@keyframes rwdcur223178 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHb0lEQVRYhb2WW4xV5RXHf99lX86cM8MwDA7IMCAIzAy3AorFlgLegkZTURpLGo211aRJ40ubRhuffGpNk8akD21tfWitTbW2aZtabZRSRCtaUJCMXGYGBodxrmeY2zn78l36AF4ZFI32//Lt7L3Xt357rbXXtxRn1A7MAob5P0sBNC7il6tv5sGG+bRVxxlIJ+kDPEAYhi1KqdRaaz43gIYW5m7+DttW3cgXLlrK16MSl5uUEdLipNb6b8AOpdWA1rrHGms/c4DqOGbZZu5YugU9byVhyxpaZy9me3VMbB85QbvWeoFS6lbv/Uql5HEd6H5rrP8sACRAXuXQYCfd2RTEJZjTCiu36hpJYakOlMxNjjEmVkptD8LwWSHEw2EYNn8WAOrsakqzaFt4BetrZ4MU0PF0wN5HI9auWUdjYyPl08MYY/HOFwIdrJdS3imVnGGNdcAtQBNwEsg/CYB+56L/KM8PHpbfDYVmqEew6+ESURjjWjqZOCYIw5AgCMjynCzJkUI26Jr0voaF/HD912CwG956A3oPMgsofyKA2traSydOunXP/giXTwayOiLRWiJkjiyM07atSs+DBcJIE0UhgdZMVUYplpAPvAA19QKAvz/keaHKIwPHuPVCASSAMeZ7UsoH+jucnBFcTPuKVhZ9ReOF5di/AhoWGOYsd5jckaUGIQRxYQZtm99zDrBuGxRmcEsYhtdEcRReMIC19i+A8XicdeSZpWXDMJt/MELDpWX2/wF0PEWxeQyJxGQOlxlOvAbOvfczHN8HeQJRFP1ZCPHrKApXxFEkPwpAAERxVFJSvSqEaJUK4kJMdSql9fpJttwN7VsE6ZTnZ7eBz0oMv1kgSzOCWWPMWw6b7oLhE/DMT8+shUIBrTXe+7Ix+aPe+4fTNOudDkABWGMzpdVCrfSVxlqCUCOVoDQnYdNdEBUFOhTsfhRWb8+omWVJpgTVyQyZNND/33kc3VWDzAoUSyWQnizL8c4XtNZXCiHuUEqWlNYd1tipcwAAlJJTUqnbvfNKaYnWmoEuydvHcpqWwJ7fQHM7LGhVjJc9C6/IWXGdZM5Kw1jXRVRGDFIJgiAgDAM2fjOgptEx0J2DFzVaBxuFEDdKKSpKqU5rbfYBAB3oIYG4Xik1z3lHEGq8g5GumJMdKboIG++BuWs9C9ZAOhbwymMhL/5KMto/RTWpnikqKdGhYvOdIUu+pFlyeUjvUUNSscJbMVvr4AYhxEZr7T7v/eC7ANZYI5UsaaW3WmMJAo0UAqUllZECrddmmETR1OZQsadpmWXF1Y76ixVDJzyVssRai8nOnFnFJlhz1UzmLxM0LBZc0h5y+MUcY6wChvM8/x1w+l0AAK11WSn1LedcIKVAB5oszXEG2rbm9B2ULNvkEdqDAF3yLFpvWHUN1MyGnv0SkwpMbmi4pMLwSUPtzAK1swPmLws4+IzEG9GX5fl1xpieD6TgLMCY826TVnqRdZYgDPDO4b1n1c0Zex8LWX2DJ57p3rVxAsIGx+INhtU3eVQMp94QnDqgOfqS4e2eKuU+w/Ir6uj4t8Ml4X3DQ+XnzinCs2lwUkqllLrZWkugNVEUMXfBRcy9bIL9T0rmtkuaV587GngBxUbHkitzWr8M1QnPYJegfAL6OgxvdSeUe+Qhhb63PDKWTQtwthh7lVT3ALGUgublNVy84TgDrzfQ96ZBCsHyrRYVTn8aCw31LZb2qxzFRuh8mYpJpBru8j6ZzO/tOzXw2vvfn65LDRtr/qmU4vToOM0berntx4J1O4aQIRzZJSl362nM3lOWQW+n5VRnclgG5qtC+Pudt084z5/O+eAP30iTlDAMf++V314sFuVUeYr+Y56OnWee20RyZJdi7ipwHzYGsioc3wt7HuGlQ8+wo1JOT9bPjJ5TSujTo2Pn5E5MswdRHNVopY9475tdUGHeJQ3k4zFpJSdNMuZfZvn2E1XimRZnoeMf0NQGpdlw+Hnc7p/zx8M7udsZxj8yVExTAwDW2FxptVRrfRlGo22BMA7xDvIsZ6xP0H6tp77FMtoLM2ZAzz546wDZ7l/wkyM7udc7Kh/n/LwAAFLKqtZ6h3NOrbpJcPXdMVkGYwOGPIVSo2fZ5pywDrpegVNvMvnyb/n+8f/wEHDBE/R5AXSg30awTQrZFNc71t4UsmFbLdYbjr9qGR/0rL7RMdrneONp+vc9ye2nDvA4Z8f5C9V5yzlN0iQuxE8FOlh18oBhcshTmZWiY0FY8ox0KV5+XDPQbQ6//le+Md7H/k/i+B2dNwIASqsJpdTteeKCiXHHgjUBi5cX6T6YMNrr6X6F8c49bn0y7o9+GucwfR94vw4ZY15XSjExaGiol4SxZ+n6GCnBJjKsqyvVfVrn8DERsMZapVWNVvqG0X5D936JF4qwxtO5NzfOim4v3ItpknV/WoBp+8D7FUfRwiAMD1hr66JC4OrqavtUIHZOTSZPJZVsz9jpsQsewafTR/dUwAt6c5PvVlJ9MU3y+/OCeVrJsH+gb2i6Rvj5SEq5Viq54vPY+39VUDzJzjJMWQAAAABJRU5ErkJggg==) 2 2, auto;}
}
div.testarea{
animation:rwdcur223178 1.3333333333333s linear infinite forwards;
}
