@keyframes rwdcur58085 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur58085 0.83333333333333s linear infinite forwards;
}
