@keyframes rwdcur233739 {
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:rwdcur233739 1.1666666666667s linear infinite forwards;
}
