@keyframes rwdcur182230 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 22, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 22, auto;}
}
div.testarea{
animation:rwdcur182230 1.6666666666667s linear infinite forwards;
}
