@keyframes rwdcur104064 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104064 0.66666666666667s linear infinite forwards;
}
