@keyframes rwdcur77903 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRoge2ZT2hcRRzHv/ObyW4opWwX01qTlrRXQQRFRLRqBQ9FJJYgEizxD7n1oN7EliDiQcRTDwoSSin+a6NW8ODFWnsREXsQEWwhTdNsk0129+2+7L++NzNfD9mtUUzbbXeTrfQDc3n7mPl+3sybmTcL/F85f/78lnPnzpn1znE9ZNUfRAaMMc+sZZib4VoCORF5f2ZmZt9aBmqVVQWMMbMiUtZaH5mbmxtay1CtsKrA9u3bvdb6s2QyuUlrPVEoFLpSYlUBABCRU865MJlMpo0xE9VqtSslrkkul9tXLBZLURQxjuM8ydtHYmFh4dFsNrupXC4PRVFU4jJdJXG9IbShp6fn41qt9p0xZhRACCANYKKbJFYln89vLBaLf1YqlRNXrlzZQnKIZNCNPbEqYRgejuOY3vuLJPeSfIF/0/0SYRg+Ua1Wm4EXSb5I8ovbRiIMw42VSuUb51wzcJbkKyQ/uW0kyuVyKoqi17z3lUbgOZLvkvz+XxLdu+04dOgQ4zj+mf/kh0ZZKXHfemddlVqtdsRaS+/9SonvV0rEcXyiXq9vWqtM11wH/o219hdrLaIogrUWJEFyj/feO+dON64NO+cmlpaW1kRCtXJzqVRKAThijBkCABGBUstVkJwhuYMkAMBaO0ny1VQqFbY58z9oSQAAgiDYAeAnY8w9JKGUWilxtSilYK2dBDCWTqeLbc59lRseQplMZlMmk9m9efPmGe/961EUhd57WGthrYVzDt77q8U5B631MIDDBw4cYKcEbrgHMpmMAXAEwDf9/f2Ti4uLwwAmtNbNsT4NYKOI3OW9X65cKZCcB3BvOp0utDf6MjfcA/39/dZ7/yvJo7Ozs8/29fVNkhy11tYbT7zXe/+Rc25h5ZBSSm1RSu3qRPiWBBqBznjvewEczWQyH8RxfIbkcQBQSt1NchfJt7z3ueYLrrUWEXm4I+nRooBz7jeSZ5VSKRF5g+Rh7/3b1trjACAiIySfBPCW935Baw0RgYjsr1arHZlWWxLYuXOnJfmetTb03kNERpxz75B801r7OcmmxOMAniP5lYggkUg8pLWeiOO47RItCQDA4ODgJMmXrbVnSUJrPeK9f5vkh8656cZtIwDu1lrvB/CV1hqJRGLYGNP2vVLL60CT6enptIh8bIzZ15htpkTkrIjsTiQSWwAURGQ0mUyeMsYcE5F9AE4qpZ5rX/yb6IEmg4ODBZJj1tqTjdlmF8lHAZxyzi0YY9IicpTkHhEZBfApgPtJ7mhbetxCDzSZmZlJK6UmjDFDWmuQnNdanzbG7G2cKRW01o9prf8gOQIgVEp924bsANogAACXLl1KKaVeEpHxRCKRAlA0xmzo6elJ9Pb2QkQmAbyqlApJblBKVdvRbtu5fPny8NzcXCmfzzMIApbLZUZR1NxpnyCZWu+M12V+fn44m82WgiBgGIas1+srvx2OjY+Pd2xf1Day2ezzuVzuYhiGrFQqtNY2BeZIptc73w2xuLg4EATBl5VKhbVajY1DAUfywXa2c9PT6PXo6+ub9d6PxXF80nuPKIpAUkg+0qk2O0KhUEgHQfB1pVJhvV5nvV7P12q17j2C+S8KhUK6UCh8UCwWS9VqlUtLS0GpVLq9JIDlo/pcLlcKw5D5fP7HgwcP3vKM1JaFrBWy2ewwyQmSvQAe2LZt2++3Ul/HXuLV2Lp166S1dsxaa+M4fvpW61tzAQAYGBg47r1/ynsfTU1NJdYjQ1u4cOFC1/+Rfoc73KHD/AVmJLOGQBfbTAAAAABJRU5ErkJggg==) 5 