@keyframes rwdcur27558 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQklEQVRYhb3VzW/TZgDH8V/tOI6dOiFxWWOHpBVdwxISmJaqmkbFW9tkEwOJadKq7TgNqRv7B9iF00YPO3JC01DRtEmIVuqKQB0MhNhQW2irUJWoJUC7iDgvTpw309aWswPSNKF1KKna5+LL83z98aPHNolNjMHBQZ/f7xdisVim0YZpM4BDhw59nkgkbAAGG20QjS48fvw4K4riCYqiDkYiEXbbAfv27XuHpmlfc3NzwG639207wOFwnKxUKgTHcbDb7f3bCohGo06O4z6uVquwWq3geT4SjUad2wZwOp1BkiS9uq6DoiiIouhrbm4+uG0AnuejJpMJmqaBJEkIggCn09m7LYBIJMLu3bv3BMMwqNVqYBgGbrcb/f39PeFwuO7Xum5AMBj0BQIBn81mg91uh8vlgs1mQ3t7+1t9fX3dWw4IBAJ9xWLRrGkaGIaB1+tFR0cHaJq2BAKBw/X26t4yXddnMpmMwTAMQRAEJicnQdM0pqenjUwmM1dvr+l1E8LhsCkYDHb39vb2JRKJuYWFhYlQKPSTy+X6iOM4VKtVhEIhWK3WkdOnT3/m9/vfdzgcXlVV7yqKsnDx4sXVugHHjh3bIQhCF8/zvQcOHOjhOO49WZaJRCJhABiRJOkHp9MZMAyDlyTJ8Hg8crlcvu/1er8ql8sDLMvCarWup1KpmcXFxYl0Ov3H+vr6/Zs3b+Y3BBw+fNjU2tp61O12H3O73Sd4nm8XBAEEQaBQKKCp6eVUSZIwPT39zfDw8Lf/Dp05c+bL/fv3n3/x4gUEQYCmaVAUBaVSCaurq6hWqyvpdPp6MpkcTafTU/fu3csDgGlgYKArGAx+smvXrh6O495lGAYsy6KzsxOiKKJUKuHOnTvw+/3o6OjA8vIylpaWuFefhGGYVp7nkc1moaoqwuEwRFEESZKo1WpYW1vzyrJ8KpPJnHr69OmzRCLxy6NHj0ZNFEURNE2Dpuk3zGYzLBYLAPxztdls8Hg8YNmXP7z19XWYzeb/PLyqqsJisUBVVcTjcSSTSVitVlAUBZIkUSgUkM/n9WKxKK2tremapplMly5dmgIwFY1Gv3O73V0ejycqCMKHO3bs8HEcB1mWUSwWkUqlMDs7i4cPH0JRlL9evfnOnTuzLpcL2WwWmqZBVVUkk0koigJFUYxcLrdYKBTGKpXKVYvFcvfy5cvGhocwGo06e3p6uo4cOfIBRVFHl5eXg7quE7lcTpdleeTJkyfnHQ7H27VazabrOmq1WsliscwHAoGvLRbLCVVViaamJv3x48dTkiTdLZfL1yqVysyNGzdKGx7CjUYkEmHdbndXKBTqyeVy95eWlm6HQqEf29raPmVZFqurq9i9ezeq1erwhQsXvuA47qDD4QgUCoUZr9f759mzZ43/678W8Oq4cuVKn6Zpv1mtVoiiiGKxCL/fj+vXrxvxePzk0NDQWD29uj/FDMO8SdM0dF1HpVKBz+dDa2sruru7CVEUA/X26gaMj4/HCIIwCIJArVZDuVzG+Pg4ksnkaiwW+33LAclkMiZJ0mPDMCDLMlKpFBiGAUVRC3NzczNbDhgbG6tUq9URkiRB0zQURcHz588xMjJy98GDB/qWAwAgnU5f7ezsBMuyIEkSsixDkqRrjbQaAiwuLi60tbWttLS0wDAM5HK5WKlUurNtgNHR0bwsy+N79uxBsVhENpu9PTExoW4bAADm5+d/NpvNRrlcNvL5/K+NdhoG3Lp1aw7AM1VV5+PxeEPbv+kxOTn5/blz54Y20yA3s7ilpSW3srLyaHZ29nmjjb8BoFM5eknciPsAAAAASUVORK5CYII=) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJElEQVRYhb2XT0gcVxzHv/t2dhzj7I7MrE5cspvRhEUWI2YnERsiSExdmggt6cEQKL2ELYH2lNxCiafm0EMJPeTizRAKKSaNFBNKQERtNaapIotEV9bVXf/s7OzEddzJOu701H8ptuxI/J3nfX6f931v3uM5sY/q6ekJBoPBurm5uQ27DGo/ApIkfVEoFCgA1+wyiN2BXV1dh0RRvCAIwhlZlm1PxLYAx3FnqqqqJJqmgw0NDW0HLnD06NFPCSGEoiimurq650AFIpEIHw6Hz/p8Png8HjAM09HV1XXIDsvW2tXW1jadOHFCqq6uRrFYhMfjaeJ5/jyAx+WybCVQX1/fYRgGstks3G43GIYBy7Lv22HZEmAY5r0XL15gdXUVNE2jtrYWDQ0NZ6PRaNmJlj0gEonwTqezSdd1OJ1OEELA8zxomm6kKKoNwOg7FQiFQk2hUOhIRUUFmpubYRgGAGB2dpZxuVwd5QqUvQTBYNDs7u4Gz/PY2NhAPp+HaZqQJAmvXr2aKpfn+L8PZFmmTp8+3RoKhc7ncrmZeDw+cuPGjX5BEC5kMhmsrKxAVVUsLy8PTExMXKMoqtHv99O6rs/19fWt2BK4cuVKta7roUAg8IEsyx3hcPjM0tISsSwLw8PDj5PJ5NeSJJ3iOK6mrq6upCjKOiFkvL29/ebg4OCliooKcBynmKY5u7S0NLK6ujqWy+Wmnj17pu4pIMsydezYsVZJkj4OBoOXdF0PMAxDBEFAIBCAruvgOA47Ozu4f//+zTt37nz1d9CtW7c+l2X523Q6DZqm4fF4kEgkUCwWwTAMHA5HMpPJPInH4w81TZt8+vSpCgDU5cuXT/n9/h6e58+yLNvqcrkIy7IQBAGSJKGlpeXPJqqqIhaLwTAM99szCQaDNTzPI5vN4uLFi6ipqQEAWJaFZDKJtbW1gKqq0ZMnT0ZVVU20trZ+Nz8//5D80VAUxdq6ujoiCAIqKyvhcDiwu7v7jyaZTAa6roMQ8q+/xzAMiKKIyspKmKb5V8QOB7xeLyzLQi6Xw+bmpqkoylo2mzVN06So/v7+SQCTkUjktt/vD8uy/ElbW9u5RCJxZGRkBNPT0wAAt9sNSZKQyWSwtbW1/LZAKBRa9fl8eP78OVKpFFwuF2ZmZqAoChRFgaZpi6qqfp9MJn8EMPrgwYPSnpswGo16KYpqKpVKnY2Njefcbncjz/O8pmmYn58fSKfTdwVBCG1vb3sIIcjlcps+n+8Xnue/PHz4cLeiKLAsy6QoajKfz48uLi7+lMlkfhsaGlL23IR7VW9vL3n58qVPFMVmwzC2C4XCVEdHR7+u6x9VVVXB6/VCVVVYlvVkdHT0M5Zlw6IoBtbX13/1+Xzjvb29pf/i/6/A23Xv3r0ur9c7lM1mCSEELMuiWCzCMAysra19eP369bJuxLJPQsMwWgzDIF6vF4QQFAoFbG1tQdM0LC8v0+Xyyr4LJiYmRo8fP17ieZ643W4YhoF4PI6dnR01kUiUfRSXnUAsFpvJ5/MLpVIJLpcLALC7uwun0zn76NGjxDsXGBsb26JpeqC+vh6dnZ1wOp0AgHQ6PVwuy5YAAGiaNiiKYonjOLS3t4NlWbhcrp8PTGBhYWHGNM0FAAgEAvB4PBuvX7+etcOyXUNDQ7dLpZJlWZZ19erVu3Y5tt8F09PTg2/evCnl83mkUqkfDlxgfHx8Jp1OJ+LxeCyVSo3Y5eyrBgYGvunr67MdP7DP1/HU1FS/w+HYF+N3x8IbTAZfpYwAAAAASUVORK5CYII=) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhb2XTWgUZxjH/zOzO/uRYTXLbrKd3WQnA8bskoQga5EQbdDW1Vrbogk1YOmhkKIUrx6Chx5sD8WTlJ4KQg5NCSoNFiRhaQgmSojRSLNGXbObDbpf2XU/5ms/mOmpoobW7gTzXN95f/ObZ5734XkpbCEGBwfbd+/e/d7KykpaL8OwFQGe57+WZdkG4IxeBql34/Hjx60ul+tTh8Nx4PDhw1a9HN0ZYBiml2GYdpvNRno8ng8BTOjh6M6A1+v9ymg0kgzDgGXZj/RydAkEg0E7x3F9VqsVBEHA7XZ/HgwGXdsm0Nra2tnd3c01NzfDZDLB5XJ5fD7fvu0U6CcIApqmgaZpiKKIpqamQ3pYVL0bBgcHyc7OzgvZbLbNaDSCoijIsgyWZekdO3b8cvfuXbUeXt2nwOFw9FAUdaBQKIBlWTAMA5/PB0VR2h89euQH8OCdCuzfv9/PMIyBJEmYzWYAwPPnz7G0tGStVqsH6hWouwZUVV09evQonE4narUaJEmCpmkIBAIQBCFSL4942wPDw8MGURTfd7vdvbVaLbyxsXHn4sWLo/F4/GNJkvDixQuUy2VEIpFrU1NTZ9ra2va4XC4ul8vNR6PR8PT0tFK3wNmzZ10mk6mH5/kPvF5vnyzLvaIokjzPIxQKTSQSiR95ng8IguBkGEYlSTI1Pz8/t2vXrpHGxsYTkiSBpulKQ0PDYiKRmFxbW5vd2NhYCIVCuX8V6O/vN3R1dR30+/3Huru7B4rFIkvTNLq6ukAQBNLpNKxWKxKJBK5evTpy6dKl718FjYyMfHv69OnLi4uL6O3thdFoxMzMDERRRKlUgiiK8Xw+fzOTyVyPx+O3pqenBQAwnDx5MtDS0vKF3W7v4zhuH8MwKJVKIAgCdrsdTqcTAOBwOAAAkUgE1WrV9OaXDAwMODs6OrC8vAyWZUHTNIaGhl6ur6+vt96+fXtYUZThQqEQ7uvrm1hbW7tO/tPPm5ubmywWCwCgUqmAIAhwHLfp9xiNRpDk5totFosAgIaGBqyurm5a1zQNlUoFtVoNBoOBAVDTNM1gGBsbmwcwHwwGf+A4bk9PT8+Xfr//YKFQ8CwsLMDr9YKmaUSjUTgcDuTzeWQymdSbL0ilUgkAkGUZ4XAY6XQa6+vrEAQBgiBAFMVkNpu9kUwmf9M07f74+PjGazXwagwNDTkaGxs7GYY5FAgEDrIs21EoFOy5XA7RaPRGOBz+juf5XlEUbaqqolwuF202252dO3deYFn2k0wmA1mWKxRFLRSLxVvPnj2bSqVSD0Kh0KbJ6a3HEAB56tQp1uPxdAuCoFQqlZUjR45cLhaLJyiKgtVqhSAIiMViN2dnZ79paWnpdLvd9qdPn66oqro4Pj7+n635/wi8FqOjo/0+n+/PWCwGADCbzVAUBU+ePAFJkp+dP3++rsGk7k4oSVJrJBKBzWYDRVHQNA3JZBLVahUA6Hp5dQs8fPgwUiqVVEEQUC6XoSgKZFlGtVrN3bt3b+GdC6yurj4wmUyRcrn8MgOqqsJisfw1NjYWe+cCExMTgtlsvsZxHNxuNyqVCiwWCzRNW6yXpUsAADKZzB8GgwFutxvt7e2QJAlLS0tT2yYQDofD5XI5DgB79+6FqqrpfD5f1xyw5bhy5cpPmUxG0zRNO3fu3M96ObrvBXNzc79ms1k1kUggHo//rpej+2a0vLx8P5lMxmRZViRJmtl2gdnZWeHx48cTJpPJPDk5KW27AADEYrFRgiC2xPgbVwhBwt8oiboAAAAASUVORK5CYII=) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJElEQVRYhb2XT0gcVxzHv/t2dhzj7I7MrE5cspvRhEUWI2YnERsiSExdmggt6cEQKL2ELYH2lNxCiafm0EMJPeTizRAKKSaNFBNKQERtNaapIotEV9bVXf/s7OzEddzJOu701H8ptuxI/J3nfX6f931v3uM5sY/q6ekJBoPBurm5uQ27DGo/ApIkfVEoFCgA1+wyiN2BXV1dh0RRvCAIwhlZlm1PxLYAx3FnqqqqJJqmgw0NDW0HLnD06NFPCSGEoiimurq650AFIpEIHw6Hz/p8Png8HjAM09HV1XXIDsvW2tXW1jadOHFCqq6uRrFYhMfjaeJ5/jyAx+WybCVQX1/fYRgGstks3G43GIYBy7Lv22HZEmAY5r0XL15gdXUVNE2jtrYWDQ0NZ6PRaNmJlj0gEonwTqezSdd1OJ1OEELA8zxomm6kKKoNwOg7FQiFQk2hUOhIRUUFmpubYRgGAGB2dpZxuVwd5QqUvQTBYNDs7u4Gz/PY2NhAPp+HaZqQJAmvXr2aKpfn+L8PZFmmTp8+3RoKhc7ncrmZeDw+cuPGjX5BEC5kMhmsrKxAVVUsLy8PTExMXKMoqtHv99O6rs/19fWt2BK4cuVKta7roUAg8IEsyx3hcPjM0tISsSwLw8PDj5PJ5NeSJJ3iOK6mrq6upCjKOiFkvL29/ebg4OCliooKcBynmKY5u7S0NLK6ujqWy+Wmnj17pu4pIMsydezYsVZJkj4OBoOXdF0PMAxDBEFAIBCAruvgOA47Ozu4f//+zTt37nz1d9CtW7c+l2X523Q6DZqm4fF4kEgkUCwWwTAMHA5HMpPJPInH4w81TZt8+vSpCgDU5cuXT/n9/h6e58+yLNvqcrkIy7IQBAGSJKGlpeXPJqqqIhaLwTAM99szCQaDNTzPI5vN4uLFi6ipqQEAWJaFZDKJtbW1gKqq0ZMnT0ZVVU20trZ+Nz8//5D80VAUxdq6ujoiCAIqKyvhcDiwu7v7jyaZTAa6roMQ8q+/xzAMiKKIyspKmKb5V8QOB7xeLyzLQi6Xw+bmpqkoylo2mzVN06So/v7+SQCTkUjktt/vD8uy/ElbW9u5RCJxZGRkBNPT0wAAt9sNSZKQyWSwtbW1/LZAKBRa9fl8eP78OVKpFFwuF2ZmZqAoChRFgaZpi6qqfp9MJn8EMPrgwYPSnpswGo16KYpqKpVKnY2Njefcbncjz/O8pmmYn58fSKfTdwVBCG1vb3sIIcjlcps+n+8Xnue/PHz4cLeiKLAsy6QoajKfz48uLi7+lMlkfhsaGlL23IR7VW9vL3n58qVPFMVmwzC2C4XCVEdHR7+u6x9VVVXB6/VCVVVYlvVkdHT0M5Zlw6IoBtbX13/1+Xzjvb29pf/i/6/A23Xv3r0ur9c7lM1mCSEELMuiWCzCMAysra19eP369bJuxLJPQsMwWgzDIF6vF4QQFAoFbG1tQdM0LC8v0+Xyyr4LJiYmRo8fP17ieZ643W4YhoF4PI6dnR01kUiUfRSXnUAsFpvJ5/MLpVIJLpcLALC7uwun0zn76NGjxDsXGBsb26JpeqC+vh6dnZ1wOp0AgHQ6PVwuy5YAAGiaNiiKYonjOLS3t4NlWbhcrp8PTGBhYWHGNM0FAAgEAvB4PBuvX7+etcOyXUNDQ7dLpZJlWZZ19erVu3Y5tt8F09PTg2/evCnl83mkUqkfDlxgfHx8Jp1OJ+LxeCyVSo3Y5eyrBgYGvunr67MdP7DP1/HU1FS/w+HYF+N3x8IbTAZfpYwAAAAASUVORK5CYII=) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYhb2XS2zTdhzHv06dJo47N07Sh5NAmhKlr4k3XSjTiLYplK1FTALEAYQmtNsugODKYdLu4zKVXZCqCaQKkEBMmzakjNKpa1NeWqtgHqZNSeImTY2dpHYezi6jmoomllT0d7Is/z7/j//vH7CGOHXqVPfp06cDa2GQa0nmOO5EpVKxAhivlWGoNXFwcNDidrsHOjo6Pt23b59t3QU4jttOUVQnSZLtjY2NH627QHNz8xe6rhtomobdbv9kXQVCoZCF47gBhmFgNBqxcePGg8eOHWtdNwGbzba9WCz6KIqCoigwmUzulpaWmlZDTQIMw+wvFAqGVCqFbDaLTCYDRVH2rovA4OCgpamp6YDRaEQ+n0e5XIbZbIbL5dq5LgJ2u307TdPdFEXBYDBA13WYzWZomtY5MDDgfOcCXq+3j2EYA0VRIAgCBEHA5XLB5/M5tmzZUnUvVC1AkmSE4zg9nU5DVVVUKhUQBAGTyYTOzs5CtTzi/3wUDAZb+/r6tqZSKV3TtEh/f//wwsLCZxaLBUajEdlsFul0+trMzMyXDMOEWlpa/Jqm3VlcXIxcunRJrVrg8OHDrTRNb2VZdq/H4wmIotjd1tbWXCwWIYrijfn5+e/a2toCLMtST548gaIootVq/cNut59dXl4+2tPTg3K5jPv374/Pzs7eKhaLYUVRIuFw+A2ZlcMoGAw2tLe393k8ns/9fv+hVCrlzOVyyGazMJlMoGkaXV1d4Hn+QCwW+/P8+fPf/hs0PDz8tdfrPRoOh+H3++Hz+bBt27bA06dPA48fP4YgCOMOh+NWuVwOLy0trciQx48f3+n3+084nc4Qy7J+kiRhNBrBMAwqlQoMBgMaGxvR0NAAh8MBAJicnHxv9Z/IstwkiiLcbjdYloXVaoXVakV3dzcSiQSeP38eEAQhoGkaJEmK7N69+2dBEG6SxWLRIMtynqKoUqlU0l/v7wzDwGKxwGAwrEy2UqmEWCyG5eXlN47x+vp6kCQJgiAgiiIcDgeSySRkWYamaSAIAh6PB+VyGYlEorlUKgEASV65cmUCwEQwGPzG6XQGWJbd7/V6ByRJ8m/YsAFutxu5XA7JZBJmsxmxWAyqqsZWCwiCkFJVFTRNQ5ZlTE5O4sWLFyiXyygUCsjn8wuZTCYci8V+mJ+ffzA6Opr+z0l48uRJm6qqO3fs2LE/FAp97PF43hdF0WA2mzE0NHTt4cOH33d1dXXLssz8kyIVi8UZj8dzliCIfrfbDU3TpEQiMfPy5cu7mUzmV0mSHt2+fXthdVtvXYabN2+29Pb29nZ0dGwVRfGv2dnZ8TNnzgzv2rXroCAI0DQNY2Nj4Hn+Bs/zX7W2tvbZbDZHNBr9zWg0zo2MjOhva6OquHDhwoeVVTE1NVW5evVq5dy5c4eq5VW9E8qyDFVVoSjKyrtNmzYhl8uB4zhftbyqL6XT09PR0dHR+NLSktPhcMBsNiMajUKSJF0QhIlqeVX3wOXLl9NNTU0TR44cgdfrBQBks1k0NDQ8KBQKd965AADcu3fvdwDwer3I5/NQFAWRSOTuxYsXS+siMDY2Fnn9nEwmoWma/urVq5u1sGoqTEiSjMbj8fji4qJTkiRomvbg2bNn4VpYdbUkTU1N5X0+3weapvWkUilIkjRy/fr1n2ph1VwXTE9PD5lMJp0gCD2Xy9XU/cAaasO5ublHuq4n6+vr05IkVT37X0dNQwAAPM/n9+zZ44rH4/zQ0NAvtXLWVB3zPP9jXV1dzcMIAH8D58RTY4i/wrgAAAAASUVORK5CYII=) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMklEQVRYhb2XX0xTVxzHv/S299J/tBVKL/