@keyframes rwdcur243549 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur243549 1s linear infinite forwards;
}
