@keyframes rwdcur62287 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 23 26, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
}
div.testarea{
animation:rwdcur62287 0.66666666666667s linear infinite forwards;
}