@keyframes rwdcur23439 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 21, auto;}
}
div.testarea{
animation:rwdcur23439 0.66666666666667s linear infinite forwards;
}
