@keyframes rwdcur33393 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur33393 5.3333333333333s linear infinite forwards;
}
