@keyframes rwdcur182218 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur182218 1.6666666666667s linear infinite forwards;
}
