@keyframes rwdcur100210 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur100210 0.66666666666667s linear infinite forwards;
}
