@keyframes rwdcur136970 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur136970 0.4s linear infinite forwards;
}
