@keyframes rwdcur189926 {
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:rwdcur189926 1.0666666666667s linear infinite forwards;
}
