@keyframes rwdcur38923 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 16, auto;}
}
div.testarea{
animation:rwdcur38923 0.93333333333333s linear infinite forwards;
}
