@keyframes rwdcur66441 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1ElEQVRYhcXX349jZR3H8VfPr56eTn9MO7NTht2hi6vgj6CJhkBUojHRf8D/jyvuvPBCL4wxhCAabgwhEVcQWBZYht35PW2n0562XjxnwriBXRE2Pslpe3q+z/O8v5/vj6flIaPknRU7D7N7ZGPE4Snv/z8g2tje5+MXWT0qiOgBz0bYU738huGIV75uiAcBLDG7uHlUEA8CyPD0ySWbRwHxMIBkdp/N1w3xRQBtFJgWIRT/Mb5OiM8DGKBXvUcznyXC6hFA3A/QRo5tPIefjYkWQklMML0Eso/fMjzk1fn/CHE/QF5dXSSYnJLcxTHOBM+PcIIYn+Aldt7i9Zf50VcFgDXB0ZvYO6xsxriF24LndzGvICb4HYMOvz/gya8CMBE8J4Tje3dJTprMO3R71DeJmjSE7ExRwyHe4ErOn75MTiT33ZfVdxvopalpVBAXtGOyOMRm1aBep3ZAp5pwAfQyw+d5dcVPa0GwL6XAVSG8S2SN3NFGpmxnTLuc9dl7gr0dzjdJm8GwI8Qtxyn+ys5BgHioEtF9n68Kk3I8ldc9NW6IztaoFZRbuEb+OKdPMNsICVkTulZUXTO8wc75f1GilwG6QrWVyLLUu43CDw4bkrhO0aTosPUYvS0GXVZ9ol5QYVlNPqsWneMthrOHQFwAZLjhUges1/0rS91OM1Ytlj3abXoZmz2yJ4j7pHmY0KkmNoWcKIRS+jvDBylxodrgPpgsy1zJMkd5alkUrHVpD1i/Qr9Dr0XaDXBzoTk1UK+kjIXS/RDvMpx/AURUeR0JyZer8inPWWtKDvuSZpf2FutFABjcoOhRNFhLOe+EDRvVYvElbzpCnnzIsPwciKTa8CKJRyizVLdo+H6rZefmdfnTT3HtBls9zkeUiyD1os2ix+qE8+NwgCwueZ9UALmQI7sME157n19c5+0LBZ7EsLKf4u08V+a57U7bC+02j20zGNAf0OuRndPcJPouJ99kOmDaC5vPhSpIqwXTCiiuIFZcvcYfLpRIKvtMaD4H2EgSZZaa1Ov2WrmNxZxoSiMhbjLrkyyYx4y/w6eYl0GZxjH38Di2qg1ioVQvxj2GMa+t+PEFwF2BaBtlrSbHK8uFfHPkhdmR7DChKGgWDIeMp+Q5eZ36mXL4ibu3yLduGdUPLNuU15mMiSKURBOSLtM6y+pHxq+TKgxZsHGSpk6iyN5sZmM08bfZsRcW98IhsbrBWp+0YH1GEnN6SvOaN19/1l/++Y7Ji7kPdj9V7h8YnI6k87l9vFetvycsdadSWyyc+9u4HsfiZtNeljnLMlleN3sm8stxU5L1iDKWc073ONtnviJLmc8dl6WyXFiLIjuNXLPd9uxG38/bLc0k8fz5zAfLpRJXqoh8AkkU2V4u9XC9t+6gKHSzzBt5bi+KDXtnyumE1THzObUatRVpO4RgOiWvO2q1tDc3wn+JXted85lBWWpPJn5yb9+fd3ctP/xY++jYsHL4NqIkz23N57Jm4aTfM2u1dOqZXzWbdtY7nvtHT9HpEndpNGi3WL9KtmI24eiYOLHRyC07HXdqNd+adfRWQe7uZOx2q+WPcSSbzozOppLzc5nQ/CZJmiqS2LTdMur3bGz0PdNs0ml7br3LxlWe/Dabm6EEmy3imCglz1h+ZJomBvW6N9eailrNndXKqFbTrmFU2D2fyfYP3Cwa9uqZvQpgBkkSO45S60Wh7HYMHxu4sdFnsMV6l+EO3e1wDhRFkD1NQygWNeJIjpNazZUkMa1nbiKLY7cXC0fZzDJN/TCOjWo1t4ROfVQlpaRcmFnYXyw8jqtJotvtSLod+j3q66xWIdbzOZNJUADmp9zZ9d54bHpyajaZuHt+rossihXLhWw0sXt07KPTU98YT9wZT0yr5hhhmUynyvlcP4kt9/ZNW2uWa83gZZwzuf2Zx9Glw3s54/iAw0NvnY6U47Gdaq1ZrWYnzQzmc87OHOx+6tadXcm9e6aLhRPhsGzj6N8PDRp/Ujg3EgAAAABJRU5ErkJggg==) 