@keyframes rwdcur232098 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232098 0.53333333333333s linear infinite forwards;
}
