@keyframes rwdcur143532 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 17 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur143532 1.6666666666667s linear infinite forwards;
}
