@keyframes rwdcur57566 {
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;}
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43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur57566 2.6666666666667s linear infinite forwards;
}
