@keyframes rwdcur170790 {
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:rwdcur170790 1.6666666666667s linear infinite forwards;
}
