@keyframes rwdcur148282 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 7 10, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 7 10, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 7 10, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 7 10, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 7 10, auto;}
}
div.testarea{
animation:rwdcur148282 0.66666666666667s linear infinite forwards;
}
