@keyframes rwdcur109898 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2klEQVRYhe3Xz2sTQRTA8e/82N3sxqZptVqxIlpFDR6qiPgDiRcRCtKTgn+ZJ/GgCNKDiFoUvMSLtQoWxIIHwYuCxR+VhjTNZmY8TLo2xkPVbi46sDDZy/vsmzfzJvCvD7E2mT7Hg1hRHgyYOvuQT/0CyLXJtxaTwOnUUXs6yba+A1YMaAGxopLa/iEywKqBVQsDART6iMgALQv1FJSALQEEkkrL5I/IAG0LTQstA6XAZ6IfiAxg8cEbBgKpKAX9yYRc/6PtfC1YJ0k0lEIoatA5IroA1vlaaLuUUBUpdhBbckR0ARw+Cy0DTpSIpMgdIX9+4RwYB9Y20WqEgiJbjjwQvQB8FlK7jNSDBFLniugBgM+CtQaHQAdjRFIQK7qWY7N2Rw/AOp8Fi8M5gx4cJyocIFaaovbnw2C0eVv0lxkA3yaVimDvUTh+Gb1niiQZpxwKhkMYjnw2wr88tnWPSHSCC0FYGoN9h8AaGNoGE+dQnz8yMH+fuD5PQUEkYalFpWmozU5SPTnze628B7CGCFQBDp+CL4vwugb1D2BSCEswNoHec4Wtc3cofZ2l2IQvLSorbWovL1I9em/jiB6AAEIJSbIfRsfg8TWoz4Nt4iy0G8DSHOoNSCkI4nF2locY/faCT6tUGoba+0tUd01vDNEF8KmHUEF45Dw8fwT1ObAWa6HZadlt6wtVCYduvSVqQEHBSCJwxlWalrvAmT/KQKgg0Rp2j8Orq1nwVeuP6bTzWNdBC2gAgYJEORINsWZpI8F7AFpCQUJ56AQ8uQF2BdMJbCwLSlDdcXtz74ty/SSQfp/LYxdgeRZrfHc0lgUlqZZubf5l9QdAQKJgKAKeXYfOelvngyc387kpZ4BQQTmEkYGDkL6jue7L8wreBRjQMBpD6L6SGjA5f/nayIpwe+wB1izSdr7g4pyDdwF2xb7lpp1qj270599RBhhNmNGCshJMBX0K/n8AfAc/ii9ENcF0XwAAAABJRU5ErkJggg==) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhe2XTYscRRjHf/XSr5PpmayzycRs8LAxCXNKLuILMl4k4GVvQq4q5KLgF1AJ8QP4BcRDjh4kkARynFOWIBg87EEJBHwBw2Kymc3sdHd1VQ61bu9kIqy4PRctaLq6L/9f/eupp54H/utD7M0+/vYmYdIl7azx5dubiwKQe7PJ1nvAm5hyxOd3eosHKHdAagiTAdXiIPYB5P6J26DjhUHUAFUB+TZIBfERUMEAUzQOsQ/AQDkFU0CSeScWAFEDOOvFiwlKBR4iat4JOfNlDZQ50lmIUkgziFogdWMQswDOQlVQWkNLhV48yXxMNATxnAPOx4IpyHAIHTUOIed/OagqptayrDQEMYRpYxDzAM6BNYyrko6UaBU0CvECBwAclbMIHCta+60Ik9ntOKTTMQ9gLTiHs5bKOlZTzatRhN4DaEPaObQj+jcOAEIQKcWF4/D+aVjraVbTFJF0obUER5a8Gzr8V2lbzyNJEAIhFSutkHMvQwX0MnhHwh9bihsP2twLEghj2I5g8niAmY74Yn3Ildf/0VU+DwAgJLEKeOMUPNyG0S/w+xRKC5mG8z24dEzz3U8vsR5nMG7B0z8HFDsjrv4w5LMLB4aYBxACdMjpJGWlB1//CPdymFrA+BNy9wnwq0IoyWor4GjnBN+P+7C9OaCYjPjqtyGfnjwQxCyAFCAU6JB3Xwm5/TPcLXxcYuzuZZX7ZOUcTinuCw1BBGGM6C7jjBtgpteBtw4CMB+EOkSHKat9uLkFttoVN7m/rEy5+84hn0A+hqePYLyJ25kAAqLk8UHEX+CAz3yvZV2ubcBOBZSVrxVstYFUQz45fqj1Yu2AkKACiNtcPCNZn1Kv/C/xy9mhF6s1gJQ+3baO8s19oMSLO+vFP0obqZRrABVCq8vZ7jIPDGCm9cobEp8FiNvQ6fNIhlCWCxGH/UGYHYNOn4fWgjW74knjDUoNsHTSl2Gm3ECoIR9GC+mOaoBO/xZSd5FqjQ+ChbVm/49nW2M4aANsF2gAAAAASUVORK5CYII=) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe3XvYtcVRzG8e95vS8zc2cSs2Z0F5sxGEYL04gvyNiIYLONCLYprP0nFMUmnSD4ApYpQkAFy6lcgmKQMFiopFEwBPNinLlz7z3nWOzsOJNZYdW9t9FTnXub3+c8h/MG//UmDjqvcPEzTdKL6e5+zPM3mwLIg07OnZeBZx3l+DxfnmocUDFDojEkwyYRK4A5jjmWDpq4McQS4CkouIdEYWmjMENHUTtiBVBRkVNREJFh6SAbQCwBAU9FQcUUpcwC0a4dIVc/AhUVc4L0GFIiMgwtBLo2xH0Aj6PAlRWqZbG0iBdJ1IW4D7A/EZ4CsoASEaZmhNz8tZ9DyD1qS6OJMaS1ITYABym430pUV6K0QdWIOCSBBcN5EAG9o9EiQpOsTcdxrY5DEvAEAiF4vAu0Bhp7JkLrfYClQ0z32BB/kQAIBCpS7JyDJ16F/q4mGaTEokfCSRJOEpGhsP9q29abhSUCgRCK9o7lkbMQHHRPgXoBbv2i+O7TDtOrCZqYGRE5t4eOfHyevdGHPP23jvINwAFCxYbBM3DnBnw/hunPEErQGZx+ErZf03x76QHu7mVMaTHj12HJbPw634ze59yREYckIFBYkkdTtnZg7wOYXQWfg1+skLtX4DoKJSTJwJCdeIh7X/WZcnNYMh2/wU+jC2wfCbEGEIvyEsuZFy3XvoDZFfAeHJ6KHMccTwUERFDIHzSKCENMR2zhQhiW5JeB5/5RAgqL1SkPD+DH91aLz3EUeEocJQG/ZEumlBh0SBdnSHL7KMU3AJL9na/7VI+vPwE3A4ejoiDgJhI1epfTx3pfXC5DgURisHR4/CXJ73t/jjzgJgI1eofs2C+rawBDSsIJrn0EDhbF/USgRm+T1nJTXgIUlpge2WNblNehIl+OvK7iawBDhzZ9xC2Lo8Q3UHwN0OZB2vRxNzyOaiIbKA4rq6DDNoYUTzmRqNFbRI28jpaANv3PJbonULtvYhp7mv3f/gCNyDHcZk8mNQAAAABJRU5ErkJggg==) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe3Xz4sTZxjA8e/7ayYz2UwS69aIYVGiKPFgF0ppKyWlUAqirKeif1lPokUQoYcq1oIXIb10CS21Bxd6KPRioSK66m42k8z7vj0kGU3jYbU7uegLA+/M5fm8z/vjeQfe9iamne/44naEqlUJ1j7j9qNFAeS085ThGeDTEa77M2f3Lxywg0UjiFDtRSJyQIolxVHBUFogIgcMcWyRoZAsYTDI9nABiByQ4RiQMcSSEFBZECIHODxDHH0yjJIkBCyhC0fIl18yPCkWJz0xmoSAMhqNKAwxA5hmIRs5grKkjCbBsIQpDDED8HiyCcInklAoyphCEfK/Hzwei8cNHHpZUUIRF4h4BWC8I0bPLbKqMVoWipgDTBHOerwA3TSEQhIxOx17tTvmAA6Px+M8eOvQrSrhsZBIK8poKgRU93CLvjIDMC6TKlSwehi+/hC9tkLciqiJgH2E7KNEgiFA/q9jW8+LBAKBEoKgWYUTR8B62F+Hz0+h/nlM5Yffie5tUUIRkrLJsD3Adtc51/mYW69VyucAU4QpSfjkBDx8At378Pc2jCwkBj5ooi+u8N73PZL1TcqkPGbQ3sF2f+N8Z5Ubu0bMAQQQIImPxtA8AJfuwr1tGFg8jow+9J6i+AMpJKYVc7BepfHLMx6Rtvtk3Qdc6Bzi+q4QMwCBQCEIkARfnoQ7v0JvG5zF4RhMSnaGwwPKC/SfKSHj82JZxHhv2wPcTeD0G2UgQBFrA60V+OZ+HjzFMcQxmjxjwjhjfSwGQew1MZoIvbmb4HMAzfjQqX1Uh6s/wY7DTgJb3IZCdA5wbU/vi/JFR2AQVDDIr1ZhfQuHJcVOgstOwtU9v6zOAGI0dUK43IPJfDv8hkJ2Yr4t5KacAwIkNQKWj1fgrxGDl0ZeVPAZQAVDg4jgiWeExRY88mnLF+H7lGgQ4x5aMvyGQnSigoPPAA5RJkYzmqz2kCsL+TvKAQ2iHzWiphBrZkHB3zWAfwH1ZTJTxaqwKwAAAABJRU5ErkJggg==) 2 2, auto;}
}
div.testarea{
animation:rwdcur109898 1.0666666666667s linear infinite forwards;
}