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2ElEQVRoge2YT2gcVRzHv+/NTmpKGkq6hFC6pdicpHjwVEsPIqWUiiI6SBH0EhU1AfHPzZYepIfisScpSy8tBZvWP8VL8eLBg1C8mINIYjckaTbMdtndTJLdee/9vh4606ax0kycTXLoBxbevDez7/ud3+/xfm+AjFQqld3T09O/Tk9PF7M+2w101gd839/ped6w53nPdkNQVjIb8DzvWG9v76Dv+292Q1BWClkf8Dzv1UKhAACH85eTnY2kUFQoFOD7/gtRFB3qhqgsbMTATc/z0Nvb27djx46XuqCpu1hrh0TkHu/zy+joKLda0xOJoqgnbZ89e5Ykf0oMzJMc2kptT6TVavVEUfTF8vLyQNpH8kM+5N2t1LcuVlZWrhhjfiDZDwAk95NM0+j62vtPnz69vdKq0+mMJWKvrTLx26o0ehCdVqsFa+3LW6f2McRxfHRVylwj2UPys1V9J9N7SR4TkYtbqfdfGGP2isj8KsFXSR4luZJcXwAAkkWSf5D8brO0rWsf8H3/LslPALSSrlMA9gO4nVwfIakBvAfgEIB63kJzgWRAspm89QWSM0nbkHw9WQ90zp3fLE2ZaiGl1DhJACgDGFzzP+8A2AkAIpKXvieSuZRQSo0DGMHDdEo5nCxuOOdyEbceMlejwH0TIgKSZa11f9LeKyJQSm3vCIyNjREAtNbj1tqRTqfTNsbAGANrLZxzcM5tnoOshGF4olarFQFgamoKURRdXV5eZhRFXFxc5NLSEpvN5sebpSdzBEg+JyLlMAz7Dx48CJIfxXH8s4ikb397p5CI3FZKvSYi5YWFhf5du3Y1ROS6iCD9kXylXq/3dUPwWjZi4C9jTF0pFZAsz8/P95P80VpbT6OgtT4J4FK9Xu/vguZHyGzAOVcTkb9FBFrrAMAFEamKyKRSCiQhIvA8L1BKlRuNRldNZDZQKpUsyfPW2laSLoEx5jiAK8kmB5IVkigUCoFSqry4uNg1E5kNAECpVBonOWKtbXmetxPAJRF5MTEEkmdI3lJKwff9wPO8crvd3p2zdgAbNAA8NGGMaXmeN0TyFAAkaVRVSn0tIi2tNXp6egLf9y9sy/Pz7OxsMDc316xWq6xWq6zVagzD8AQARFEUtNvttPh75OCTFxuOQMq+ffvGSY445xrpIgYwDAB9fX3jWuu0bhoCsC0+Rz6Wubm5r6rVKsMwZK1Wu1ev199Ix5IyfIXkB3nP+78jkEJyUSmV7gMDSqmLzWbzeeBBBfs+gFJe86XkaeBBCZGa0FqfWVpa6gcApdRl3D9H5EquBlITJP8kCa11oLUux3GcmqjkNV9KbgZERCe1UOycG3XO3UjOBwGAsrW2K5tZnhEoJVFoG2Mmko3u++R0FpAsi0juJroRAU2yp1gsNkRkxBhzwxgDkoG1NvdI5GkgPU7+TrIBAHv27KmLyOdxHN+N4xgiEhhjci0rco1Ap9MR59y5AwcORGn/wMBAxTn3aafTaaUm4jj+Mq958zRQEJHLw8PDt9aOFYvFb51zI+12uxXHMeI4fisMw1w+y+dpoOGcO/df44ODg+OpCQD7rbXH85o7FyYmJobXc9/s7GwwMzOzMjMz8023NXWNSqXy9p07d25OTk5u6LvUtmBqaurI5OTkM1ut4ylPecoW8w+hR5rHHD22HwAAAABJRU5ErkJggg==) 5 