@keyframes rwdcur232206 {
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:rwdcur232206 0.53333333333333s linear infinite forwards;
}
