@keyframes rwdcur53423 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
}
div.testarea{
animation:rwdcur53423 1.3333333333333s linear infinite forwards;
}
