@keyframes rwdcur53419 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 7, auto;}
}
div.testarea{
animation:rwdcur53419 1.3333333333333s linear infinite forwards;
}
