@keyframes rwdcur244015 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur244015 1s linear infinite forwards;
}
