@keyframes rwdcur208302 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur208302 1.0666666666667s linear infinite forwards;
}
