@keyframes rwdcur112368 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur112368 0.5s linear infinite forwards;
}
