@keyframes rwdcur222066 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7UlEQVRYhe2WyW8cxxXGX1fv6+wbOSRnhrS5SKSpLRIJwQ4tC5aF2DEMAwGC5BDk4MCXnJKDkVyD/A1xzkGgHIIEMGMlhnywTduKSVEKKYaiuEjchsPhTE/39FLVW040kFg0GZE5xd+pgXr9vV/1e131aHgK9T43jgRZkzPFiq/XNqOn8dgXc9TAysgYwrYl2O1W1nWcPowxYnlhCgDa/1OAvtHLTFvfS+r1WkVS432pznIS0TRjt/WZKAzd4yQ/EKAycolBNKeZzXrRdZwBJZnNi7KsCbwguxhbltnSRVFeW1+8458oQGVknLMMvWTqekVUY8VEvjOtqlpMlhVFlGQJYxI6O9sEO7YeBkHtuMm/AhBFYRyx/LgWT+Z5no8lEqm0psUlmmEQUACGYegeITjwyEp1bcE+CQC0/zDwrSsQBGGSFyVNVbUUQjQ0dd02TDP0CAGPkNCyLZtg10Y0vXYSyf8NwPc8pt3aK3G8oKiqls5kcllREMG0XWjqTdey7ZC4ru1arVrl9IX6SQF8WQK7rSuSmijxgqDyosTRCKF0NpeV8/0vme3W48bm8n1CiGO1GiuSrB27+b4KYLa6k4UeTRBEiaYRhEEIhLhtZBluurP0bCzbkecexLV4pmOGZlgOAI79CwIA0AAAHb2nGYrmLsparCDJSgoTgvSWbrb0ZsOn+Jya6shoqsx39lTKUrb07Y2VB8lCaWD9wrXvNRf/futYJyENACAo8bwgq+dYnpcIJkHbbNVsQ69arca6YzmQ6x0dLRSL1PhQHs6fG9SkbO+lUIi/urY4133mxTceDo1fNxc//2v4VAAdvcOIYHdA0uLlMAx812rrltFcYjnu83x33+3qoyWcKY9cT2QLQl5jYPhUGQqpJIoriYSW67m4Wa1d3nm0FItlu3bOvfq23XP2arg6ffPIX4WWExk58IPnfA8Tq9WYjcLwk67+0TsLn75f21qed59//Ud0y3Bezpd7swoDkE2kAPkM+JYJdnObIqzcoXSduiokCm/urC5cJHa7kCqNhJnK2ebu8ox3KIAUSyPb2KvzonyXE+W1ndV5a3t57ssd9I+OsdWt6kTX4HCfzFJAYQJ35+bhzsNV2A15wEgEL6AAsaIqaIVBWoy/SHPi655rjQGF6tbexsrXATC1tQUXAKqOsffEAI5BRrtZXbNNM9zjJPRoeg4MnwNaiAPPcUBhD6IohMAHCPwIopDmaFbJa7ne1xheGVXT3a8sT924fxAAOmhhX0NnLrbPj12+G7mOHQkxcIUMeCCAiwMg2Afi2OA5BviuBT7G4GMCAfYh8iIQpVR3FIa/LI5cjR9YgsMAPpq8AWMT14euPH/mlZcuD/LFfAxiigwcw0B9e4MsfDy5UF384kFr+2HbdxoRAo9mGY6JAoAoCAAABIDgo8b6/MaT/I80kCiKIqQTMZTUFIhpCpQKOajXWvDbz/44mZSotzAlGp4XKL7T6N5anR1PdQ38NFUc7bObBGgkxFlB6TjI+1CAH//818z89Medr333O5xjAYQUAMER1Hd27YWZqT/c+fTW/rXsAkB94vvvzG4szVRTnc+8ixAV94lDAg8feHMe2gNUFAqe5+dd12ewEwG2IvDcEAxdNyoDo4//M/7D3/0qjGW6p1yjdh8xUdiqP/jANXdnnxogm825DMsuz937h9s2HXAsDNh2QZU1rVXfPv+kdwJsEewYW42duUkq8n72ePZm9SD/w5vwb38Ox154eXfmi9tnBUkpibwICCigALHl3qFLoqI6xXL/9vCFCeuf9z4LAQAKPf1cfWuVRoDeXZl5f/3r/A8FAACYm57aG3vh2vSHH0wOWK7TKXACzSIaeJYXurqfmZAV9crm+lJXvutZUqwM1ykKmVEIc4u33zt0bqCOArCvH779C+3WzT9dS+Y63ir3DZ5OxNMaxk67Vt3cqm4/vidJyl94Xpr85Obv9aN6/lcAAAA/+Mk7YNtWtrq1Xnq0upiNxRK1/lNnqwS79fdu/OZE5sRv9I3+v/Qv8sq6qoDvSjUAAAAASUVORK5CYII=) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvUlEQVRYhe2Q70sTcRzHP7vd3JzznNuc201lbnOm5kwz8oFEVgg9CNEM+g/sxyPJnteDCCKyJ0GPAil6EEVBpWkQ9IMckmxJ5pimm223293t9+48t9vZI82QIPSEHuz16Pvgy/f1+r5lsAuODV5QI4pS3GCyEE9HR7jdvLEJ+q8Xzw3fLknSUZwiia4clPWvJTOgwdirALC6rwHtPf2YRl/XsfJjuc9sb+ntPHzCJkdRZPrFg/sCzzJ7kf81YODidS1FEs5EKn2qytl+Frc6nEajXlVWgqApvgBEKERpdYbJN2O39jT/joC+oWs6iooNksm1M+amI67WahNeazKiNSY91OCVsBoMg2eJAiYcCKxnE969yncECCLYlDp82NbqOiDPcVCvVUOb0wEarQZQxQZE4xnIcDxkGGJqZuIRIUUAsnk4P3IX8XndHUaLGa9SykBdisF8MArerx6IkRSQYQai8Qyk4rEsvTL/Vgo5wLYFCgVRVabHT6qUSqwaKwe93gDLpAYW6Sik2FnQVWCQ4nJABf1ztuZDc8ve95IEbC3w8eVDm6Wh7bhGqYBq3ATlmAZcNgu4GqyQFFGY+0lDOsPmIn7PpKW+MSuJHbYtUGGy92I6vQFTKwFFZcDyLDAUDRGKBp4TgBcQSDMRxupscY/duCRIGtA9MKQtoNjpUhWKCOsseLxeSLA5WCvIgM+LkE7EeSrg+06vzE85ml0+qeRbAWyW6zQ3Nh2UIXJguDzkxTxkkkmeIQIhOugbl28Irxvbjs447LbskztXJPs9AADaPXhZFWdiPeWVOi3HcUKSIjli6dtMPLT43FhT/6HWave/ezya802PS+n9HSAIIl4QZV3+2U++bDzySoEiE6KQ+xJecOfCC+59kf4RUCjks0nCf1PjbPVV4XXk52f3JJ24SJEiRYoUKVLkv+cXRTYmWVXMyX8AAAAASUVORK5CYII=) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur222066 1.6s linear infinite forwards;
}
