@keyframes rwdcur182239 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 21, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
}
div.testarea{
animation:rwdcur182239 1.6666666666667s linear infinite forwards;
}
