@keyframes rwdcur230933 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 6, auto;}
}
div.testarea{
animation:rwdcur230933 0.93333333333333s linear infinite forwards;
}
