@keyframes rwdcur79600 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe1WXUhTYRh+NvVs6pw5U+dImyXqRGeS/YApWFEkYaB3gREtsEAriK5HQjfdeGFR3WTZRYEYFV4omWlSlIZLmTtuyzxq0/lvbm7u7OjXlUvZZtva8CKfu/P+PM/z/fCeD/jfwfOneGT00IOFCNkVAJCwpnty+dea0NjyAKtBVNo6d4uoiZaoiZa8nb1BVvTUcU+1hMYBu15YTWgUEHpr3nBfDZgFOaoh0R+9IVEJ0pc/VgK9HRuE8TNS2aWh0oqZqMNIsX9DgmNYR+i+XJ4Ca554+b4aSHIYGjKt713fGdYuJK/0P9tYw/F5ZePCvOLXyXfQH3sOLVI1RqKOZDv41AVvvD7vQEzGfMvIaOfjJIfhEgDEOU0PhZlsx8aaSUFelS7m1Ka+QfFppNo1N4HPT/7JAACk7e1RERoqAOAp3POxTtO7eHa0dDwq3xWLZxmIOXOrN063IyA0RBaDpNjb5eEpPIsDgJibaTy42AT58hfwiRMpNg0K5xqwm2XqtlzZOiwGSfaHqcuk0fqIfDJXEp+a3BcgG2Xy20aYAsIwBd2Ehtzn5gFTaVvtah9REy15sVRHHPowZSAm/MGmI0hkjXXKpRYIV5eQausDtbaqC4YIoUERGkpCQ/bX4tnvqcfo8ZKnrD5MGgxxq0F8bdGYRIxjhWTiRxZhmHxCaOxbz/s1iv0Fq+eXm6nc5ud76mELlwAAsiztKJm9jySHUcBTgPV5EAUCM5XT/Cb5tkscAIZiTmJCmA0AZwE/JmEg2OWcwAy1392YQAGWH5EXcgOLETIksMNucamDBrXm7A+5ASmrrSibVCOKm3fFsiztkK3oAKAFCPElBIBlfXS1ky+qnxGkI5qbA8uPxF67Jo2nAOOxoXO6qqHp112iMZWVB8sEoRHubQ64/YymBekXB8VnIHZO1QB4GQwDPAU4AAOecm4G5LbeqyJuTiW39VwPhvgOtg2vFmpFISHWjxUl6seKEoPF59eTDAB64843AWsc0H1iWwwcnW+sCAfn8Ym9gx0Egt+pWi8HGYE0WAAAAABJRU5ErkJggg==) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2WX2yTVRjGn/P9aUvTEdeWrbh2kMFWKwOi0TAlUGO8WJQLEsguFkICeKMkoolBE/kTYlDREGNMTOYihESjxqgEcUpGFhjLxpaMwbLk8G1d1m51bLh27bqtXb/2e7lwGx2WrXVtvNlzdc55nvd9fxfn+wOsaEVZ6ufQR2/+Ejp98P/mWFSRXrOxc3jPWwGPfXVWhcRhJo4ajeNd4niFOIT/AtA4dqTulHab/ggc/XGprDS3UDnbHRHNv/qMzyEsr4UjehsCJUC8Zx1zYTAbAEvcd94Vaayyxr31S2UZABDHxknR0vetow4jhqf+cYjwYvA8np68qtmj3TJzQcsGIlMJABCR1nzQXlj7cDgAMIZW8wEImioAqMrH8HmAoOzYO7yq8t8uY5g9T2PmEMCUGLtWGPenDcyee/MKYFEHP9sePAdDMrzALJtqg1n1AUBLvgDY3CLUV/w5QXi73bwPYWktHNEuVE40wJgM7JBcywcgDiuA4KKXmTiqwn1rvvF7N/EZRfyQOIqWOxgAOof31P0U/pSa/j5MM4qYk55ZqSHwHp2kHvo40UrKkPtMqpf2TUccplwCFM94vq6caMC28e+wfrrlbKrHUjej/RvqGbTXE0wHggCr6nlN71QbcgHxuDswDzAyUH7Br9+y/3fbMWhMRoE6ilr/YVhVZYfOSXl7CoRZOkFMxvdftp2AxmQAQEQuxpWio7in3/pFvobPAwCwTUkWEBMXmPf15RAo8WzeAZgLw8ZkCPrk5AJz/XQHJKiX8g4AAKuSoUO1/jdQHLsLWYvCGWnCS2NfwRZT3smmIXGs7vFXd3Xcq6E7f+1SZhTRmnFxTDHs9vheGB/p30hD3s03iKPskeZGVWGvqgqrJg5Duh79vqr6L2OX6CT10Nl4IylD7t8WmymlbgzO2EWg7WK6oKqw0gHD8767ppcBAM7JJhDvcDAXFnzFQnJJbUC3DgAwIdkQlmy7MgZYTB6ju+vPovcR0tkBAH2mnage/aQdaC5JzTmitw5tD577vvOJGmwOX0ZJrPtITgBESpjnhgNAUFcKBu3JR3NFGwZ+iPRe8Nqjd87Yo93HCyqCzTkBIIhjhfFB67iuFABgiXtBYGl/IgoqQjeBa+5M+mYMUDF1/Rl5JDrUa3IDRCifakbZdMe2TOsfJ7Z05KGIw5AQ2E5RowQDWpkLseUCrOgBsY1nx8SuM0sAAAAASUVORK5CYII=) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhe2WX2xTdRTHP7f3rl3LSkfDxtxwA+yQO6eo8KBiUBIfjBieiDwIJCSY8AYEEyIJLxo0EN9JjMYtxhdJRI0PCxiTxaQxGIlNgV/WsoxVul22wjrWret6e48P8meNbXbrcMa4b/J7uMk55/vJ73d+93fgvyRRPJ++0fVlesj8QhTPLql5NtmyN5HaJj25z6Qn96kkU9tkMtn0VrV4URhu6mpuAVJDz0hv++fYHh8AdU6e/amDtK+PldXID/gPTeurzxpSpKQZ+Jy7x1eU7p7RzMp1XVGKouWa0fzAHKDo8TOjNyKKsGZyB2Aq0Xgi7TNPnW/9kJzRRMCeYJd18nTL7MBjMHq0Um2PGwDNxAraY+jO3ENyp0CglOW+uSiMkuY7da7tY3JGEwAzxiq+bj2DhhwRRcPfBgAI2uMH9qSP0DHzC+umL7EnfZiQbb09LyRy29vBrB4qy5vzBBip7wLorlTX1REArOoc7bHV6LWAM3FcQ+y2/JXTmsnleSEjoaIFIqCVt1ZjcQTgZqW6ZZGFgbrI1eAbSYAVdja6cbr/Fc3Edgt588ZTyVhwV+RS+OHGbJ78lq3Zr3Lt62LBSjllOzAY2J7sa36Pgt5AWz7+EjgX4acdbgHa8ldftPGlN+b6vaP1XawpJPCXJnl8NvZktZwHAKLY8GO9SUH/s1fS/qeZNsKvujUH0Ewyoi77gBciM9FNwHUgqpk4CwIAqeZCEk0cRPPQYGfwOgWrFoB7EAA/31sLx8//uDW4Yfe4L3IuW9dKqGjRPdW3RjMZqxViURIFoli9pKb/C30z8X7FP+Gy/qLM9faX1e87eucG9JYlN7eGOl8/P/GBfGRHJWrtE7dDxWJU9hqOeTuPxlfuZFZfyXBgK3MeveIL9o9pKhHu6h97R3pzn0jU2idLan5fomiYSoS3i/pX7B+NRMHF8cOHbg0+sWAPuZ6IalHK/9za4cCWs+O+zkfbQ6Lw9mXejV/IHIstdEPcHmFN12zYv+XNeGhnt0dszNyF1yDeVy222hi+KICO/K/fbZ78/jco2Wvz8R9qyV3WsqrpD70uLWoEopWcAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur79600 1.75s linear infinite forwards;
}
