@keyframes rwdcur238407 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur238407 1s linear infinite forwards;
}
