@keyframes rwdcur245348 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur245348 0.16666666666667s linear infinite forwards;
}
