@keyframes rwdcur220449 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur220449 4s linear infinite forwards;
}
