@keyframes rwdcur38613 {
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16%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,27.9% 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32%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.9% 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96%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur38613 1.25s linear infinite forwards;
}
