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4.8543689320388%,9.6087378640777% {cursor:url(data:image/png;base64,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) 14 17, auto;}
9.7087378640777%,29.026213592233% {cursor:url(data:image/png;base64,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) 14 17, auto;}
29.126213592233%,33.880582524272% {cursor:url(data:image/png;base64,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) 14 17, auto;}
33.980582524272%,38.734951456311% {cursor:url(data:image/png;base64,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) 14 17, auto;}
38.834951456311%,43.58932038835% {cursor:url(data:image/png;base64,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) 14 17, auto;}
43.68932038835%,48.443689320388% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe1WMY7DIBAcn/KfK4gE73FBc+9JQ5H3LFIo8p9IviJZbr1ge3OJ7hqPFMlAYGaHZQHYseOfMfwFCRFN/B1CmHG+LMDFOMl2SWm2JhFN3vvazjnPRBzeQX6JsfYdgYmFaPIeugKkZUBrWw8pHXEXc5kJ0fDeg4gmXrNZuKd6GIbmfy7GKSKhwKHAVRdYSHwIybcbzFuwZJlU3AhBuUecEoAfB1I64nOkSsrRawdMOaAncfQAUOAeHhQUuCrkNFITeQ8fW+Q55zpZ50YPDgWncYR20nvfFWFyQNrfi56/LdA5MHMghDCwSo587QQw+Vaf5pDtxoEQwrCUdDJ6CRl9QsSpQ5xzxtf53PR3t8By7nsocIhIuJ4TAJqN+UN/t82VcCt6PgWM6znU8bX8eKkUL4EJJbG+Ixgmq5eiZxJ5EiykTwuQ55+t7ZHLfgs5YNiCtjxTFdE7cs+QmwRYsFWE1h4kpuv4GSFbDxJdYxoBegJfxbI/IUKW41ewugXy8tAVMqmnGGDLehOIaGL8djv0evzTY4uK1xJnx4534htFoQ0dI/J77gAAAABJRU5ErkJggg==) 14 17, auto;}
48.543689320388%,78.540776699029% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2WwZHDIAxFX7JbRdrANako1WTqSBnOIQsjM9gg49vyTwZm+E8gGcHU1H/XY3SDILLZcVR17fl7h/kqkucW2DwgQwBWqgtfmNUFchkgiGyCEgksqtm4BnIGMXwCgfg1Ut0ZW5AziEsAKXqASCAQCcR8GhakpdtyIMMVJ9LSj9ugEn36LiFevHnzOk3EpxdgB/NnVM5ZmJZcPw0bvZU1bJmXp3FrDkQCNUBFWEWqedF9Ba3oa9dh14+S8vYqsKa7qzlIxK4cOIo+mdhK6DG1GqqCWhnmcedjdHsZRoLrSe4CiKoPRY7XHXV/CaAHIoF4GxLXFSQICzISPQy0ZGUrBv52bGpqCuADuIKD3uNEdbMAAAAASUVORK5CYII=) 14 17, auto;}
78.640776699029%,81.453398058252% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2WwZHDIAxFX7JbRdrANako1WTqSBnOIQsjM9gg49vyTwZm+E8gGcHU1NTUf9djdIMgstlxVHXt+XuH+SqS5xbYPCBDAFaqC1+Y1QVyGSCIbIISCSyq2bgGcgYxfAKB+DVS3RlbkDOISwApeoBIIBAJxHwaFqSl23IgwxUn0tKP26ASffouIV68efM6TcSnF2AH82dUzlmYllw/DRu9lTVsmZencWsORAI1QEVYRap50X0Frehr12HXj5Ly9iqwprurOUjErhw4ij6Z2EroMbUaqoJaGeZx52N0exlGgutJ7gKIqg9FjtcddX8JoAcigXgbEtcVJAgLMhI9DLRkZSsG/nZsCuAD33iD3iM8MWsAAAAASUVORK5CYII=) 14 17, auto;}
81.553398058252%,84.366019417476% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2WwZHDIAxFX7JbRdrANako1WTqSBnOIQsjM9gg49vyTwZm+E8gGcHU1NTU1H/XY3SDILLZcVR17fl7h/kqkucW2DwgQwBWqgtfmNUFchkgiGyCEgksqtm4BnIGMXwCgfg1Ut0ZW5AziEsAKXqASCAQCcR8GhakpdtyIMMVJ9LSj9ugEn36LiFevHnzOk3EpxdgB/NnVM5ZmJZcPw0bvZU1bJmXp3FrDkQCNUBFWEWqedF9Ba3oa9dh14+S8vYqsKa7qzlIxK4cOIo+mdhK6DG1GqqCWhnmcedjdHsZRoLrSe4CiKoPRY7XHXV/CaAHIoF4GxLXFSQICzISPQy0ZGUrBv52DOAD8vOD3uAsK/kAAAAASUVORK5CYII=) 14 17, auto;}
84.466019417476%,87.278640776699% {cursor:url(data:image/png;base64,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) 14 17, auto;}
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}
div.testarea{
animation:rwdcur172293 1.7166666666667s linear infinite forwards;
}
