@keyframes rwdcur69624 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur69624 0.8s linear infinite forwards;
}
