@keyframes rwdcur171711 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe2XW7LcIAxED6nsC+0smp3ByjofGBs8+O1b+UnXVPEwRq2WEJ7AABIiAIK9tvxAoKM1W/g1nA2QU+o2+rjPj3NOC1GWNTmV+e5dwL32LkBCAqWUVPtb7Zk1lwlMjvVG6lirMTvEpvEtAmsSQ8PqFRg9v60ALKE4bHeI3jZeFfjycKiEOgVa8o8ItET2VFiTvJX5e1h7PFKgztX2DIlxHdiCBKGIGs26859z7pZ+HMwS/kYI3H32cBTjIr8kFa9bJY5UuKBAIMYIFO8EKhVRxGhAqZB/nHlNYb+/6+/zBETOmRiNGEW2XKfJOREtEAEkIoFoMFXsXexeFItpCYUp/k3b3jwhgArJlAyzYj0lw/2cnU20OVBjrenot/PLySh9B/kbSbjcAVqKTiXSJmdDyN+sB/PmA69HZHylwmMCI69HGKnw2DgsOXCCw1ySzxrfrAO1qNRxV+kGW+ecyzE14xPAT56wzToQQr9BLULdt1azOAIfwE4avoQ+B74lf/3mW+MrB15MtGu34Yjcw/dPxcvx+oFdRnOvjPxB3A8VcFyWbHLVZ48rAfB73/0TDm9DB7AIc573z3xh8jMEjtD8YbqFx0n4FP+cwH/8BbCXFay087JNAAAAAElFTkSuQmCC) 15 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
}
div.testarea{
animation:rwdcur171711 1.4s linear infinite forwards;
}