@keyframes rwdcur110399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur110399 0.13333333333333s linear infinite forwards;
}