@keyframes rwdcur240777 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur240777 1s linear infinite forwards;
}
