@keyframes rwdcur178047 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKUlEQVRYhe3WW4jVVRQG8N9/OnNmGqeZ8TLeMdPUtIvXsTSNDCsokN4KJbGLQQ/5YvUgZVBEFFGGEVhYoaUgRBcRA5EugqZSamqombdCxnHK8TYzjuPZPez/6HiazGksIVpw4Oy911nr22t969uH/+0yW3LxriGDTLpoIsn9gwBCBtk0UTOhBD1RgROoxbF4dskBhDJ0abVRj94Yla6bsQe7Sao7CiBz/jJkWiXPoATjcS3uxy6sTNeNhJqOtiIPgGIUpImzadLp6VlPHMMgjMWX2IwOAchrQchiMMowAbfy85SIsxdOYzfOYB8WYVnSLi7nWUHeuhmNGIChuIkzhk/slh4XmvtBo3mrDlq64wA6cz5f2m35LSAyfB+aYvD+tqxJT6bzfI+RLOOle0rxA7Ftf9vyKnCWUL9gNeZRE3eewwx0xSP0GbhTLJamlLyXAgBp1JxYicNsM+fdrVSJFKhDN7r3XY8A/TGBMIrQVrwLWlvIm0S270Az2w0a0Rk3ckiUoUOcKqnEZCzcGFHNnoTuSLUhFIuTc4Kkth0AkhyhMV18z9fKuozx4cm3HbuqOygqqnemudh8Nxiv0mhfEScnbWGowF0YjrGEj7AMdfm6cYH5CVlkufN4FMFyDEvPTttqiCOu1N8R/azGr/gJt2OE2LMTqX8RPsX0idhM0nLQZgtasDWJ7UhYVSCWsx+68NaKGqM0ytiotx/drUGhvcptUW6u8jRGiSlO+0xhC/gRsQqhhqTmz3P/sRoi00OW0JcFge8Cu8ML6oI3Q7A4BM+GQKvPpBB8HsLUscdb9k4R7iPMSjnS5hTkJy8Q+1sqvoYVPDaTkWspVS0b8W0SxfkhTMNUPIOuTLpuPw5jU7aqetrHLH5Dqh8XMzYlqV9B+qOcSPsx9DBOHQ14DWvwHvqIr8gAVDL2mo3Wz/lCVfWrNixfgheR1HFBDpy9fYtPJgVR6txjpVRzrMsTmJ96voINqUczjz6+CmxYvkQyE3aeJX97FaxEFJ6BWMv+8dVKYpSbRRU4mJ4WiiJ6koWrJqss2yWZfQu+OW/y/qIFSS7e4axvzxT0BIznasdk4rT1xDhMxBXYjm04ztGGrnrNvh7rRuar5cVwoF7se3H6PaPVA9SkIO6uSeuzSOREk8iUQpIkJ3ZOacuXdgBIcqI01+M3scgr4/1OOyoTn65O6a1nUPXwtBi5SCupy7Vc5ry2t+dfcVYsdDHuwFA2zHrf1Xbfm9Or4qiy4gYPPj1SVfk0nyweaE/taIlg2xQqKg94YPB2LOhEUt8StR0kTJqigqnA2rhXZoYsK45gs9rX16kqj6OWPEX8O3mbFU82yhQeF1+zc8k7aKEvYSlhNWEv60NV9dQQ3omy2coPowJ98/Y7DkAqq98S9vNyG8n/FQsVhGEMuRzJ/wP2O7J/WfytM2NlAAAAAElFTkSuQmCC) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUElEQVRYhe3WaYiVVRgH8N+d5TpzHa93HB2n0mpaTbIFrYholwqS6EMa0fKhnRYIAr8VRNFiVB+KLCqIaMW0fZOkxCgCK0sDJ7dyrMxMp2acxvE6pw/n3OG9Y6iTUQT94eU957zP+zz/c57/Oefhf/zLyO3+cyihKXV6yHX9gwRCCaUhg11/N4m63XwrpPfY1C6jIZL4ZwjAhBR0AHmUCBViK8n1/o0EQk0KVpMJfn4a68BvqX8iPsKnhCfJlfeFQNJAgGImeAFnYSpLb6EPq1P8En7G11iI+3N71PJuUAmYnXk+Pb+hl63mLvnF7MdPxDjUm3HVSHcvGIktFbL7TCCrhXx6fxvbh1v/zSHmXDd50ODNxaM1lX7FxKx9BgGhIeolNBGK6b2L5ioDA5mxSnt/dPCD9R2HVv91JhtWHSRuDK2EnkSkL02qLfWbktHG5LeJ0EuufyiBvtSuST8UxbT00+y7lcVqAk/QcNr2ZOKYaDdIfmha8xiDzZnxoQRyA5FZ9Ggw/9Dmo9cbY/NgTEOB5tZfsBMPz6MTc45P5FuxNkOkErSC7Hg297kyelKni9Afw601bfrRzr54tbq6nUYU+oyfuEHLfmusc6a8kgP8UFmJDWnGBdVp7c+0s+N7vAsK3LuN/RLXY0Xl79CLslq98toswan4EcvTPHowOi1Ih7hK7zSjSgN7sYFDqyjIpuStxIdPdWo0VrdujQbkdGvQaIcmffLKagwoq7XMBPV2OslNWFT/Fw+uIJ2UCZcELghcHn70cdARgmUhWBGC1SH4JgSfh2BrCJaH8MDMNYFrQpxMOCNu0YiaXYP9GXKiUCtknm/htXYmedVhfCZmthdv43vMw0vIc8Fxr6cFfOgnnvuAmb8Pk0AV2jAZR3C6VzRzH24Tb4n6ZHUAvkIdrcVl5l52jRV3jNL/2KN4edDZnm7DIQh58ZLKo4FmC9XxpfgQNVibPL+K8xg942lruh80btQX8td/TEZ7wySgDZNEUY6rqlfOwVEYhWvFFNyOEXTOu1P9iG2KN2+uCs6wUhDGiEdRCVMwI041YSFOwF2pvw4tqKe2pl/brfDOyKFe92IFQo14sLRlCB+BSYyvNv0Kj2M9Dhf1WkvnlinY9Kfx9iYFhWTXl/plUW7V2B9niOI7ShT9GGylc8uBaIdZhGeGcRAFqgvTA3EdLkwhBzH7vJ9cecp8ky66wdLnXtBY3+37rnbbto90z+qpii07vP/CcpzcTu7byn/DFeEmLBFXZQKmVz7MeXeFK07O6150qa7ikSbObk3mZedeNkVdfkAqYLL3wp4I5BDKGbu65GVxar8lXgJlVs3atr1Fba7HxNlfYn57xct7zz65LnL+BOdvHAYBxPOtooMBsVKqS89GrMRMZig2vKFw4+fozInlfKqorx5FLt20j+wyxb1EqAQtiLuhKfUTwRdXxc2/YFgV6l8oZwe3ZWVL9mVV/Z/DH78iQljPNVTxAAAAAElFTkSuQmCC) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur178047 1.3333333333333s linear infinite forwards;
}
