@keyframes rwdcur47918 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 28, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 21 28, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 28, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 21 28, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 21 28, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 21 28, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 21 28, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 21 28, auto;}
}
div.testarea{
animation:rwdcur47918 0.13333333333333s linear infinite forwards;
}
