@keyframes rwdcur203832 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur203832 1s linear infinite forwards;
}
