@keyframes rwdcur11652 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAuElEQVRYhe2UvQ3DIBBGD2cUmq/OOCzBLCzhlVJ5ksi5NLGELOzwc4cL8yqL5r07LIgGd8I6Xq3jNT6bespT56a3fJnNo2uAdcy/z89erh4QTT4ts0m61P6B3doPB1XZwNmdqweUyMUDSuWiATVysYBauUhAi7w5oFXeFCAhrw6QklcFAGAiovfzlXzbSyl6ikMIYpNvZG8glnvvReTZAVryrABN+d8AbfkpABgAxxGXBFwiHwxuxRfZTl9EcM+n0QAAAABJRU5ErkJggg==) 28 3, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 29 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 29 6, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 31 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 31 8, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 31 10, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 31 11, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 10, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 31 8, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 30 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2UP2hTcRDHP/eeTYNESPdANdhiimh5QoYgKgri6lBsglLj6D+ydBAEUXGUULAWHKwiYpoMDi5uagctolXEIdEQGhIFQVqIIJr38s7BisVaTdKkCOY7Hnf3+XJ3vx901NH/qGBM3wVjeg+UdWsFHRhSj91FoAZvUVDYBYKxFvBNh7T/axena/odDjwT5SCAtB0e0+OiRIGdClWBS1WHK+WMzLfdQHBYHyEMAj4g7ypH5lI8XYptyw1sO6zrP7ksLLmx6zUPp4o35cuvuS2dQO+IesUmbCgPFkNVlHghJamValpmoDemgwbERTkJoDDrugwVp2TuT3UtWUEwqmeBKMoWhY8GXCs4nCMj7t9qVzWBzQfU4/bwBBgAPCrcd4WLxdsyU2+Ppg0EY7pVlefyc4onqg43ypnlh9ZSA70j6jWrHAXGARQcqbGjkJbXjfYCGvsJQ6FQ2Pti712j8nACoQq8MhfY0CwcwKwnKZ1OG5FI5IJt25c/vM9vVyWr/v0ThTsSm8+frzULhzpWkEwmN4rIFGBVKhVjenr6arlcnsxms7OrAddlIJlMDovIJOABUNV9fr9/Jh6PN3RoDRsYGxvzqOo4cGwx5Ni23TM6Ovq5VeAVDfT19YW7u7tvWZbVb1lWBXiZSCR2txr8Q8tegWmaexzH6S+VSo9F5Ew74fCbCQQCAa/P5xtU1flcLvemnfCOOuron9A3UUDDm27oYUIAAAAASUVORK5CYII=) 30 5, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 29 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAuElEQVRYhe2UvQ3DIBBGD2cUmq/OOCzBLCzhlVJ5ksi5NLGELOzwc4cL8yqL5r07LIgGd8I6Xq3jNT6bespT56a3fJnNo2uAdcy/z89erh4QTT4ts0m61P6B3doPB1XZwNmdqweUyMUDSuWiATVysYBauUhAi7w5oFXeFCAhrw6QklcFAGAiovfzlXzbSyl6ikMIYpNvZG8glnvvReTZAVryrABN+d8AbfkpABgAxxGXBFwiHwxuxRfZTl9EcM+n0QAAAABJRU5ErkJggg==) 28 3, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 27 2, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 25 2, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 1, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 23 0, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 21 0, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 20 0, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 21 0, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 23 0, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 24 1, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 26 1, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 27 2, auto;}
}
div.testarea{
animation:rwdcur11652 4s linear infinite forwards;
}