@keyframes rwdcur9833 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur9833 1.3333333333333s linear infinite forwards;
}
