@keyframes rwdcur103717 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 17 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 17 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 17 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 17 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 17 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 17 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 17 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 17 19, auto;}
}
div.testarea{
animation:rwdcur103717 0.66666666666667s linear infinite forwards;
}
