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16%,16.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
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23%,23.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
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34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKBElEQVRYhc2XeXBV5RnGf/ece+6+JDchN5IEAlECRISQYImhCVgWQQhqRcSIBAI4TqtiEa1L2z9cAG3Vtk61gsVRAZEdQoAAhoQEyyI4gdCYzSwS0ew3yU3OyVn6RxaLglOn//SZuXPOO3e+73m+877v830f/C8Q8CEQ/b9MYfqpAzLmz3s2JSUl8/TpM1vHjIlfEhHhH7b6ydWrly9f8bAoCrl/+9tbz6GjXmvstGnTxgIR/WFdfn5+9X8lYPSY+FuylmYd6ezsDISFhftuvXWS79tvvyUYDGK1WmlpaSE6OpqqqipKSi7kJiVNnHok78jqnTt2vf09AY8Bf+4P/5ifn7/G/GPEsbHD77DZ7c8IJlNnaEhoRFpaWoTJZMJkMhES4sUwDARBID4+ntbWVhISEkhKSppjGAaBQEdmfHz8/Orq6oKPtm1bhw7Am4AL+MMAx7UFCAgjR46wTP/F9CWCIKR9kp+PaDZjNpsRBAFBMGE2e+jtVbFarciyjNfrxeNxo+sGuq6TmnrbFF3XOXXqVHJBQcHbHo8nmJ+frwAvT5s2zQl9kq4pYOF9C9dPnZq+zGK1+K5c+QZREDh08CDjx98yKMIwDEwmE06nE1mW8fl8AGiahiCYEAQTbW3tVFdVh2dkZLTGxMSc27x5S8q/Lv1Lyc/Pf+67tf5w9eaysrKRsiz7JLPE0SNHkWWZzMxMbDYbFotEW2sr58+fx+Vy0dER4Nxn5+ju7kaSzFgsFsxmCbPZTN7hwxz75BhTpkzBH+mfqCiy4/uM4n8G0TFRE7OzsytLL5bGnD171lZYWEhbWytZWVnE3RiHJJnRdZ0P3t/Mlg83I8syZ8+c5ZVXX2V0/Ggi/H6uXLmC0+lEkiSGRESQeyCXexfci9PhZNwt45bfEHmDeO6zc0XXrAG73X5boKPDtuC+BTZN09B1HZfLxV13z+eD9z+ktrYOX5iP1NTbWJqdhc1qA+DRx35NVVU1O3bsZNtH21i16nHm3DmH9rZ2TCYTZrNISEgI3lBveF1dXTqw7gcCZsycfovT6YwqOlHErDtmsXjxg1itVsxmM6rai6brzMuYS1p6GpJZQhAETEJfFxu6gd3hID5+FImJEzh27BMmp0zm888/x+Fw0traitfrRdMErFab+kDmorlbNm/NuSoFjz76qzfTp6avLC4qQtc0EhMTcblcHDp0iBOFRcycNZPJk3+GxWLFYrFgtfY9VVVl65atPPLwI6xdt47K8kpihsWwd88+Ojo6iBkWQ093D2PHjgFMxMbGjrLb7ffkHDjwVwzkwZLI2X/gsNwjD05ut9tRFIXdu/aQkJDAzTffjCT1/+ew43Q4cNjtvPan11j1xBPUfVUPQMnFC2zcuJGCggJsNithPh8HDx6kvr6+vzsEPjv7WR6gDH6B5EnJU7u6Ol+trKwM/eabb3C53MyeMxubzUp11ZcsXtKXjgFhVsmCyWSiurqahfffD8C4m8exNCuLhq8u09behqZr6LrBjBnT8XpD2LdvPzeNugmPx4MvzOcfOXLkjcVFJ/eKAHaH7RFBEOY2Njbi9/t58aUXACi9WIrb7WLcuHFYrRZsNhtWi2WwaI8fL+Dj7dsB2LF9O0uXZuFwOsnJyQGgsbGRQHuAzMwH+PLLGvbs3oOqqoSFhdva29rMhQWFb5kBqqqr352anj4ze3n2BIvFgtvtpra2lswHH+TYsaOIoogoikjmq33L4/EMvl+8eJG4uDjKy8v5PkSzyPQZ00lPT+PUqdPkHc7Tz50//xL074ZPPb3mzKw7ZiW7XH39azZLCIKJLVs+YuH99+GP8Pfl3e5AEL5zkkAgQEiobzAWBAFd168if2rNGpZlL0NVVXp7FZqbm8nZn8vQqBuUp556Ok4AaG5pafvnp/8MVlVWA/T3rhmHww6G0TdT/yPY3T1I4vF42P7xx4Nk3ycH+Prrr2lubhqM3W4Pc+6cTU9PTx0QFAG6Oju/OH36zPSWluYwt8dDZWUVGLBxw0aSk5Px+/2IokggECBzUSZDIiK48cY4ALq7g2zYsPEHxAMoKSkhNTWVqKgoBsyttbVVf+O1N1Y2NTadEwBSUlMWvPjSC6NSUlJ45+8b+OD9D9A0lblz51JSUoKu62iahqIoGICqfnfeGPhA18Mbb7zO+PHjMQwDAzAMg/DwcGHe/HkvQL8Tnj1z9oAv1HfPvIyMkRMnJrJp03vs359DQkICFy5coKurC1EU8Xg8bNm6Ge9/FF9tbe11yZOTkklNvQ2Hw46i9GLoBoZhUFxcXF3+Rflm6N8NSy9eOi7Lco6q9uINCWHlwysoLb3E8eMFqKrGtm3bkBUZRVEQBAFZUVA1jZqaWn73/O+vK+DK11e4fLkBTdMxjL4fgCzLDXv27t04KAAgwh/hUXtVVFXF5XKxdOkSOjs68Ho9BLuCbHhnIxUVFbS2ttDQ0EBeXh6LFj1AWXnZNclXLl/BM8/9lvDwcILBIIqi0KuqtLe3ExoaOhroGUwBwMfbtq/dsX3niZfXvvRWZKTfEh0TTfHJk+iGzl/f/Au5uQeZMX0miYmJNDU1UV7xw34fQNqUn7Ng4QLCwsJQVZVgMEhPTw+KorBp03vvVZRXbEYncJWAS6WXyu9buOAuj8dj0TQdn8+HJEksXrwYMDF06FBGjBhBbOxwysqusWoTzJ41mzFjRg/uJ01NTSiKgiiKaJoGwIQJE0bu3rn76MCwq6xt156df4mLi5sUFh42bNKkSbfqmoaq9aVl/PjxbHrvH3g8bubfNZ+FC+9neXY2kZGRFBaewO12s/6Vtf1kOrquoygyly83IMsyVZVVbfX19Tlf9BffAK46EemaoRadKNo+Y8aMWQbG2Ly8I3jcbpKSJgJgsVgwmcDj8TJ/fga33347E5MSiRgyhHkZ86itqaPmyxr8/gg0Te0vvr6zoyzLwV27dk8tLiouu66AAdisVk2WZdHvj+zMXr4sShRFDMOgubkFm82KKIp4vd5+c+rgydVraGlu5sCBXAKBdoYPH0Z3sBur1cpXX11uq6ioyK2qrPpk3759hzG4yjl+9GKyYuWKvQ9kLsro6OhQVFW1rFu7nid+s4rGbxuJio7ihshI6uvref7539HZ2ecVqqricDhISZnMQ0seoqysrOfxx1e5r3db+lEBFqsUeffddz906tTpphEjYt+tqalBkiS6uoKsWfMksizz+uuvI4pmli1byugxo3ll/Ss0Nzfjcrp2JE5MLDhZfLKytrbu0PU4rpmCAWia3ll6sbQ41BfS1d3d7ZYkS6HJZBoiyz2hgUBH+ZAhQ+ySJEmXGxo+z8iYF6lrGieLP82ULJLhcDjWH8k7uqe9vb3yxzh+MsaOHTN1eOzwV0eNGnVrVPTQI/cu+OUZsySMGpswdn1a+s+fRbjObev/Ff8Gv7Ys0Xyb8vwAAAAASUVORK5CYII=) 30 1, auto;}
