@keyframes rwdcur113272 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur113272 0.8s linear infinite forwards;
}
