@keyframes rwdcur82696 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
}
div.testarea{
animation:rwdcur82696 1.3333333333333s linear infinite forwards;
}
