l2j1x1ih00w9axk5x4NOOf+rXlhvx27m7ZJyM474JGTzozOo+Rm/kcF3ozCCUxj1SxehbTa7HPy1rkO+yppIlH+cIgRzxoqTH4hM2vMQNt6QTIrmbZC8SO4BQ6TRAkzXu5aKCvXYYiHyuJv8pL+KP72N424aoQ07f+q2tXSuZ/047TOIwQMV1nRPF/w/bMwLTcUuf0ddK9xU1Mb5twGsLX2CuBL7t39vYbTtnIG8MJX7xK1z6oJ1FCRToB3lxHczkLfsUPOC0m+cF5OYGB4gp1vVLW8TYW9jSy19twORU5DHiFuYX0+1ZYo7G+U6ptWH/u6fbBMSIn2o23yl32KkSU8x+xcHnX7Hsk2WWUqGFHf257jElZ6vwpS9jt9ueNsXtylvr7I+oLIupzIu5oCClq3mK4bcaLG4qPmf8+7+ha/7QDgBpqWjlbwpTBGkLtOgxuTjjbNMrJEf3o4KHPzpr20xoF1plgmyE6Eu9S9iEfJDNPKQASe9k5gAETdRQNdDDUrq/s3xMa2+5z59GEkkNxI200TtwQHYllVCzmvSuZpxoAfMNXTbQ9xxOD1DknIbfposKmA0Zbo8haQ/EWc6soT1U3nTeh/eyOEJ5IUdSPfdr1E/Wzh60V5fxS5lezQAozvyrKKD9O8P2ldpygLI1ZXwsy5lB2jM5jdM6hTBoP3GvGPBbNY9HVaPwFVT8DwIpePagAAAAASUVORK5CYII=) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2VT0iTcRjHPxtmtrCigZldCkIzZ42guUVE0KWD1jUo6tChgsiwtVbUhnpoZVgU9ucQYUR0iygiungRapGVpdJGQoe1RWasCGeN9/12mJWMNK3NCPzAc3nfh/fz/T087/vCf07RSP0jjnOF41z5F2obTVzYlMTYlMSgiQuAber0xzjHAHqpTDGAOMa5qVAXEqK9NomiQnrolB46FRWqTSJCtAOF+ZIXEeD0ukHUY8yWuqulBlemuqvVY8zWukFEgNPkZTFDtHvej5y8a4VU79bnsmJ9LiuW6t1S1wpFhTzvf0wiZ9gI0laXxOg1bNLjlZJ3tYbK7boLugsaKrdL3tXS45XqNWyqS2IQpI2cLGaQNgZQREjPHVK9W6kKu+6Dro/UfVCqwp6ZxHOHIt8XMxNiXCzj3CsixKW63Ww7NRdredgJ9+bAs3fIFGZWsxWwWC3gLIGNn4jWPMP7EfP2Ra7hZxcwPJkAhQQ4wT72h+1QDfBmKZjj5R2dRrDoFS+AmkHgLGdo4hDwdaIB2rnBdsom5vstcWALV4EdEw3gyJE6m548PXeaaf5jxnoNN5L5uOUSE7iXfbFgjOYN3KGBxVhdwIw/NKaBRwCvMamldTIBDnKTARo5cXYR1ABElk/uU1zRRxhwvwFuchg4+avWsQLAZVpZQLF/L77QQgpdhgXLrfnQ+RZzKE0qq30WYLXNgLWlaPMHHgH+BF85z0ku0zqx5L/iCM3E0BMhRSulAx4NO0rUMep33AEadpRIBzxStFJPhIghjtD85+KfFLATnyuB0WnOlCKVUsCttLNUHSPytLNUCrilSKU6zZlyJTDYiY/xJjxpgrSsSmA8FVJfleRbo9SSeUotmSf51kh9VXoqtCqBQZCW3IlHsxUvMfRASP3LpMOeTPUv04PvY9+KNz/yDAUcpXl9nC9hIbO3SmZvlcJC6+N84SjN5HTsY+GnkRjqUqaIIfw05l/8kwL24PfESXvipNmDnyk5eTYBWgj83cJ9A1stgD2zHbsVAAAAAElFTkSuQmCC) 15 16, auto;}
}
div.testarea{
animation:rwdcur52498 0.8s linear infinite forwards;
}
