@keyframes rwdcur208484 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABYklEQVRYhe3VsU4bURCF4U+OcIElRBWaVJQhLxDqFc+ABHFFTeq8QQoXkVwkBfIj2IX7RCmQ6JE7BAWFTZq1kOIGhUlxdxOlcLDRWm72b1YrnaOZe2fuDDU1NTXLc4AhcvwqvkNkqw78CpdsBMfBIL59EIP34nhfbLwQGBW6hWksEfw72Rtu0UXu4or8J9133H4i2/M66ZZLYhEuyYJZ0Ak2A2OcY9xqis6hmJ2JbE8kfXVkNIO7IrgHtP29vUbx/9A5FJPun3JU1hPDVPO8PHl7jq7daorpF3H0ViRfNeQMgl557fP6poFx70T0T0XyPc0iTbjFNu7gGo9zdI+4/nHP9mbpqyaBe6bYgd3/eBrYfbnFdFb6qmHtPXCQXsFkba8ARv/OgdZTc2BUZXDSZLtJSUyKcvSCj9E7EfnndPIi+I0VTMIyiWIXHAX94Gv0T1PNn7sLnkNmTduwpqamZiX8BqVlqwNYasiSAAAAAElFTkSuQmCC) 9 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABi0lEQVRYhe3VsYsTQRTH8Y97dxESCKmuukKuPTvRQrAQlrMWQQRDCis7/wyb6yy0OFJZCZoihY1gITaKVYidYiGYu2ZDwIDEu7GY3cPC4Cob0uy3eex7v5n325nZWWpqamr+nX0MkeEkj0Okq268gxFbgW5gEHidx26IeeNct5Lmn0gDk0AW6Ace5jHL82mIuupNjOLk88BBoBnwDW9jbOX5eWFiVGXzlEbgKG9igR6SvJ7kz4tYnxTbUdmZGMY9zoo37y3R9eJKTAN3QxxXDVk8aP1i2ZMluiTW+4EXIY77O8sm+502HRzBZ5wu0Z3G+rGo1y5jYLOEZjZ4cL2TfefeoV3R9J9MJNhlG1OYlTFQhmH3qpA9FpoNazkD+40NYfJIOLhjLV8BjNM9YX4YTbTiSpzdA61GYe7sHhiXnfhcSd0O3qR7Ljy9z/lNBh84nrHd5uYlfvyk+4RXY19wDV+rNFCYeLm14eLtK9y6TKfJdM7z9zx7x+LER9wo2/x/Sa3pb1hTU1OzEn4BAjinnKX9Lv0AAAAASUVORK5CYII=) 9 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRYhe3VMYsTURSG4cesiZCFmGptthDbtdVCsBvWHyCIYEghFnb+DJvtLGyWVFpqihQ2goWIhViF2CkWC2a3mZgiIME9FnciNnGjTEgzb3OYc76555s7585QUVFR8e/sY4AcP4s4QLbuxrsYUg86QT94U8ROpLxRoVtL889kwTjIg17wuIh5kc8i6co3MUyLz4KDoBn4hncpbhf52cLEsMzmGY3guGhiji5qRb1WXM9Tfbx4HaXNxKBzQ+RPLZ68u0TXTTsxCe6FNJilkPcfid4Di22vLdHVUr0XvAzpdJzJssX+pNVucvwdfMHpEt1pqp+gDa2yDEwnMy5dBFf+ck8t1XcwgekqBlbh9ww0GzYyA/uNLTF+Ig7u2sgpgFG2J2aHycR2w1nfgdGqC59bUbeLt9mey88ecuE8/Y+cTNlpcf8wxw908PorbuKoTAMLE6/qW67euc7ta7SbTGa8+MDz93XMP+HWqs3/l8yG/oYVFRUVa+EXSLKkmLwD6qIAAAAASUVORK5CYII=) 9 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe3Vv2tTYRTG8Y+JiZBAzaRLp65xExFcXC51FgcLLZkc3Pw3HLIp1KF0cnHQDhlcRHBwEHEqcWyXQluXxA4Bie1xeK8liLFJucXlfpeXe8+57/nBc86lpKSkZH6W0cMAx/nZQ3aeyy7N4buIt7WqGw9v8+AWrQbDEa8/8+oT42NfcQ97RSewiA9Z29LLx1y5zNYXDr9z/Sr3b/LjJ2sveNe3g7vzJDEL21lbjDZEd0U06gL7+Ij9Zj29H22IrC2wXWTwrF4Vh89TEIzRQSW3V/LncXdFHDwTtapwTk38jd7aHTFYP628M8Wv06wLhsFqSMIshMHWE7H56LTtlSl+lWTfDN6ENB1nMu2ySRZajSQ47OBkit9Jsn9DCxaKSuBoOEpqx9I/vqkk+zUM4WiWBGZhZg3QvBANLNerSd1nTQHd4CCoFToF0J/cA80/9kCqvBuMgizQLzI4aRPuZu3UicG6SGp/mp+DvPIssJv7F84ittOSWc1H7X1+rv5ue/+igk+SKfBvWFJSUvLf+QXAtawjIlf2VQAAAABJRU5ErkJggg==) 9 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur208484 1.3333333333333s linear infinite forwards;
}
