@keyframes rwdcur105742 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur105742 0.53333333333333s linear infinite forwards;
}
