@keyframes rwdcur33812 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 18, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
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}
div.testarea{
animation:rwdcur33812 0.66666666666667s linear infinite forwards;
}
