@keyframes rwdcur230928 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur230928 0.93333333333333s linear infinite forwards;
}
