@keyframes rwdcur242080 {
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:rwdcur242080 1s linear infinite forwards;
}
