@keyframes rwdcur126484 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur126484 0.33333333333333s linear infinite forwards;
}
