@keyframes rwdcur20860 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur20860 1.3333333333333s linear infinite forwards;
}
