@keyframes rwdcur27290 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur27290 1.1666666666667s linear infinite forwards;
}
