@keyframes rwdcur247910 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
}
div.testarea{
animation:rwdcur247910 0.8s linear infinite forwards;
}
