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6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIz0lEQVRYhc2Xe2xW5RnAf++5fLf2+9qv9PK1Ui4VRSiYuaBDGdMZJYiLkumQBeOcJjriZNHIVOZ0XoZuummyuEzZpgvgJlMuVhwwRWUYsIBSqgVmW2hL7y0t7Xc757znffcH8NGCt2VLtic5yUnOc57n9z63933hfyzi31F+es3aADADmCGEmCyEiAFKKdUHfAzUAh/dteDb/12AX//llfOFYdyZTaev7+/sLOzv7mKov4/k4CCmaREdM4bC4mLGJMopKis7bJjmKrR+9u6F13f9RwBPrn45IQzjVwPd3Qv3795ldHd1kV9Siq81Sik0ABohBKYwMIQg3dPFpGnTOXv6+elQJPILrfUTSxfd4P7bAE/86aU5nuus3vuPbcX9A4MEolF6OjvobzzI3Llzqaqqwvd9tNYEAgEaGhrYUPM6k2deQmG8iExfL1MuuICqqdV7tdbX3fe9Rc1fGmD5CytvHB44+sK21zZYscrxtDY3Uha0mTt3LqFQiKamJmpqamhpaQGgqqqKefPmkclk2LhxI+3t7cyYcxVjiksISI8Lr7iyx7KsK5fdctO+LwR45Pk/XjN09Oir2zdutKLjKqnd9AYXTJ9GUVERW7ZsIZlMflbQRkkkEiF+ViXTZ16CP3CUS66a12Na1sUP3n7rqEiMAnjo2ecmZTOZD99dtzY/b2wlO19fz5QpU+ju7qatrS2nt2DBAubPn48Qgmg0Sl1dHY8vX04ylcrplJSUcPXVV/P3rW8zbfZlmNk0F15+xV7gaw/fcXuuJoyRAFLKFbvfejM/WjmO7TXrKCoqoqGhYZTzVatWsXr1ag69uQnxzN3sW/cKy5YtY/OWLRjA4sWLqa6upre3l9raWn64+AfU73gP17Bobvj4K76UPxnpMwdw71PPfKu9uekyadp8sm8vXjZLW1sb6XSam2++maX33IMBTJgwgcbGRrydG5mUH8DdUcMfVqxg544dzCsPUGybrF+/ntmzZ9PQ0MDmzZtZOP8aejo7aD5wkNTw8D0/fvLpxEm/Vm71nnfv/tpdWEVFVCVKMZ0MTU1NLFmyhOXLl/PUReN5tLqYG755OfmRCIUBTWt6kAMpk/T9yzg3nOaB8xLIfRt4/K5miuJxAN555x1KS0txeruIT57G4QP7I2dXT7sD+GkuAj96+OdV/Z2dX7eiMZob6pk1axZNTU0AxGIxtm7dSsAQ5FmCsmiMceEwlYEYjl/AhFA+E0MhgqaJKcASgu49b7HpjTdyYV6zZg2madLX3UlHSxuu49y05GePnYqA9Lx53Ufa0AImlifIZDK5nx9/7DGi4TD5vk9JOEJlXh4Jy2aMZRExTTTgxKK0D+fxm6YOsr7ig15F0LbxpESdsNPa2krWaWTm5XM42tMzrqCoaBrwkXWi+C7uO9KBCgeZc+mlrFy5Mgdg2zbxwkJ+/+KL2MDGx5/ghqVL6du+nXGXXUqwoID9G14jUl3NS488yrUPPsC5ez/kpVWrSWWzoI/Py5Pt63kuA729RPLzZ+YA3ExmaiadRSmPY8eOceTIkRxApakY6x/l/kU3cnYoxDmhMG01NcxY8B2Gd+0mqxXjKitpqq8n7vv89b7F3Dg+RiKhWDFsUJfyRxY9ruuQGjyG9NzqXAoyqVSxMA2cTIb3339/VIt8d2IBk6NBfteiyDMtoqaJUVdPavx48uI+ZjzOQEM3haEQNoLzYgESIYtEyOLDwRB1I2YDgJvNklEC6cniUzXguoZWGl9K9uypH/XDnw8NMTZmYxgFGCerNp3h2KvrKPvtwwRKE7T+8jb6PY+IabBvyGVGXHI45bG7N8vp4kuJb/pI1zVyAEqpQV/6FcanbA1dWGTTFpURTVYrUkqRVj4pZdJ450NoE1Jak1LHv/m6kEcODNIxlKXHP8McAjAMA9d1hkYCNKKZalnWKGUF+ErhaUXKlwxKnwFL0uG5CCCljnfBkJR0ei4DUjKsfJLaxgkoTM8DdzSFoQWWbeE57sEcgOc6u8L54WuyTobTxZMS17I4L+JQYJt0uAIQpHyfvBNtOOz79EqPHuky6EuSnodUCk/KMyOgwQoEkJ67OwcgPW9LKC/8qJPNEggGcR3nVM6UwpGSlDQxyNLuCrJaM2BahAwDjSbtKwZ8Sb/06EulyGhwfB+p1CjnY4pLUdLHDtiDyvdrcwC+lLWBYLDRzXiTEokKWlsOjUpD1nV5dyBExPTJM7MklU+/aXJ+FPYnBY7SJH2fIc8lBWR8SdY98xAULyzCtCy0Vmv/tu4VF8AEaP7kIOMmVgnl+1cJpRlOHsP3T+VOH4dEGwYSTUb6JKWkN+PQ7SkGPZchzyOjFFlfknFc1GnOCwoKiOXHiRYVKsMQ329pbuqGEbuhL+Xz4fzwYSkF5WUVZ9D7QNpxGHYcktLjmJS0uppBz2NISpJSknQcUp/iHKA4XophBTBNY822NzfnTkbmyZe2w4dkxdjK/aZlLpJZJQK2QSo9eohowNca1/fxpMSRHo70cKXE9X38E2P3dBlbfhaWnUesKNqH4Nr2tpbcscocqdje1tp0VmWlrbX4hqEtLBPS2TM74yTMyOekGIaBEAJ9AqaiJEEwWEh+PE8Kg+t273yvbqSdUQAAifKKtw1TjFUYXzWxCdsmGSeD1ppgMEg8HicUCiGlRCmFaZpEo1FisRi2baO1RkpJKBAgMaaMQKiASEFYmaa4Ze+e2rWn+zsDoKuzndLSshrTJCBMc5bWQRENhbENSGUzSCkpLCykvLyciooKSkpKME2T4eFhhoaGMIDiWJzCWDFWKEo4P5A0DBbW133w8qdF8nMvJlOnTp+jlH7OdfQE6UiQGTwvjeu5uNLDlR5CCIKWjW3Z2FYQOxBB2CHskIVts00IcWtDQ33jZ/n4wqvZ5MlTQ6Bv04o7pRSTlK9RvgblI7Q+nn9hIAwDYQlME0yL7UKIJ4HXDh5s+Fz7X/pyes6kyWitLwLmABeCOFdrYoASQvcBDcAOYFNj0z8/c8X/d/Iv+is+hQnf3nIAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIsElEQVRYhc2XeXBV1R3HP+cu7933kveSl40QSZBAypCAMzIgCK3ixgBa67ggFrStTl3GEcdOkba2Rdxwb50prfaPOgo6yihWA9ahrVqWVtZC0SCaBJJA9pD1vfveveee0z+AJyG4TTvT/mbuzJ17f+f3+5zv73fuuQf+xya+jvOv1q0PAdOAaUKIiUKIOKCUUt3AR8AO4MN7Fl793wV4+pXXzhGGcVc6lbq2p60tv6ejnYGebob6+jBNi1hhIflFRRSWjqZg1KjDhmmuRevVP1p0bft/BPDES6+WCsN4qrejY9GBXTuNjvZ2cotLCLRGKYUGQCOEwBQGhhCkOtuZMHkK46eck3Ki0ce01o8uW3y997UBHn3h5bm+l3lp75bNRT29fYRiMTrbWumpP8i8efOorKwkCAK01oRCIerq6nizdgMTZ84iP1GA293FpHPPpbK6Zq/W+pqffG9x41cGeOT5NUsGe489v/mtN614+ViaG+sZFbaZN28ejuPQ0NBAbW0tTU1NAFRWVrJgwQJc12Xjxo0cPXqUaXPnU1hUTEj6TL/0sk7Lsi772c03/etLAR74/R+uHDh27PWtGzdasYpydrzzNudOmUxBQQGbNm1iaGjo80QbZtFolMRZ5UyZOYug9xiz5i/oNC3r/F/edsswJYYBrFj93IS06/7zb2+sz80ZU84HG/7IpEmT6OjooKWlJeu3cOFCrrrqKoqLi8lkMuzbt49VjzzCUDKZ9SkuLubyyy/nz+++x+RvzcFMp5h+8aV7gRkr77ztzD1x3zOr37tk/hX6skVLdDga1eXl5ToajWoge61du1b7vq9Pt23btmkD9B133KFramo0oKurq/WqVat0WeUEfel1N+gb71yqf/7M6pVnVGD5k7++oqOlufZQwyGaGj+l+eM6lFIAXHf11eTt+SsAF9z/DNNnzGDvnj20NjcjgcLCQtx0mvvuvZf1GzZQVVXFkiVL2LJlC3PmzGHq1Kn8