9 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPElEQVRYhcXWy28kVxXH8U/Xo7vdL9s97feM6WQeCigIhGYRokhsEFsW/IHsWLEgEkJCAgkEYYGQIiECkYBkXpmM7bbdbrf77SoWt6wxo8SehBlxpVpU3ap7vvec3+/c4pqx4J85u9e999rGkONTPv2/QRzy2U/JXxdE9DIv9fBzukN+/6ohrgNo9YnG+Pw1QVwFUMbmOVGOOfZeA8RVANUXH2RefTmuAhihcUI0wgSlYuJVQlxXgkWOKWYYIn/FEFcBNDCMkBaB+4IOzor7Q7xP9+x/gLjOBeuPKJ/gtAB4KDhiv/j4BL+iO/qaEFcBZOgMiQ5wtky8RWObZ2sMMEYilOY3XxPiOhEO6mRlpDWWl6g1WW4z3wqB+8Uih/g13fFXhLgKIIEG2Q5uTYMqkwpaNOpUl4M+FjjGU3xAd/IVIK4CWEG1RZZhr8Zxg3qJnXNaMWmZuiDIOiqCQP9Cd/qSEJEvaDiX5hpPSAYQc9TkZCVkoir0hUzoEbUC4qIcf3pJTUTCel80FnhaJ5vWmdRZNBluM24QlShFnAt+TbBcAOWCSD+ke8gHV0FEeAvbaF161sEmahmqFRpl7ma8cUx7QWtOIwsAWfFxOSTKY8G2Y3zKzdkVmbjIwG4RdBtdvHmRmTImNWZ14grliDhhv42UvB5KMC523sStAigRNPER3fmXQCTFBiK0i8y9LViwg+EUWYO4SrXAjac05py2mZVJK8RHzwFagkZmRZCnIUj3OwHiByUeXQZoFACL4n6lmOtWq5qVJhspWZW4ThKxKLMYYYnDNWpDehvc6NMY0DoLIO1ioYvj/BndzRcgEqxfysgASZq6t7Js50bb/iwWLbdYtKiskjQCQDKi2mNcIRlSmjA8oXfK3T0mpyRHbFzKSoZDup1LEMkLJVm50fbtdtvDG6t2Ox33/1VVLTVpfzM0n9VlZvPQHLINyjFpn2zM4pTeNJSm3ONBm/EBN09CSaoFRJ9unT/8lp9cAEQor3Xc3d6Sra/58c629zbWmNbZWmd1hfYqtSWaDQ6PmVXJc2a3iCP6+7KtPaPSksXnG5KHA+X5E5OtBwbpgckykwpZWjS3d/hhEkVaWSZKUzsrK+5vbajeue3dN77BWodGk/pSKGKrxXqHSptanfMtooi0xeKc8Vh08Ejj8RO/mBy5nx7zj6b9X1a8//fcnw96PhaOkN5lEfYRlVMbzbqs3baytcmdO+ysk1aZzZj3KI05/ozbG7TeDAtkGXnG+ZRJiWSTyUStUnFUqejmueT01OLZnuigZ1A47LkNs8wDrOccRLH9cmo3iswaS8rtXUojBvukK8Q1kjRYMo7DdQEByVLIxvDMj+LYH7PMx6ORSbMpqteMosidLJMVWfgEs+SiF8znLBY+zPNgyfHEt9IpjVYoRZZRKhMtUSqF4KVSKMEFSDQln9JpU+K9s5FeHPtZVPK7KDZLU6ZTSdFjqvhrUvh/OJ9bnC9E84WPsnP3FguyPNguXSIvBYgoCoEvIJyF5jQ9pVxDiWqVpSpJrIPkPJPkmUUS60zDuaUwxOTCBRP0lXw/irwbRd5qr4bdmhI1wsGTF3+kFztHOAJHVGqMT9k/cDSfGwzPtPLc3wqNfTeKfZKm/3XyRriZ4F5Rkzvn597Jc99LU4YZRwPmeWg4l0fp4v98jKXnWxgcc3ikN59zemZ2eGyz31cdDt2YzQzyEOfyWCS4HZLo7bOR9nGfvUMq/+bkhFqNNL0U9EtGPmM+od9372xklOdqvZ7Nh4/t7h+Y9U88HD3Xf1JkIPoP6a8LRDOxqSsAAAAASUVORK5CYII=) 9 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
}
div.testarea{
animation:rwdcur66441 2.6666666666667s linear infinite forwards;
}
