@keyframes rwdcur243928 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur243928 1.3333333333333s linear infinite forwards;
}
