@keyframes rwdcur208311 {
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:rwdcur208311 1.0666666666667s linear infinite forwards;
}
