@keyframes rwdcur170220 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur170220 1.0666666666667s linear infinite forwards;
}
