@keyframes rwdcur115638 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
}
div.testarea{
animation:rwdcur115638 2.5s linear infinite forwards;
}
