@keyframes rwdcur207708 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 28, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH5UlEQVRYhcWXWWwkRxnH/191dfUxV3s862Nsz3ov7+U9CCQhQSgobEQEK/IAkXhjpUjAwyIkxCHE8QTiJS+IiEOKEJAIKQRQQjYHEBIg15KwJCTOZp21NzbrHY9nxuNxT09PT3d1FS9BQll7YyMkvseq1vf/9f/7vlIV8H8O2tbXt/6Kga73oFOO2q8DLHxdIUoAgykACkcnFc7Nq/89wN5RnptTIvNAtZQu9MfJE4LGtcycuOB3EMmc9ckoMmTYsdtRJ+lHuG5PjLOzCic1AwCcoU2hrg0wcw9w/Rft4y+9edSu7CxV59PAWFKTlkNZs6iZdbgXxCyOUx2HCUv8WCUt2eu0U8fwl2/TCvmjeWgCgCbOULiRBL9q5aR2AXgwdITrRHhQ78rblZ0lAOPesV5kFuw9LEHRGgUn5YL5WYVB5ksdrMZGXJOOU42SoJZldRn0VwFRigG4ALYIABTBwNFbzQ495MfqtqW8jxVuwXQz0jlijlGZpSiSIlcuM2H0SaZ1FYl9maoBVksU5hnT7uAPb6gZDzC5/kJbgnvBZiZvBCCHxpUbDw+6+cPdrJ1mK6bhHOLM2W/GtNtMqYQUWeWTkIsQbBCSWSxiXRSZaw2RwfKAIfTOFUVfxiU9dbrpLz0SbR0geKPuVkZZ7oTiOa9TMdPcFGtljumqcYAG4dGAEioidP8OoRkU62tm79W2QVrAN1zZRFabwjZ2mRGX9XC0eiHwpysBZv65YSNeDfDLc7DCfRKul2fwxjk5u9IFmqI+SjKEMD3yw1nIoIoQAjI7pUMZQ6TLyGsol2kMGTEirFkHLc9tr6ePtIdkz6+b7/G3WgKe2OQ6wi6a3B0xFSvzgs7LJgTL6CgVqEWSQhpKA5g6jAuIZUBl1qcyd3SRMiQMoMQzNEJSjLtk10xQC8CWAZjilmuYVp5xMQBpeOYECT6KUNlU7yWo9rO61lvVLfeEnI2arJReZNxyyXYKxEyPPJ7VQluUZ3AKhu7nk6TtbiS+IcAkMgIGEwYzbQJzCWQDYNpCHEnIXh2t7jout16j2OyjlvvolSqSiWErl3JlMFcn8FST2eDaJUFZKJbVVkVsGUAVHDBmMjCDKRhMK+LdlCIbUIarfW0h6J6jHeGC4WLFaPZXx1t2i5WogaL9CYTRBXAwzShAFvsFj8+VSsG8GsdJfQln6KpxZFctEIMiUhpagUgq0lJLoPM0sp3fUpmPQTgHdQcSh4hhH3rG3uAS+1B7hh0iAwKcQaXEtYE4WYOSMcVjZeM4gPyWHHBMIYMUkZIy0kxGBCO0FPj6LLJxF8Lbj935A1DRMSxojZJ7k+6vXwayI4jhk2cf1irpU1uPUtNZRtMAsmmIKoAND6OrANxGoDqFbpRop50qZ03C9mmdxa052FpDuC/TAXFEs4F9kEYZTTHNdub6um6aVOIZZMkB2AB81kETWVyxDqGqOlhA88DWpuDcx78UD7/S9vv+n1sc/RpjZo0EKztFJqM2+OLvMFlJyY6XwEQbvnUj1Z0PIG9IuCTITiVADeR7r8NrdOGNvxfPvrSbzm8kDmzQA7j38yqMVCRV1OqrYqs7bwY0ympjd6Fa+RiizhrY6w+i7B2C7d0AzwwwRVVUsIJi9A8Ibetm2FAX1uqohXNQL34Gtc3EN3QA06fRGfFijxJ/5btUsU0akdNgpoJKa4ApgCQGcjuRNcehwpfBurNgWkPJFJFbRuC/yFj7VZTlKJ5x5r7Ke9sCAIAnvy0vizg0e6jSEqZXGlDF/YjhQx26A5E7AWENgSMF7DKgYiheQRSnut5vU7v9Mka6DSBz9v5X/It3B5i5B5g+vQ2A6dPAiBcNr+b/JO9bhB2pD7oHMI4qs0liqPEchNcCZBconAB4Car+EHjxtG6Sr5bsCVrodhiLjOEAu4bjzcQBwNh05+zdyv/+afIOh73c4aRrWJlc8Dyb6i4gb9hgaRes8RqQLEHxAhLrqKorSy+kXnumvyzmwkXDT+IxBz92ZvCjJ7ZZgv9wQb31uJ9Ks2V67UUSA63WAquU9kAVjkAOnwKPLkFhhwrDRQpWn2BDxkQhoyb5nLy8VgZz53D8C5tKXNuBt10YHK6QiMjkKeXUqjuUGyXL8mDZE2BkAN1ZyKSFbnBe96svsElrWP+RTr76HE7d+Nf4PvMy7v3DNSXe9VZ8U/1ROzR3lXTKprgYOE5B4abuE+bNOiGP2+CvP0hi7JhuDdwpfx+8qpeqT4q95g79ve7DY89iblm+W/5rOwBgqV5Tzp236DgxGDFuk8uc9qP2tDWGNHe7jngTSelr6TP1n/CC/5ah2E790+4jv/gbHrwhxA8ee7f0GxxE74yfPaVGW/UYvfU2k1H9yrfy73On0jkZ6WD9eUSFz6oZaVDVGNIzcYdie6T/JrpfCa7V+dtyAACWPn2zHMzv0Bom1/VBs/mceSJ/u5yN10jX7jeGVJ9dND81/5i+9dLD8ftvrMV/+UZ/K38PbOdpNuLxveefKkl3cjeWC9f1zuAjSZtKzh10VhEu0uG5s9q9ZWF5XPtbqf2/Y/MxfGec+rDcsfeuYHHl53U20bhgfg4Bmns8PTzfREpVdJrtZVUPMSe3LA5ssQQAgGffwJEYyvzO02h883aVyn5fZ1YaadprkEqaKpatblj3cXZ2O/rbfB2/HQxOMRP+Jk+WxajTQx7Z4LJ3S/2/yfUvzGTPDA7o9g4AAAAASUVORK5CYII=) 15 28, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
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}
div.testarea{
animation:rwdcur207708 2s linear infinite forwards;
}
