@keyframes rwdcur4681 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur4681 2.6666666666667s linear infinite forwards;
}
