@keyframes rwdcur62886 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur62886 0.66666666666667s linear infinite forwards;
}
