@keyframes rwdcur247911 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 14 27, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 14 27, auto;}
}
div.testarea{
animation:rwdcur247911 1s linear infinite forwards;
}
