@keyframes rwdcur71487 {
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:rwdcur71487 1.0666666666667s linear infinite forwards;
}
