@keyframes rwdcur95475 {
0%,52.073913043478%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
52.173913043478%,56.421739130435% {cursor:url(data:image/png;base64,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) 5 0, auto;}
56.521739130435%,60.769565217391% {cursor:url(data:image/png;base64,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) 5 0, auto;}
60.869565217391%,65.117391304348% {cursor:url(data:image/png;base64,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) 5 0, auto;}
65.217391304348%,69.465217391304% {cursor:url(data:image/png;base64,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) 5 0, auto;}
69.565217391304%,73.813043478261% {cursor:url(data:image/png;base64,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) 5 0, auto;}
73.913043478261%,78.160869565217% {cursor:url(data:image/png;base64,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) 5 0, auto;}
78.260869565217%,82.508695652174% {cursor:url(data:image/png;base64,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) 5 0, auto;}
82.608695652174%,86.85652173913% {cursor:url(data:image/png;base64,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) 5 0, auto;}
86.95652173913%,91.204347826087% {cursor:url(data:image/png;base64,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) 5 0, auto;}
91.304347826087%,95.552173913043% {cursor:url(data:image/png;base64,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) 5 0, auto;}
95.652173913043%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur95475 1.9166666666667s linear infinite forwards;
}
