@keyframes rwdcur60513 {
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:rwdcur60513 1s linear infinite forwards;
}
