@keyframes rwdcur8089 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur8089 0.66666666666667s linear infinite forwards;
}
