@keyframes rwdcur183766 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 0, auto;}
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}
div.testarea{
animation:rwdcur183766 1.3333333333333s linear infinite forwards;
}
