@keyframes rwdcur217093 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur217093 0.66666666666667s linear infinite forwards;
}
