@keyframes rwdcur83639 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur83639 3.2s linear infinite forwards;
}
