@keyframes rwdcur110410 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 28, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 28, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 28, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 28, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
}
div.testarea{
animation:rwdcur110410 0.13333333333333s linear infinite forwards;
}
