@keyframes rwdcur245873 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur245873 1.1666666666667s linear infinite forwards;
}
