@keyframes rwdcur82268 {
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:rwdcur82268 1.0666666666667s linear infinite forwards;
}
