@keyframes rwdcur189705 {
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:rwdcur189705 1.0666666666667s linear infinite forwards;
}
