@keyframes rwdcur35226 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur35226 1.6666666666667s linear infinite forwards;
}
