@keyframes rwdcur182243 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 22 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
}
div.testarea{
animation:rwdcur182243 1.6666666666667s linear infinite forwards;
}
