@keyframes rwdcur174980 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur174980 1.3333333333333s linear infinite forwards;
}