@keyframes rwdcur28782 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur28782 0.5s linear infinite forwards;
}
