@keyframes rwdcur203636 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur203636 0.5s linear infinite forwards;
}
