@keyframes rwdcur170783 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur170783 1.6666666666667s linear infinite forwards;
}
