@keyframes rwdcur133502 {
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:rwdcur133502 0.53333333333333s linear infinite forwards;
}
