@keyframes rwdcur89215 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur89215 0.53333333333333s linear infinite forwards;
}
