@keyframes rwdcur217188 {
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:rwdcur217188 0.66666666666667s linear infinite forwards;
}
