@keyframes rwdcur72761 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur72761 1s linear infinite forwards;
}