ZcduYmGH8y66KGWHw+MfX3ZPO4B1EkD6/vIDO3ZiFRRQWVqCmXFpaGhg6dKlpGpf4Pbx+QA8u/JuHu4MiEYcbGEA4ClFMpDU5MKyGxfz7R/eRkEiAcD7779PSUkJma52EhMnc/jjA9HxNZPvBH4BYADcvfLhyp62tm9asTiNdfuZPXs2DQ0NAMTj8WFlEkBFLMb4cIQqx2GC4zDOcSh3IiRCuUT8AX7z5JO88/bb2THr1q3DNE26O9pobWrBy2RuWnr/Q2QVkL6/oONIC1rAuNGluK6bHbzqoYeodExO0ja7YcaFwhRaFlHTRAOZeIyuZJKW/n6SShMmjbRtfClRJ+I0NzeTztQz8+K5HOvsrMgrKJgMfHgcQMrzu4+0oiJh5l54IWvWrMkCaCHw8oq44dkXsbVm46OPcf2yZXRv3UrFnAsJ5+Vx4M23iNbU8PIDD3L70ytIK8VPly/H6+gg7fsA2eXr+x69XV1Ec3NnZgE81612U2mU8unv7+fIkSMAOAJuHZ9HRVTx1PevIc9MUOVEaKmtZdrC6xjcuYu0VlSUl9Owfz+JIODFHy/jUDpNaqAf0zA43TwvQ7KvH+l7NdkSuMlkkTANMq7L9u3bs84zCi2+Wx7HMgStrmTAs4iZJsa+/STHjiUnEWAmEvTWdZDvOMQMk6hhcnO5ydaeMBu75EiAdBpXCaQviz7rAc8ztNIEUrJ79/6s8/YeycstA1REbT5JBpTZJ7o25dL/+huM+u1KQiWlND9+Kz2+jyFACHipVdPSJxEjBSCQksAMkJ5nZAGUUn2BDMqM077MnobnGgcosmzG5udTYCmSSpFSAUllUn/XCrQJSa1JquPvMkrjawhsCyVHKiAAwzDwvMzAqQD1aKotyxrmrADTsgi0Qqkk3Z6mwLJo9T0EkFTHV8GAlLT5Hr1S0h9IUoFEogm04nQztMCyLfyMdzAL4HuZnZHcyJXpjDtigC8lsZDBsqo4uabB7xqHEAiSQUDOiWU4GAR0SZ+S6BA54YC6Vh+pFP6ZFNBghUJI39v1WQ/4/iYnJ/JgJp0mFA7jZTKf1UwpvAAG/eOzOSY9dCZNt2Gi8YkYIdJK0xtIIqGAVCBxA0UmCJBquAKFRSUoGWCH7D4VBDuyAIGUO0LhcL3n+hNKS8tobjo0rAxNvmLFvk4cy8AnzECOyay8gJsqYqxpHuCjQZuhIODDIZ9kEOAGkrQ3csNL5BdgWhZaq/V/euM1D8AEaPz0IBXjKoUKgvlCaQaH+gmCYNjgIaVxTRtpCFwZEBIeIcNgZ59LQypgwPdxlSIdSNyMx+nVz8vLI56bIFaQrwxD/KCpsaEDTtkNZ8+5xAlkcKDraPfZUg7R1HJ4xAwMwDJNQpaFaRhoz8cMhVDobM2908BP2vizqwhFYiSK81/5++Z3bzj53Dx503L4kCwbU37AtMzFMq1EyDZIppLDgmgg0BovCI4n04qM9PFOJA60PmPyMaPPwrJziBfEuhF852hLU/a3yjzV8WhLc8NZ5eW21uICQ1tYJqTSI1fGSZhTr6xKhoEQAn0Cpqy4lHA4n9xEjhQG1+z6YNu+U+MMAwAoHV32nmGKMQpjqolNxDZxMy5aa8LhMIlEAsdxkFKilMI0TWKxGPF4HNu20VojpcQJhSgtHEXIySOaF1GmKW7eu3vH+tPzjQBobztKScmoWtMkJExzttZhEXMi2AYk0y5SSvLz8xk9ejRlZWUUFxdjmiaDg4MMDAxgAEXxBPnxIiwnRiQ3NGQYLNq/b8+rZ1LyCw8m1dVT5iqln/My+myZkSBdfD+F53t40seTPkIIwpaNbdnYVhg7FEXYDrZjYdtsFkLcUle3v/7zcnzp0WzixGoH9K1acZeUYoIKNCrQoAKE1sfrLwyEYSAsgWmCabFVCPEE8NbBg3VfGP8rH06rJkxEa30eMBeYDuIbWhMHlBC6G6gD/gG8U9/wyefO+P/O/g3YgyvLJB/0SQAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur70396 2.1333333333333s linear infinite forwards;
}
