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25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJ0lEQVRYhb2XX3BUVx3HP/eec+/d3exushtCsoVCiWNGoEUaZEaxMtUO0z6IWhx1mKljrXZ4sNMK1NLwxywtaYGhnVFn6kOnFqbj+GBHpT70D0L/MJVKAygUrWJJmsgEskmWhATI7p5zfDg3m80fMOiMZ+Y3v7vn3nu+f87vnrPHYYatpzVrRAFeuDfLSAoGM1CMgncFqnugKg/f+20W5UNme9aZ6bj/8cHzW7LmxdVZBubB7b+BprdgzimQn4fOr8It+6H0Lpy7Df5xJ5xYA+kuuP/V7A0RmVZx2/uYJ09gjq/BKIExjEfXM5h1xubKfiXs80+ewLQdw/S0Zs0Ng/e2ZM2GHObgo5g3jmCO7Z8IYsCoZszIWpsn32t/xb53cCNmQw7T23IDJPLrs2ZTN6ZrqR3sxU7Ma0englwvXn0fs7cjdGopZlM3Jr9+BiR6Wyx4bkGF0iU3Bj7de7kFlsR1nehptbaPKf+vIp0yJp0yOlM/JbpWJsyG3NSaKFdp2zHMZ38FX9oz49nCzJuLkQITBOB5GOGCK+w94VoApe3DWvHmfTmO3pNj62JVxnXBfmraBfV12NcJesn1QdXCJtSSxai6WajZdajaNKV0DaqmhlJNklJNElVto5SuoTAnwb79w5TuqEF7AZUuOABPv4e5ezfo+yGXgXuWT0JNp9A1SUwsho5FMVJifA8jhA1pM46DcVxwJ33+2nAw20PdBQ+3fZQ313SwedGQA+D0tGbNs+uy7LwZXDVVsW6cj4nH0bEo2vcwng3tSYwrQLiWhOtiHAdcx+ZJzTEGtMEYRdvPX2PjT1rIbM86UhTsCjcZ3Mybi04mLHAkwAQB2vfRUlrFUmKEa4FdYa8dJ3TBZjuQGSdgDI7SLD42F1EMiT19FLNqNyx7uUJ10yfQiQQ6GkEHvg3Px/geWoiyeiND5a6DcV0L7triq3ShDG4MjtacXtrB4btP8eMFA44cSdm1fWyuVX0dOhFaHomgfQ8dBGhPhuAeRgo6Vw1xdMU5goJP+mKcmv4qEn0xEucjxM4HOKVrEDCG2r56rlSdAEAOZuzG0r1uFg2v1GEKofJIqN7zUL5ngT1J56ohDn3xI86mT04tmLAJqqgbbmTWUJr0YILUQIxkf5REf8BofJRIbxWXklcsgWIUOr6W5IXVfez6eyPB2RgqElgCnkR5vnXBFxx4uIPDTW9dE3isKUY4Hz/F+Thw09T7q//4TYqeLQLpXYV5Bxp4rLsR2VeFigao0Hrl+9Z6z0NLyZ3PL2bByrm8c8eHdKbar0nAJUHdcBPpS7WkhpJUX4yTHIhRlY9QiF0lMuDifcYDisjqPo9CX5TM/hQqGkVHfFTgo32/bL0WAuVJtJBkjjbwjRNz6FrezF+a/0lQiFA9VE1iME48H6eqP0o0HwHtTlsDcZ0kn+olNhwH8sjoMJxbWCTdHqADC67ColPhZ6ekLBehkgItBA0nG6j/4Ca0az9F7dpFyDgOJeGAqLDEGBwMjrYkejMDBKMxII/74C+3cKb5EioSGQf3PVQQoDzPhu9R8iaF71P0PUq+Z3O536PoyQlh+8af657fyUPPPWinS3lwckUvpUDahSZUrqREhQNaIpJSSKjkSUrS/i6GwEWvEngM0C/3jxEc9QUdjafRoUMOwI4zKfOF129FLYqTm11kxd5PlUGVJ1FChjUgUEKE2UW7Au0649NQXgXHFyInXAlPrWwnOVSNzA3x11v/QFv9x44tWOD7Lz3Coa98QH9tgVzqMiomxsFlSESOqZYVDsjQgdDqSgekpCglBc+jEJFcjA8yFL/MyaWv89Bz3x0v0LGL7Mdps+T4Ipa9twwV2l6SsgxuCVgHrAuuzY6LFla9dhyM6wAOpmI/cox14uwnD9A171121XZN/D8AsO4XD/POqnZ6bh4oV/sUcDn2W1gHZKhYCqvYG1M9rr4oJQUp6av9F39b+Ht++NMHJqwZE/bNC1uyZveP9vCtl75D1eU6lCcpRgSasPBC9UqK8NpFuy7KtbnsguOgJTjKwTGGq9Fe2j+XZfPOR2h4YuJZYcrG3d+y3bS17OHLv/s2qfzNvLH2MMlLs7jt7eUWtAwuKIXToMZIhOBnP32EK7EcC/90L8PxjzjdvJNtO9Yzu23bFLxpTy4XtmbNU5t3c/vxuyjU1xK5XM38PzdZ24WgJAUF36EQ01AM0EZOcOFC44eMRvPI4X7Ozf8129oepeGJ1mmx3Ok663dkncd3PcaZpuOcTR3A7R+hKJ0K5YJ85iKH7nqAfP1AWPGCghSMSgdzZYiBxMv0NrzN1qc2XhP8mg5Utp7WrPnZD/YyEs+TOddMqn8R0cu3oL0Y/Zk+qvoylEyB4UQ3Q6lTDM46gjc6m03PrJ3R2XDGh8ee1qxxlMOzG/ZR8EcYDQbRYhRXBchiClGK8/ie+zCO+d8Opf/v9m8SNfQC6FLvwQAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur63115 2s linear infinite forwards;
}
