@keyframes rwdcur137530 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur137530 1s linear infinite forwards;
}
