@keyframes rwdcur19836 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur19836 0.66666666666667s linear infinite forwards;
}
