@keyframes rwdcur196850 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur196850 0.33333333333333s linear infinite forwards;
}