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRoge2YT2gcZRjGn+/PbJawNKRsSugmpMhCqKQiRaRepCAUBKFgwVNBFC+JlyB4kICh9NhD8W5A6EU9WYIgRTzl4MW/5FIxIayJhLCUpizJMvu97+MhMyH/iDX7zRZpfjDMzrDzvt8z7/POfN8Ap5xyyvMNydKzzG+7uZhkFcAHkcZyIroSAKAfwHWS5RiD6Tkkb3KHV5/VGLqtwEi2v5GfmJ6eZqfTOd9l3N5A8qusAj/lNlLVuoh81KsxdFuBrWz/MoCXAMAY84m1ttZl3KemWwHze+JcJ3kOwDvYae6e4A+eWFpaqpJs1uv1p7l+AcA6gGEA1wCcB1AheTbqKI/B7D1YWloqGWPuWGtfd86te+/XvfdPSqXSX0mStJIkWfTetwE0AbSNMesk7wG4uTeOqv7gnHuj5wIAYHl5+ay19n1r7a1yudzvnIP3HqVSCc45JEkC7Hh/C8AKgBcA7LvjnU7n9zRNPxSRVFVXQghtEWnNzMzI3NzcoZxRBeQ0Go1rzrmPnXNXvPeVvr4+JEmCJElg7dGtQxIiAlVFmqaqqlZEmqraVtUmyS1VfUTyT5K3a7Xao8IEAMDq6mq/c67qvT/vnKsmSVL13p9xzo065yrGmAljjFfVCQAVEYGIgCRUdXefb3vPi8ivJG/VarVvChPwb6gqrLVot9u3jDGf5nefZEtVb6tqm+RFVa2SPEeyTPJC9s44IyKPANwh+fnIyEjzJGM49BT6L+RWCiH8AuxYKNsCgC8GBwc38v9OTk7SGIPZ2dkhAGWSVWNMJXv0nnguFaWhNjc3z5H8zRgznAl4AuDi4ODg3zHiH0e3LzIAwMDAwIaqPgCQW6iSTbULJ4oAAFDV+yGE3EK2V1PsaAJILqjqOrDbG/+vCgwNDW2QfGDMTlsZYy7Ein0c0QRkzItI/vu9x48fF26j2AIawE4jG2MuG2MmIsc/RFQBJJsktwDAOWeNMVdixj+K2BXYAtDeDW7tu9vb24XaKLoAku18zmOMuQygUBvFttC+48xGL8bMcZDYFWhlfbB35jkcOcc+YldASbaB3SkFALw5OzvL4688OVFXRwCwtrY2771/y1qbL4BazrnXyuXyYuxcQHwLQVXtgUVMRUSuxs6TE10AySYAiMhWCKGVrdJuFGWj6AJEpGWMgYh8qapfhxDQ6XRemZ6evhQ7F1CMhda2t7efqOpdVb2fpilIVkIIV2PnAooR0BaR78bGxhZF5McQwrqIIIRwY3NzM3a6QgT8rKp3AWB0dHRDVR9kAspTU1OFPU6j8fDhw30fCpaXl99uNBpcWVm5V0S+rr5KHMX4+HjYe6yqC2maNgF8GzsXUICFDlKv1zdE5HsRaRURP3oFjkJVPwPwRy9ynXLK88Y/ljxRdxOTz2AAAAAASUVORK5CYII=) 5 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRoge2YT2gcZRjGn/edmW4IIc2fZVmTNvUUkIqQ4D0gUnLwIPjn4EHUg+K14EUPTc/Fk8ccxIMXKygo2FP1UCq0tWJoNK0glSaajqE1m2XZP/O+j4fMhjW2Jt2d2SjkB8vOfDPzfc/zfe/3zfcOcMgh/ef06dM8aA1dMz8/z62trRfjONaD1tI19Xr9fLPZPPWga5VKJeynlq56sVAojERR9I67H+ksr1arU6o6m420/dFtGCiAZ0Xk+c7CQqHwXBRFT/UuK0dIKsmr3OYqyZG0/BjJu2Z2rp96HnkERMQBXEpPnwbwanr8DICSqg5mpC0/SD5O8k46Cr+SLJH8LD3/up9aupoDInIbwAfp6RSAVwAU0/OB3mX1gXQU1tJe/5nk9+nx7+158Z+H5Gv8J3+4+2yj0Zg6aH17QnKI5A+7DLRardZ39Xr9jX5o6Gk7ICJVAO/vKg5VdZZkX1ajLPYznwC4CAAkkSQJzAzu/kQGde9JzwZEpA7gnJk1kyTpNFDc8+EMyGRHubW19VWSJJ+ThJm1DUxkUfdeZGJgeHhYkiQ512w2a+4OdwfJifv37+c+DzLb07darWtmdqM9CiQHSR7Z+8neyMzA6Ogo3H2DJNJfCcB0VvU/jEyTD3dfFxGQRBiGamYvALiyublZAjAMoCgiJZJFkjPpHmqd5Efj4+PXu2lTehG8tramIjKoqsMiUlbVt1T1TQBQVQCoiciPIjIlIkMiMhgEwc7z5HZq3Wg0Ene/6O4fuvuFcrn8Z88GlpaWEATBWBAEg6p6TFVLqjqW/s+IyJiqFkWkqKpDIjImIlBViAjax6qKIAgQhuFOOUm4e9Xda+5eNbMbZlY1s1V3/4LktXK5XN+PgYeGUBAEEyJyBsDLqjqyW9hukSJ/74v29bTHL7v7N6p6F0AsIvdEZEVEaiJSP3r0aHVf3f0A/jWElpeXB1T1lKq+LiLzYRgOpOJiVa2o6oaI/KKqqyJyR1UfU9V3O3s+iiKo6qeFQuGlbkV2baDN3NwcFxcXZ0SklIpeVdVqFEW1ycnJnfviOC4C+CkIgmI7bFIDt0XkZBiGtQMxsF/iOB7GtoGJ1EAtiiKPomhDRE6KSOYGsv44VSH5G4D2nNhQ1S9FJLdvRZkaKJVKABADO0tkmeR5ALeybqtN5pWS7DQQJklyG8B7ADIPHyAfAzfTdR6qqiSfXFhY+Db9HJM5mccmyUr7DWtmADB09uzZTBeLTjIfAXdfabVaVTNrujvM7GTWbXSSh4HEzC64e5xmZ7lmZnnMgSsA3jazVTNDkiS5ZmaZGzhx4kT9+PHjG+5+L00vJ9bX13PLzHJ7wZhZrKogOWBmA/i/LKNt3P1mml5eVtV97+8fldwMmFklDaGPJycnc3kHADmGkLvfajQaKyJyae+7uyfPEaiZ2Znp6emNvNoAchwBANdJdpWoH3LIIfvnLxZTW3rn7IF2AAAAAElFTkSuQmCC) 5 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRoge2ZwWsjVRzHv783kzYNbRqKiEiwSysiRRZZFrqIeCgKPXgQKd6KB/+A0kPxWumhyLJ42IPYvdmClwX3IB68CYsg7GlPiwfTbEJTwtKUtthkZt7356Ez2ezYupJ5A0X6gSGTN5Pf7/d9vzfv/d4EuOKKy0u9Xjd5+8jVgYh8UK/Xx/P0kZuAVqu14HneV57n5dpJuRg/ODi45nneN8aY/Wq1epSHjwTnAk5OTl71ff+HUql03ff9P13bT+O7NlgoFBZV9VYQBDDG/O7afhrnAnzff50kRAS+7++6tv8Pf64NGmPmRQTGmH0Rabq2n2ZoAarqi0iUagOAa7GAExE5yRrgyxjqIVbVVwDcVtVi6tJrAKoAICLtYrHY7XQ6b2eM8V8ZdhY6BLAA4NNU+ziAEgCISLPT6bwD4PPhw3s5wwpgfHynqgsD7bcAlEiCZMkYswkgnSWnDCVARAjgMc56fE1Vy/GlKgBYa0Fy0fO8jwFEF5hxQpaFbC/+XARwFwBIzpOEtRaqmkwQl1bAHVV9DAAkl8IwXIqiqBqGIeIhlMxKDSeRXsDQAkTkWRiGG71e71BVS1EU3bPWXrfWJhlIDroMOE2mWmh0dPR+FEWbQRDAWlux1o4kwZP9uC93NUpyKwzDB8nYHxw+sYhn2cO8mMwCyuXyobV2JYqivdTYT8h1NXaS3qmpqacknwyMexdm/xNOBLTb7TLJt87pfYhI4MLHRTipRkmWRaS/9xWR5DQSkbYLHxfhJAOq+oaqVgZ7X0QgIr7neZeymHsBVX0z6fVBEb7vwxiz1u12Ky78nIcrAfPxZ79NRKCqKBQKN33fvxcEQS5FnSsB1fMe4ATP85YKhcInLnylySyg0WiUVfVGEvzgNGqMAZ4Xc9+mSm8nuFiJx0lWrLVPVPXRwAwEkk+NMV/GXyt4sfR2ggsB76lqkeSKqj4Enj8LqhqQ/B7Ag/j2funtChcCKiTXpqenf1HVkaSciA/TarUOAXyBsw0QAHymqh9m9ZuQWYCq/qGqW/H5YDtIslKp+