@keyframes rwdcur151830 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur151830 0.5s linear infinite forwards;
}
