@keyframes rwdcur241108 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur241108 1s linear infinite forwards;
}
