@keyframes rwdcur196815 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur196815 0.33333333333333s linear infinite forwards;
}
