@keyframes rwdcur196837 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 17, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
}
div.testarea{
animation:rwdcur196837 0.33333333333333s linear infinite forwards;
}
