@keyframes rwdcur252757 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
}
div.testarea{
animation:rwdcur252757 1.3333333333333s linear infinite forwards;
}
