@keyframes rwdcur243910 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur243910 1.3333333333333s linear infinite forwards;
}
