@keyframes rwdcur166334 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur166334 1.6666666666667s linear infinite forwards;
}
