@keyframes rwdcur208304 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur208304 1.0666666666667s linear infinite forwards;
}
