@keyframes rwdcur240514 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur240514 1s linear infinite forwards;
}
