@keyframes rwdcur13551 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 29, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
}
div.testarea{
animation:rwdcur13551 1.6666666666667s linear infinite forwards;
}