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36%,36.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 30 1, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKGUlEQVRYhc2Xa1RU57nHf/s2VxiYAYFzEGs0FbxADSp4JRAvKCg2TdJo7Kr3S5qutuukpkk8Z6VNqk20SdOuNJpoNE2rNhoVlBgTPSIEbRSDCgIiLKQYTWJmYBiZ257Ze/cDhkg0ntPVL32+vR/e9/97n/e/n2c/8K+EiAuRgf/KEcI/u6Fk7pynJ0yYsODUqZqdWVmZCw3DGLR23drHly9bvlIQhIMbN21ag070dnsLCgpGAEk3lh0VFRVt/y+A9IxhWYuXLD7c0+P3JSQkuMaNG+vyeDzExMQQDof55JMrDExLpa21jbq6uoPZY7LzD39w+PE97+zd9DWAnwC/v7H8bUVFxWr5TsKDB39rpsVqfUoUhB6Hw5GUl5eXJAgCgiCQkpKCYRj4/X4yMtLp7Oxk5KiRZI/JLjIMg+u+6wvS09PnXvvii8otW7Y8jw7AK0AM8MyXGrcHEBGH3HWX6b6pUxcKkFdZWYlhGMiyjCiKgEE0GiUYDBIXF0c4HMbpdBITY0fXDXRdZ+KkiZOvX7/Ozp1/HfsfKSmbHA5HoKKiQgXWFRQU2KEX6bYA8x5++IV78+9dYlJMrs8+/4zq6mpO15wmNzcXWZbx+/34fD5EUSQhwUEkEsHpdGIYBrquoesCoihiGAZXrlxJLC6e3TV48Ldqt2/fMaGpsUmtqKhY89Vdb729fOFC8xA1rLoUk8KRw/+Lrus89P2HMJvNKIqMYRioqsrfTvyNpqYmXC4nfr8fXddRFAVZVpBlCavVgtfrZfKUSSSnJGeratj2dUXp5sXAtNTsRYsXtzY2NKSdqqmxfFhVhdfbxbx587h76FCufvop27ZuIy4+jmMVlWzZsoVurxe328PBdw9SW1vL5ClTkCQRENi8+Q1aW1oomVuCI9ZBVlbWspSUFKn249rq23rAZrVNDAaClgcfetDi8XSSlDSAYDDIvPnzkCSR2gNnCIXCiKLI0mVLWLFqOR+f/pi/t/+dxsZGJFHivYMHyRiegdVqIy8vj+oPP8RkMhEfH09cfFxiR0fHvcDztwBMnzEty263p1ZVVTKnpIQVK5ejKArhcJjnnn2O5ORkxuWM44UNz6PICj6fj5defInXN2/ul9LVq3+BI9ZBydwSVq5aDoDP5yMhwYWmiZjN5ugjC+bP3rF9Z3k/DxQVzfqfhYsWPmm1Wmk434DH47nheoH6uvPMKppFQUE+FrMFk8nE/rL9t4gD6IaO1+dFVcOcrz+PJEvU19UhSRKSJDF12tTZeffm7UbE0Q+g/MC774dDYUwmEzExMcTHx2MYOpfaLvH46v9i1KhRKIoJi8WMpmm8/HJvPbkvv4CaUyfZtHFjP5Bdu97m0KH3GZA4gAMHyunouIwkiQiCwOma0x8Aah/AuJyx+Z7OzqfefPNNun0+VDWMLMu8tul1/vKXHRQU5CPLMiaTCYvFSs/1Hq5+ehWAkaNGMWbMGGbOLPxaJmBfaSlpaWkkJiby6h9f5cqVK4iiyLTp0/KeeGL1xj4PdHV1zTKbzUNaW1txOOJ48qknMZlMCILA1Gn3YTab+wAUWSYtbSBzZs/hQPkBysvLychIp6Gh8ZbnAJg4aSK6rtPa0sq6dc8zs7CQ9PT0eLPJPBa+bEYiw/ImT3l7ydIlo10JLgYPHoyiyJyuOc3AtIEMHz4ci8WKzWZDlnq/3EOHDlFUPPu2ojfHsqXLWLjoh8TFxbFh/QZaWloIhUL62XPnFqDzVwHgiV+srimcWTg2JiYGRZFRFBNdXZ1sfn0LP3/i5yQnJWOzWbFZbTdKMWiaxqFD7zOnpOT/hHjpxReZUTgDt9tNMBgE4Omn16hnzpwZKgJ89NFH3suXLwc0TcPr7QYM3G4P+/aWgtF7iGH0P1SSJIqLi/ji2uf84JEF3yi+YvkKJk6aAEBcnAOXy4UkSdx//3c7gIAEYDabm8+ePTettaU1YceOnRTOLCQ5OYmRI0cgKzLJSclIkoTS14y+CpvNxriccZTuK8Xb7b0FoLBwBrnjc9E0HU3T0HWdrq4u/Xe/e3mF+5q7VgKYPmP6zxb84JE5ZouFi83NdHZ2oes6qQP/k7pz9WRmZiKKIqIkIcsyX1y7RnV1NampqSiKgsPhIBAIcPTo0VsAbFYbueNzMJlM6HovhNVqFcDIPF594lURoL6+/t2zZ8+1TZ40ibW/Wcu1a5+zZs1/s+vt3bz1p7fwB/xEo1FUVSWiqhw+fIRZRcXUnavrE0pMSLxF/J7vjCZ7TDYOhwNd19F1A8MwqK6ubmtuvrgdbtSBhvONx9RwuDwSjeB0xrPq0VUMuesu7HY78+fPY+87e4lEIqiqSjAUIr8gn/1lZWRmZaLrOlFN66sLfR4RJR790aMsXPRDDAMMQ8e4YaRwOHy1rKxsSx8AQFJSkiMajaJpOg5HLIuXLGLbtm2YLWZUVeW9995DVVXC4TBWq5UpeVPQDZ1AMEBTUxNb39jaD0CWZCRZwuvtJhQKEYlEiEaj+Hw+nE5nBhCCm5rRrl27f7Nnz54P165buzElJdk0aNAgDANycnKoqqziV888i8fj4YEHHsButyOKvWXV4/Hwy2d+xeUrnwBgNVv53gP3kzhgAEOHDkWSRAKBAKFQCFVV2bp125stFy9uR8fXD6CxofHiQw8/+F2Hw2HSNJ14pxNFUThefZySuSUUzpzBZ599zsoVq5gwYTx2u51un4/169d/dW0BfvTYo8x/ZB4eTyeBQICenh4kSUTTep9g9OjRQ/bt2XekL1M3p21f6d4/3D307nEJiQmDcnNzcwxDp729vdfNNjvf/vbdFM8uor6unry8PK5e7X335559ltzxOTScb2RY+jC+/HEVBIGEBBfBYIj6unpva2treXNz8/abNW/7W77+ty/sHjRo0IPLly2ntHQfTpcTUextp4LQu0WSJILBIO3t7eiaRiAYJDv7HmpOnWZY+jAsFguRiAoIaJpGU1NT5yuv/DH1bO3ZUD+z3g7AYrZokWhEutR2qWfS5EmpcXGOPidrmkYkEkUQBCRJwuVycfJUDa+99jptbZfYvXs348ePxx5jx9AN2i+1e+vq6w62XGw5un///vcx6FdT7ziYFBXPKnvsx4+VhENhtaxsv2nM2DFIokB5+busXfdrOjou8+e3/kx9fT0913sQJRFN05g2fTpZmZlkfSeLCxcuhH7605/FftO0dMfB5MiRIytjY2OPnzx5ym0yKW9UVVX2Vb7a2jPExsTS2dmJ3x9gydIlZAzPYMP6DVQcPUrNyVPv3JM9uvLEiY9av0n8G5/gy9A0vafhfMNxpyveryimWEVRqgSBAW6323ns2LGLbrfb6na7les9PWdL5pakGLrBieMnFigmxbDZbC8c/uBIabe3u/VOGv/0cDpixPB8fyBQbDaZd/f4e9ZGo9H4zk73guEZI5YmJCZ2H6s8tv5ON/63i38AYKJAagLxSq8AAAAASUVORK5CYII=) 30 1, auto;}
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}
div.testarea{
animation:rwdcur113187 10s linear infinite forwards;
}
