@keyframes rwdcur121520 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 28 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
}
div.testarea{
animation:rwdcur121520 0.5s linear infinite forwards;
}
