@keyframes rwdcur190431 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhcXXTWgdVRjG8d/cyE1MQggRxFxKiwXBWg2kNPVuhBYRdFettFUMQu3CnQgVC8WVFFxZurYNSEuNgtiNNBs10M2kKRSUtCsTLdJA8OMSo+QGknExM+Hmzp37kRR8luedeZ//OWfmPe8JtKly5Bm8jOdxELtQxBp+w23MYCoM3G03b9DCFI7iPRyuj4ddBN1076F/jP5DDB2jOGwaF3E9bOrQBKAc2Y3PGxlvAjR4Oygy9BqlD+g7YBpvh4H7eTkKOebHMdfMPE/RGn9M8tMh7p91eGPVXJKvoTJzKEfewpV2zFotL/SO8PQUxWHjYeBqfXzLCiSkbZm3q39/5N6LrC260mglNueQ7Pkc+ttN/te3rP9NdZ6lCao/5z/bO8KzM1YKPfbXfhNBYg4/aG/PK5jALFYS4LFo3anKlMHFT1n+vvGLpQ/Z/YlpHEm3LwU4im9aGD/AOUyGgdX6YDnSg5PRhvML7yotfdYgQxfP3aLvgFfDwPVagFazf4AXwsB8C0jlyN5ow808iMfe4KlrpsPAEQiSCjf3MMzrIe69pFS/HUGR0V8oDtsfBu4WxOW1mc51Yg5hYD4o+Gj4/WwsWuPPr0l9C+LanqcKJjsxr9G1wVdUuvdmAyuzpL4F8cGSp4lGH1w7CgOrQZdLj7+Tjf0TAxxMAXY1yTO7HfMa3el+MjtY/RWUUoBikwQrOwRY7hrIDm5UQU8KsNYkQdtVMUcD68vZwUI3xFtbEDcTeRrbIcBodSE72L0H8e+tIO5k8nQqqXAdqxzpidadXrqcjfXF07qdAsw0yTOIk9sBwJuVGwarDSpIfwwwkwJMtUh0vhxp8DfnK6mEHy9eyMaCIkOvk/oWkgZyukm+Em62C1F7FjQ6FYeOUXzCdNq4pg3JxRZ5U4jcb6Ic6SlHTjU7iHRROrPVb7v9wCXcwTIGMBqtO125YXDxwjb6gQSi444Ifv+C6gJLl+POKE9NO6IaiOP4shOAdhrTR/ex7zuKw06Ega9qY1ua0iQ43glAK/WObJqP15tnABKIqzhhp+fAI5TOxsuezDzTkrPDmxHZLQiK8a9WOtPezWhHd0O41RfX9r6xuMI9tLthA5j623FJfKSuig+Wbd2O/3f9BzIwHww10AmZAAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRYhcWXQUgUURjHf2+N3c1EloLAQTayk1mC4OZcAr15NAIraQkWD926BAXSKYRu4jkToggLIg9BeykXvMyyRqf1EiSFKHioZd3IFfR1mPdsXWffzLhKf3iH5ft/3///dma+9z1BQNiSi8AwMAD0A51AFNgGVoElIA9kHcFy0LrCRxRgBLgHDAYtCuSAaWDeMSoYDNiSJPA8pLCXkTuO4EcjQqSB+ChQbFIclV9U9Txx4B+wJbeBF00KeyHtCF4aDSinr49BXOOGI3jjaUA98yLQdowGKkBP7TshlDjAAsGeeQmYBQqqYBuQAjJAIkB+DhjSX4c2MAK880lcAyaAOUewVR+0JXHgJjAJWD61rjmC+VoDfrtfA646gm8+hbElXcCij4mcIxgCEKrDFY9CPKSJHkewHMFtryZMhBEHUPxHPrRhcBvRgIFUAubCiNfglcpvhAFtoN9AmvV64YJA5c0YKP3aQKeBVDiMeA2+GGKWNhA1kCpNGigbYnFtYNtAarYrthtiW9rAqoGUatJAnyG2pg0sGUgZ1eFCQ+WNGyhL2kDeQErgttfDYOzXexKGiSivDWR9Ck2qzhYYtqRL7vJ4fcr97Qh31SELEFEDZM5QzwIWg5pQ4osrd7HKn/bHHAFfxwD3LFiGfyPZtE9dbaLhO2FL4rYko8U3nnqQWsC6v18v9DwgdyiJFmZwm0wZ91PrkzuMlz6QWJ+C+p3v7eIBJJ94zAPKhO9E5AiIXYCzGYidh5Z22ClDdQU2nkHVcGS19sKlPJVI3GMiqjFhnAn9ZvxGONkN3R8h2nFwJtw3lqtg+ijFW3v3xNP14g1hS0ZtyaYtkXpByHUCaT1EXvnDpuleYDKRtCULtkSeuYUU0WDCIuryL39GqvykSSfw3XB7ncGfb6FSgN8FqH6H3SpEYhA7B6dS0JaC09ch2nEEd0MPM/W3Ywv3SN3CPVgOdTv+7/gLT8UKxNWBO38AAAAASUVORK5CYII=) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190431 2.1333333333333s linear infinite forwards;
}
