@keyframes rwdcur45103 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur45103 0.26666666666667s linear infinite forwards;
}
