@keyframes rwdcur240526 {
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:rwdcur240526 1s linear infinite forwards;
}
