@keyframes rwdcur62970 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 23 26, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
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}
div.testarea{
animation:rwdcur62970 2s linear infinite forwards;
}
