@keyframes rwdcur243898 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhbWX0YvcRBzHP7u9sBN1ISMEbvoghEJwHyxsK1fOE86eQuF8tKD+B/Wt/4IPIr4JPmv/Bn0oCD7Yl5Z7uR4tuhg4IlWYlRWTI0szktX4MLfZ29vrxmZ7PwhJZib5fjPz/f5+kxY18dHLlACbbadq61wvqutb39Gqe8eyWKsD32w7dK4XvOsKAGQAvPOJHfDjHSArVyHR/j+Drh45FfjTN98D4On4N5IYDn5tCm1j6Qx4l+DBYQH7Dj1lAIHkB+IHhvv7MAgKBsYBimWvaU4AYP3tLp1ORnrR5yHw188j/shhX0FqnLrHa6N2Ca4oePWijxEuxhiOXJ9EdlcGnsbSGRCqS9BT5Al881UEwGbbEAABTuWGj1+nsRBrlwAs+Hm5YSmBL7/PWsoT5fT+6pED7swNL2Hd8PcKbqhlHDqUOz1ID20y6ikI+gIZsOCGe1HxYmcAQAXWZuflhloX9IQV2nm5oZaAEjM3eJ48s/9cCYjAr65dCetCIIRAuQblWXSPgntRs2y4lMDtG91SKZcPdhT39xPyxJJQgQRPolODNvBtBGFDGTxTtbcuUwY9H6Xcqu3ru3phnI4L8CAaNUtEF85qvLnllJfa/zJqXYAJjMcTxuMJr7jw/ls+TCb840w4/MlOe5QB8GkTAnOsb2455RtFcaa6ZZKRyC67fQXA3YeaOM4YxHC8/M1T8fY2ZV90K1Gp406dGmSSoQ1oYCp4V4LyBDFZE8x5Ap99vlWuHUQo5bIuBENjIE3QuZiBG0hx6K8MtxjttYOIfiAJlMA9ZfOT4DouqhmKtUGnhpSZ9LdDp6RBrOnUQJyghgadWwCdgtGjGXhSQBACCcOhRueCOM7QSbX+1g0NorUdOqVHMZfRtLHnCjyF3Z2ZMH8fG0YjC3oq/zx/MYqNldwgeTLXYdzXEPkTe5YC0Mgk47HjUIyKua8HCH2IRs8Lf8w4DMPS8zxcd5Z08jwnTVMAdgObgIy2ohwkQDojEPqADImiqFk5Xvbg7Rvdcio+DaSxgXRh6umIZlWpvhZ4gn4gq+LjndqChz501GXchgSeuSH54kO/1KlVoyuB4YlOD5iutwx5/OjRi/8zigcWQafG+j4XC94H8DyvKTZQUw2neaAnCv7sOtZ6SVGp/Vj5K/2cLo3QoTx5wOwIfcqNjY1G2e9kLN2UyivXAFBKIYRAxrG1ZvILXnCNvb29lb/+P2k9lXRVOdPcAAAAAElFTkSuQmCC) 16 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
}
div.testarea{
animation:rwdcur243898 0.8s linear infinite forwards;
}
