@keyframes rwdcur153550 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 10 6, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 10 6, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 10 6, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 10 6, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 10 6, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRYhe2WXWwUVRiGnzm7XejgLmULBW2hCKT8BBsCLJoAhVhS0KJOUhN+JKQmChGoUgkkRNF4QYjBHwzQRkGL1RbKBZnYavgpkhgMGL0Q29qKy9IuxW4XKZRtD6XdPeNFFwPY1ZZsSEz63s05X97vmXPmvGdgUP8nSWVMkMr4XCpjabw8xQCaVwAB4AJQLJWR9UAApDJcN9Urx2Sn9jyMagGmAt8A7jtqlkplXJbKeDbuAMB2wcKcN7cgrrTkujQmLQfW3FNjB0p1YX4VVwCpjOlApoWf9hsdvP1WN/6LmWhMA8iVykiKlvqAbqmMjLgBRM32AlmCmWjaWA6cXMzuXTpNvgw0Jr8Unb+tHGBO3ACAIPAOYP49Yg1jT7mHD3aG+OPSLDRSV0pllAATgEagOm4AujCv68L8FmjubQ5ENITTzSdlc3htQw1XW58DHloFfAo06sIMxA2gT/VAqjORR9PHUnUqm7T0Sq4FX7BrjHcDY6Qy3P/pcd8AAvBA+lyNiYudJM5Nhlm5bHrjNM1NHjSm5gM7Bgph72tQKsMFbAW+vwtgmkW7U8M22sFoh4vG5nYOtc3AvddLwdoMxk9kjUW9QyojAPyuC/OzaGr+qgvT128AoBu4CXx097CFryNM6FY7XaEboHoAQdEvLijyUvjqdNLSb+ZbNAIEpTKeATKBl+k9qv0D0IXZJZXxHnAY2AZMYGgP5F2g83o7nb6LkHgVhneA3w8tfoq+bKIt8DPvf7iBESllQehYcIelP8aLxlwBdGFKoEEqow0ATYGtHQJ1UPcjOBxgs5NZU01Wlgc8mQwZ6vAmJNjHgBbWhdkQy7tfAP+QUhBshTNn1EaXCrc6htoPjnxEPJa9gM2FK3g4NRGLa5MUX2MROtJf2/6fgnAP1NSq15MIF6xbYZ+X6hSkpFA2NoOqqlOAxKKV3k+H9XEBkMpYBCyKcJYEEfCuudYc3rBuoT11XL3IWTKZ5Ze8MCKJH+qbqK8LYcODjTzAuS/637Aq6rNFKuPjvnpo/9J8NrAMqACKQ23rpyjrlp6UfPqoRUPQxtr8TRvL2OMaBxWHqNy1hZynhqH4DRvZWLQR4YsgvRE9BVimC/Nov1ZAKmMMcALo0oX5E+BzuktvDE8+fNyiIQ8IRCjl3Z2rWXmpngPbXuTJnCFEOLbWotYZpsSrOI+N1Skw6jjwODHuiT5XIJpmW3Vhbo4xvwN4Gphkp0C3+DMY4WAtsEMXZrVUhltjxgkb82cq/FhcxqIxTxf7j9zj80TMLYil6DW9GygGpgOjgXO6MPf3UbdPkJUlmI+irkthbopOnwVSgJIBAUhljKP35pNAYax4jUb5dnpTMCDInmFjbobCh0ULipO3AcoHCuACZgNeXZgx000qwwHMiz6eB0baKUxTNFTamI3FdSJ8h8W5yQPegvuVVAaQvERjSAWARU8BXCl/UP0HNaiY+gtbr6zCMyu3jwAAAABJRU5ErkJggg==) 10 6, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 10 6, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe2WXWyURRSGn2922bYfbF1KLdh/C9lq1Y2RlKgYNLRpjb1wNkBijRd7gW3StBE1jfG38QoSNGgKNVEuxACK8eILVsWEigqCxpigpZaYpbBrDW0NLd2WWdwtM15YI0a03yprTOx7NTk5Oe8zc+YkB/7vsjJJVlouAyLAx7ZwPr8aACLD/FKgCZi+GuYZASgt980eh2zhnPjXAJSW+UnT9qFS1nq49hPAVlouyjqA0jKgtFwL7PKYdQ3PdOaIH8822RYr1gPblJaFWQUAioAwUAWQSGi6nksRPx3ComYjsDlpwoGsAdjC+c4WTgfwKQDWIl7va6T7JZvYUBCL6o3GmB0ASsuQ0rJbabkqUwBvRtlmIdv31pJK7eeJp1ZSXDb94OxoFgLfAvFMAdyPoQEuWQh/Aa/uWcUj7f2cG70fWLgWGAM6bOGMZA8AIA0l/jyuryij91AdpRXvMjH2EBaV9cBWpWVB9gAEUAsVqy2WN/rJW70EVjbx+NNHGI7VYnFjBNicKcQV/4DSMh94EvjsdwA1hkm/hWepj6W+fM4MT/LW+K0U7IjS0RqkcjkthkGf0rLVFk7K7b2upBSQBF4G7vstbBiaThOLn+fiVAJ0GhD0fJNPd0+U4djNWFRGgNfcmMOfvIAtnItKyxeAt4FngSpy07DuFBfOT3Jh6DTknYNrpiEeh7NxenbHGB85zovb2llctLf+HwHMQijgpNJyHABLg2cSRgZg4Evw+cDjJdR/kDVraqE2RE6uL7pggXeZW/O/BPiDtIaxUTh2TG/K1zOjvlzvm4XF4pa6u+l8tJnrSvIwTKzQvIdhKqW0vNMWztG5yrqfgpk09J/QjwWY6Whr9t5V4hcUFbGnLEhv7yFAofkIwxmAd4BdSss5WzEngGX9srPkCKItE8Mz7W33eEvKB0XDvdU88H0UFgf4YjDG4MAUFuUAXUAn8DyQmKu+mxZsvcTB27dsabtBG+UNLDlyQHNyrLyiNVL4wymYSvPGB4fZ0HgH1TcB8L4tnASw20VtdyuZ0rIP/DVgHYdEGNgEdpdJR3IfbnmFhrrb2NBciuXpa4XpnbZwtJu6rqS0DCotv1JaFl8Wq0qa8GGlpUnpPvOT3jeqtOxLmrDr8ftVbloQAo4yuwcqLYNAtzEmAWyfoRvga1s4OzM1hwy34ssA6oEDtnCG/o7pvOY1r/+UfgaOc1A1rFQXIwAAAABJRU5ErkJggg==) 10 6, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 10 6, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 10 6, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYhe2WfUhdZRjAf+/17uqx3Tunw912m7c1UbbqEmw3CGNFDi0WdA8VNBvhaE4w1yfVH33IIGgx+gDTIIjNNtdW0LXmqD+yBQlL+icyUcM5v2rqNp3e3XuW9/o+/WHKmB+7148o8PfX4eF9n+d3nnOe9xxY5v+KJeazlpg1C81ji3dhRAdOXFO8DKgATi5UwD5T0BLTDdQAuwEQ96FwuH97RJeMwAWAMeBp4OuFCszWgbF/5I4ATUk8VvD6K8m2C+d3uBTZLhGpE5FGQwX1kggYKjhkqGC+oYL5IlIHMDqqqXhzjJ5zPhSb9wBvW2KmLYnAjKiVHG4opPKDVLo7c1Dk7hGRKgBLTJ8l5sNLKwAgN/HhMT/vHQzxZ+8WFJ6iiA4cAm4D8hZdwBKzCNg1URwYV9ic6XxcezfPlTdzaeARYOUu4JP5FL+hgKGCx4CjU4EoeJwGG7zrqT+dzy3ekwwPPmkHb7qIuCM6kL6oAtNW+sGbp9hY6MTIy4AtO3jptUb6uvwoNhUz8WImJDHjOTCrwGZhxKlIWutgrcNFV98Ix4fuIr2qg32lOWzIZq/Q5rDEbAc+B0qArwwV/GmutNOwxKycebnQeSVKd89lroZGQUcBG9W/uqis7qC36w4Qb7GIVDBxkPmAwbnua7YOFFlibgcQETcAKVF49CzhyyOEO8+BcQlWXYGeHjjfQ/XRbob6f+Hd98tZnVk7CuESYMhQwcQFDBXMmLyO6EAlUI7SkDQC/S3Q8jM4HJBkx9f8Hdu2+cHvIznF0bFihd0NKmaoYNtchW/UgeloDYMDcOaMft6lYwOOFPtna9bZ7sy/j5df2MnNHgNhOFtzCiH0Zbxp45+CWBSaf9MvphHbV7bTfq/HaSMzk9r1OdTXnwYiaL5H6AJ4ZtEElFIAJNvo2DvcFysvu9/uyWq1FTyYyxO9HbA6jabWblpbQiiyUEpN7YmHWR+BJeZWoAq4dZxTHDhQ5tYSsadlNH6raRvM8pYWr/njLISifPrNjzxeeA+5t09t/wJ4KB6BuTrgAH4ANgqdTmd6ze+rMo5fRLVfBNrHOXL1nYNPUdTbyuE3dvNAQTKaplLACaTGUzxhLDG3Tv6GWWLuj+hAeEw3yF/6xEBEBxomRzcR4p+C6zBUsCKiA9EYlZuUUqmpqs6cT564p8AS0wG8em0s1Vb3llJq/3wKT5JIB2LAR0D/dfGaGWL/HpaY6xL9Ai6zzH+KvwGkyFq31P17YQAAAABJRU5ErkJggg==) 10 6, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 10 6, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
}
div.testarea{
animation:rwdcur153550 2.3333333333333s linear infinite forwards;
}
