@keyframes rwdcur4477 {
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:rwdcur4477 1.0666666666667s linear infinite forwards;
}
