@keyframes rwdcur214044 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur214044 1.6666666666667s linear infinite forwards;
}