@keyframes rwdcur103254 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 11 14, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
}
div.testarea{
animation:rwdcur103254 0.33333333333333s linear infinite forwards;
}