CJyAGADZ3vpIoCPsvpNyCxgfX3919nZ2b8AgGQ1CIJH1trduDptT05OdgFARO4D2Ix/5uyNdWYBOzs7/aeWZERyg2Q7Ka9TbAH4GcC7Wf0mON1skLyrqj+RHIkFmNXV1f64EpFDkitRFO0fHR05fyuYmeXlZa3VauO1Wq3RbDa10Wj8eN59p6en7x8fHztZmZ1mYHt7W0gakkZVYa3dO+++sbGxhxMTE10XPp2nMS4p/F6v1zTG3HZtP43zDXcURSWSRZJfz8zM7Lq2nyaPDEyJyG/xCpw7zjNAsklydW5uLtf/xq644or/CX8DFFw4i51wTasAAAAASUVORK5CYII=) 5 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEElEQVRoge2XT2hcVRTGv+/cRyglSUGCadMQZkzIQgLdFFwoQUI3grWmaje2WoqIK7GK1I1LcdFFBXHlxtZ/CxfutIsgtdSidtNAccKknQmZIZ2ENC1DKaGTez4Xzgu11DaZP6mL+W0evPs493c457x3H9ChQ4cOHTpsIcVisaXxrKXRNgDJg8VisbtV8bY0gVKp9BHJF7LZ7O1WxUxaFehhLC4ubosxvufun5jZa62MvSUVIHkqhPApyVUz+/NBz+RyuYZit70Cy8vLg5IOAQDJWwDu3LteKBQG3H2fu2/P5/NfjY6Orm4mftsTIDlhZk+4O0hO7dq1a6VUKm2XdNDdJyWNJ0nSV6vVPiO5ttn4WzEDz5CEJJjZD+VyOQHwhZkdNTNIQq1WmzOz74eHh/+XCQxIgqR5khdDCKcAHK1XBDHGgpkdyWQyD5yNR9HWIb558+YAyedIguQvkg6RfAcAQgiQVCB5JJPJXGx0j7ZWQNI+M+tbW1sDgKdIvkoyAYAY4xLJI0NDQw3LA+1voUkAIAkA4/UrYox3SJ7YvXt3U/IAwGYD/BcrKysDAKYB9Elav+/uK5KOkzwrKePuo+6+X1LV3S9J+inGWMlmsxsa6HYm8IaZnXb3+5fOA6i4+/OSngT+qVB90LG6unrL3acknchms4VH7dPOFjpQH16kkmkrpa9PAIgxolarLbj7uRhjmeQlABey2WxlI5u0LIHFxcUBkkNmNkLyAIAX01elmSGEgFQ8xrgA4JykMoA/SJ7fuXPnciP7NpxAqVRaFzazSQDjAPpSYUkgiRACAJQlnXf3deGenp6GhBtOYHZ2dpDkYAhhhOSkpHGS/xIGgLTnSSJJErj7N2Z2vLu7uyXC9/PIIZ6ZmekG8JaZHU+SZChthVQcACTNmVnFzPaaWXJPy5RJPtvT0zPfDvkNJQAAuVyuK4TwNMm9Zraf5JiZ/V4X/M3MLtePzAfTtunq6oKkM729vW+2S74hDh8+rEKhsP5LOD8/n5TL5S+vX7+uSqWipaUl3bhxQ9VqVdVq9eV2+zT1HSgWi9vN7PMQwrG0pcwMSZIghLBAcs+OHTva0vspTR3mJJ0EcCwdXEm3AaRDPdVueaCJBPL5/Lvu/nYqH2P8S9J37o4YI9z9x5ZZPoSGEsjlcu9LOkkyqZ/pV939Q0m9ZoYY44K7X2i17IPY1IfsypUrAPCSpA/MrCvGuCDpHMmvkyS57O6n62eas/39/W1vH2CTFRgbG4OkJXc/U6vVXpG0Z2Rk5PXh4eGz7r4vhNB39+7dKXf/uF3CTTM9PZ1MTEzo/vvXrl37uVAo/Do3NzfwOLyaIp/PD83Ozn579erVwcft0hAzMzPb8vl83+P26NChQ4cOHTpsNX8DsUbwJ4GAzLQAAAAASUVORK5CYII=) 5 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur77903 1.6666666666667s linear infinite forwards;
}
