@keyframes rwdcur77857 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur77857 0.93333333333333s linear infinite forwards;
}
