@keyframes rwdcur142079 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 25, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
}
div.testarea{
animation:rwdcur142079 1.6666666666667s linear infinite forwards;
}
