@keyframes rwdcur251193 {
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:rwdcur251193 1s linear infinite forwards;
}
