@keyframes rwdcur232687 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur232687 1.1666666666667s linear infinite forwards;
}
