@keyframes rwdcur7135 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 28, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 24 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 28 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
}
div.testarea{
animation:rwdcur7135 0.93333333333333s linear infinite forwards;
}
