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47.368421052632%,48.145614035088% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48.245614035088%,49.022807017544% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+ElEQVRYhe2We0xWZRzHP+e8d3hfREJ8kRTBXkQUCcVrimhKjmooUVPnbXmZjs2WNtvcWm0u57yuOaJo5ia2dFHeL+UF05gahYqYpnhBUe74Au/9cp7+wJq5oKO59Q+ff84f53e+3++e833OeYiJifkdyEAdScBsQFY5rwphs9la1YSYNNpw6fTueJE9xXADiH9mAYqKisqSkpLaVYRYf3J3uqj51Sbm5oTcAtYDQ4EQOlYlDFgIrAS0qgPYbDYvIAYMGHD9X2ZnfVUwVTjr3heBlvdEY+UQsXVDtJg5LbQW+Hr1il7i6M5ksWzhCD+Qo8o9Njb2OpCuYvTFFYvDm4ON84XbvUN4HflCqZssxP1BQtwfJLzViaL2QqawtxSKkWnxZarMAUntIFDUVDlwdkS4jDCORwpcR1Lq/rrpcUN1QwLb9+Jbs3bvdOCQGlHVbc4Yo0sz6mUuXfEh+07/zRwgIBRcrgoOHzxw7THzeGAbnfRLozbA7Rol1OlkQupQo8ZklDAYJAIBwd3aIGfL3Li9CpJG4lqVR1951V8C3AMiZ2WbTk16KST13HnvRqDlcd0n2c/rPvmyqVCWJHRaCUWBysteHE6F5GQDsk4iGASDXjIC4YAeeHdlnjW+4rLrDlD1T6KqtwqQkzU6bG5DcwQDh79Oy4M29JbjiICdG9U+nA7Bpk/r646VevOAH4AX5kx5btUvpQol5wJbOhNVHSDcyNJUmyHs7BkNoVY7Imjg7Ckdjbc9NDW2MTiuJ4sy46zHSq8uAE4As+bMMdPQqHSpq7oDngBH61o9udYoV/iR4nIsrptI7nb2n3Jid0LfXm70OgMKUsy1u54TQOYXm6OThSwo3GHfD5T/pxUAEsaOMkWOGGwg5XktstGLyRvChJQQik+28yCgpfi7asf560oeUDU7J2SSQS9hbw92KfpoCWcMTZR/pOPT+ihWYNmoVG3Bm9kR5uiEsUybN4LcGaFYYjyYLT5ys3WMGmnCYpHoZWEB8M78mZHWVodCc2vXAbR07NMEYPy0qRFjK642rQbeAAJAn2GD5b0rl0Wn6fUyfp/E5KwUdIEqZL9M+kQjHlkhPlaHDMybGWX2KXJ6eA/SIyI0/PSzi7cW3lsD7OssgGZgnFS8bpX1g/u1LkkrK30mj7cknin3bAEip6brDi6Zb011OoK0OSHgVojvc5WL5Tc4fNBBa1uQVieMHW5k17ftDLAZyBhjwucDl1ewa0+L60Kl72OgstMAzXaO7DvquP3yONOC/LX95OREI2Xn27LGjzTkfbYh1mYJk0GARgs3a4L07q2h6BsnyUkGpmaaaW8L0jdGhylUIuATXLnpR5IEBdsaHDv3uN4GDnT1CjSAEyiruOKvkWXxas5rYfK4YeaotDRzWEBA1S0/mwrr76zPt39/stR5uanFGyP8wpg7vQc3qv2kDjFQ3xLA7RM0Nio01QeQFcGafPt2YG2XBXic5EFyad0Fm6i/ZBObP7SK5Ut7CmA3HUX8k35AVt9o6fjGj6yi6bcEUX48ThTl9xEmPSUTx+mr42Ol08DGJzJ/SFFTZYLYujFa0HGo6A9EdjJrBD4/sKOvOHuov0hL0V6k42AS9fD6xIxeOjfM+8oE/SVgMer+EwlZGYZ7ZYf6C6DgaUwfJwowP+EzQxfNMt+N6yeVPIsAT8sSYPn/GaCbbrrp5qn5A6wD84wB5ITSAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur58961 5.7s linear infinite forwards;
}