amEUuwShWDaEwfJlk2yECNI5LwQNwDD5Nkr/NlmXEPLtmbC0+wN5NNExLi2MLQDQMTEYlZwVSo5Z/BhnZtg/1De3vPPb13Ty6LG9taYn+PJ+f3yef88ss55wfsIQYGBhovX77s3QtDu5dkh8PRz3FcFYCBUhmaUhPPnTtncDqd5w8ePPhOe3u7oewCdru9xW63N1osliO1tbXvlV3g0KFDH+p0Oo3ZbIbT6Xy/rAI9PT37BEG4WFFRAQBwOBwXuru7+bIJ8DzvZRjGpaoqtre3wXGcYLPZTpdNwOVydQCAJEmglEJRFAiCcKYsAu3t7QZK6flkMglZlqEoCmRZBsuyrWUR4Hm+UavVNlZXV4NhGGg0Gmg0GgDwXLp0af9bF3C73acMBgPLsiwAQFVVqKoKSZJq6urqiq5C0QJWqzV04sQJZDIZUEohyzJsNhsKhQKSySQplve/ruLOzk7+8OHD3ng8nn/27FlAEIRxQkgnpRQMw4AQApZlR9fW1mb7+/s76+rqPIVCYW51dfXpyMjIzr+xK/5psaenh3e73ccrKirOmM3m0wCOAKgFAFEUxyKRyNfNzc2nt7a29LlcDqlU6nej0TjrdDo/zeVyvQcOHEAmk1Hm5+cDoijekSTpLiEkODk5ub2rQFtbm+no0aM+j8fTJQjCxUKhsD8ajUKr1cJms4HjOFitVkQiEUxOTn42PDz85V9BQ0NDn3R0dAzevHkTfX19qK+vRzabxeLiImZmZpRAILAuiuJ3kiT9nMlknkxNTeUBQNvb29va1NT0UW1tbXt1dXUjy7LQaDRgGAZNTU1obm6GxWIBAKyuroIQApPJZH7zJFar1U4pRX19PSilAACj0Qifzwefz6d5/vx5w/j4+FVCyNV8Pj/v9Xp/efny5fdaAJp4PJ5jGEbLcRz0ej10Oh1YloWiKFhZWYHRaIROp4OqqlAUBYVC4W+9oygKksnkn3sAIBaLQZIkJJNJbG1tQRAESJKEV69e8YQQE8Mwldrbt2/PA5jv6Oj4iuf5VpfL1dHS0nK2UCg06vV6tLa2QpIkLCwswGQyIRKJgFK69qbAxMRE5PXN+PjxY0xPT2N5eRkcx8FsNkOn08XC4fBUOBz+JpFILDx48CCxaxP29/fvMxgMrSdPnvzA5/O963a7vdlsViNJEm7cuPHj0tLSFw0NDb58Pl+l1WphsVjSKysrc319fZ9vbm6e1ev1WF5ejmWz2VAqlbqbSqVmKKVLY2NjsV2bcLc4duyYwefznfJ6vcc3NjYCDMMsXbt2bTAWi3VvbGwgm81CFEUEAoEJSunHoih6bTabxu/3PxkdHY3+F7/oGBwcbCOEqH6/X93Z2VFfvHihBgIBdXFxUb1y5cqFYnlF/wnT6bQQDAZht9uxubkJjuOQTqfx6NEjKIrieusCuVxuiuf56PT0NM+yLKqqqkAIgdlsJuvr63PF8op+C65fvx6uqalZ6urqAsdxIIQgGo3CaDQGZFn+7a0LAMDc3Ny0Xq+Hx+MBIQSVlZWglM4MDw/Tsgjcv3//PgDYbDbIsgxZluH3+38qhcWUkuRwOHI6na4vl8uZ0+k0otHo09nZ2atra2tysaySKnDr1q1EMBicicfjYBgGqVRq6t69e7lSWCXPBcFgcEhVVZrP55VEIvFDqZySZ8NQKDQviuJmMpnciUajv5bKKbkCDx8+3IlEInfC4fDEyMhI0V+x17Gn6TgUCn3LMEzJhwCAPwDNHl/yClFqPAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhb2V0U9TVxzHv/fa20tLe29t5dJiqRMKTS1BAijG4MDAijJq3LJkZHvaeHK86T/