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5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur250133 2s linear infinite forwards;
}