g9rDEuNdlj8bNBxKMLCVLN4kLMkMyImoIbXECKVCx0tvW9p7Q9rb3dm+L0yzmlozf48n5fc7n/M7vnHMAe4hLly61er1ex9LS0k61DHovAufOnRtra2sb3wujaoFAIGAUBOECy7Lv+/1+474LdHV1dZpMplaO446ZTKbBfReor6//KJfL0RzHwWazfbCvAn6/38jz/IgsyzAYDKirq7t45swZ+74JWK3WzlKp5JZlGQDgcDicFovl1H4KnCeE0NlsFqVSCRzHgeO4gWpYB7QmBAIBY29v73d6vV6gaRqCIECv1wOA/uDBgzcikYiihae5Am63u9Pj8RzjeR48z8NqtUIQBPh8PrfFYnlPK0+zQF9f32lRFOlyuQxZlpHL5VBbWwuz2Wzy+XzDWnk6rQmJROKhoiiqLMu0IAjY3t4GIQQrKytqOp3+SyuPeteErq4uXUdHx8nu7u6Toiiuz8/PzwYCgRscx32sqipYloXJZAKAO9evX/+8ra1tpK6urvXFixezqVRqaXJykmgWGB4etvM838HzfF9jY2NvY2PjaYZh6J2dHcTj8WAul/uhvb39WKFQsG1ubqoMw6QYhnno8/nG4/H4qNvtBk3TaiwWW15cXAxms9k/KIp6ND09Lb651j9H4Pf7jU6ns9fpdH5ot9s/YVm2oaWlBQzDYHt7GxRFoaenBxzHXbh3796f4+Pj374OunXr1ld2u31UFEXYbDYAoCmKaud5vj2TySCdTm9ardbbqVTqN0LI/OzsLAEA3ejoaHdnZ+enDofDX19f3242m6HT6eByuSAIAgAgFArB4/GgqakJXq8X0WjU/OZOFEWppygKDQ0NKJfLcLlcaG5uhtFohKqqKJfLrkwmczmTyVxOJBKRgYGBYDgcntIBoBVFQalU0hFC1EKhQJvNZhgMBgBAsVhEbW0tJEkCAMTjcRSLxbeaN5FIwGq1QpZllEolSJIEiqKgqipomkalUkGlUkGhUCgXCgVCUVQZgE43MTGxMDExsdDf3/+1y+U6ZbFYzjscjhFZlls9Hg8URYEsy1hbW0M0GkUqlYKqqltvCtTU1CRZloVer0ehUEA8HserV69ACEE+n0cymVxPJpO3RVH8paam5sHk5KT6n004NDRkPX78eLvX6x04cuTIhd3d3bZ8Pk+nUqlyLBa7s7Gx8T3DMB0sy3IWiwVGozFXLBaXBUEYV1V1hOM4vV6vL6+uri5sbW09IITM7O7uPgmFQm814TuvYX9/v+no0aOdJ06c6N3Y2Hi4vr4+6/P5bpw9e/YznU4HQgiam5uxtrb249DQ0BdjY2O9HMd1ZLPZRy6Xa/7q1avqu9bQFDdv3hy8e/duZWdnp/J6XLt2Tbly5cpFrTzNT/Hhw4ebWlpaEI1G/zU+ODhINzU19Wjlaf4NWZZVXC7Xl8Vi8UA8HockSbh//z4oilKXl5e/mZubW9fC01yBly9frkYikZjZbAbDMDAYDKBpGul0+kkoFJrVytMsEAwGiSiKd2iahsVigSzLeP78OUKh0IPFxcXy/y4AAKurq7/k83lUKhU8e/YM2WxWzeVy09WwqhKQJClSqVQ2CSEQRRGiKD6JxWKz+yYwNTWVBvD7oUOHQAiBJElVlb9qAQAIh8M/OZ1OVVEUVZKkqsq/J4GZmZmFTCYTy+fzyysrK3P7LhAMBsnTp09/zufzv4bDYblajuaH6PWw2WxiMpmMPn78eLtaxt8OHVeoB0zN7QAAAABJRU5ErkJggg==) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhb2V0U9TVxzHv/fa20tLe29t5dJiqRMKTS1BAijG4MDAijJq3LJkZHvaeHK86T/g9rDEuNdlj8bNBxKMLCVLN4kLMkMyImoIbXECKVCx0tvW9p7Q9rb3dm+L0yzmlozf48n5fc7n/M7vnHMAe4hLly61er1ex9LS0k61DHovAufOnRtra2sb3wujaoFAIGAUBOECy7Lv+/1+474LdHV1dZpMplaO446ZTKbBfReor6//KJfL0RzHwWazfbCvAn6/38jz/IgsyzAYDKirq7t45swZ+74JWK3WzlKp5JZlGQDgcDicFovl1H4KnCeE0NlsFqVSCRzHgeO4gWpYB7QmBAIBY29v73d6vV6gaRqCIECv1wOA/uDBgzcikYiihae5Am63u9Pj8RzjeR48z8NqtUIQBPh8PrfFYnlPK0+zQF9f32lRFOlyuQxZlpHL5VBbWwuz2Wzy+XzDWnk6rQmJROKhoiiqLMu0IAjY3t4GIQQrKytqOp3+SyuPeteErq4uXUdHx8nu7u6Toiiuz8/PzwYCgRscx32sqipYloXJZAKAO9evX/+8ra1tpK6urvXFixezqVRqaXJykmgWGB4etvM838HzfF9jY2NvY2PjaYZh6J2dHcTj8WAul/uhvb39WKFQsG1ubqoMw6QYhnno8/nG4/H4qNvtBk3TaiwWW15cXAxms9k/KIp6ND09Lb651j9H4Pf7jU6ns9fpdH5ot9s/YVm2oaWlBQzDYHt7GxRFoaenBxzHXbh3796f4+Pj374OunXr1ld2u31UFEXYbDYAoCmKaud5vj2TySCdTm9ardbbqVTqN0LI/OzsLAEA3ejoaHdnZ+enDofDX19f3242m6HT6eByuSAIAgAgFArB4/GgqakJXq8X0WjU/OZOFEWppygKDQ0NKJfLcLlcaG5uhtFohKqqKJfLrkwmczmTyVxOJBKRgYGBYDgcntIBoBVFQalU0hFC1EKhQJvNZhgMBgBAsVhEbW0tJEkCAMTjcRSLxbeaN5FIwGq1QpZllEolSJIEiqKgqipomkalUkGlUkGhUCgXCgVCUVQZgE43MTGxMDExsdDf3/+1y+U6ZbFYzjscjhFZlls9Hg8URYEsy1hbW0M0GkUqlYKqqltvCtTU1CRZloVer0ehUEA8HserV69ACEE+n0cymVxPJpO3RVH8paam5sHk5KT6n004NDRkPX78eLvX6x04cuTIhd3d3bZ8Pk+nUqlyLBa7s7Gx8T3DMB0sy3IWiwVGozFXLBaXBUEYV1V1hOM4vV6vL6+uri5sbW09IITM7O7uPgmFQm814TuvYX9/v+no0aOdJ06c6N3Y2Hi4vr4+6/P5bpw9e/YznU4HQgiam5uxtrb249DQ0BdjY2O9HMd1ZLPZRy6Xa/7q1avqu9bQFDdv3hy8e/duZWdnp/J6XLt2Tbly5cpFrTzNT/Hhw4ebWlpaEI1G/zU+ODhINzU19Wjlaf4NWZZVXC7Xl8Vi8UA8HockSbh//z4oilKXl5e/mZubW9fC01yBly9frkYikZjZbAbDMDAYDKBpGul0+kkoFJrVytMsEAwGiSiKd2iahsVigSzLeP78OUKh0IPFxcXy/y4AAKurq7/k83lUKhU8e/YM2WxWzeVy09WwqhKQJClSqVQ2CSEQRRGiKD6JxWKz+yYwNTWVBvD7oUOHQAiBJElVlb9qAQAIh8M/OZ1OVVEUVZKkqsq/J4GZmZmFTCYTy+fzyysrK3P7LhAMBsnTp09/zufzv4bDYblajuaH6PWw2WxiMpmMPn78eLtaxt8OHVeoB0zN7QAAAABJRU5ErkJggg==) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27558 5.3333333333333s linear infinite forwards;
}
