@keyframes rwdcur72730 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2WXWgcVRiGn/nbmdnZ3UmyMakkSlrojTSlWgiJtN4UCkVpJQhCL6qCpRR6U6UppZU09EKqtiAEqiAURRR/UOtNL8QbG9pQCZbQBiRoQy3WlOxmZ7OTmdn5OV5ZCMkaZGeLF/3uzsB33ue8fOc9A4/qIdfY9d1iZPx18c9afVjC4xfeFM72y8xNJLQPTD/4LrVa+LP3Dogga1LpmmW+DrnnFjjVO/1At2UOfH/0VeFoNn7iUg0CAjJ0blIJr+wBWujAxL7dwsnbVNsLOIpFSRcktoTSlyXM1Rnde36FZmoOfDB8QfQ4GYLKHIES4cmCv9SQ+HETPa/jBjKqEq3qSw1g/vY1ykqGZ7L9+IlPyfVIegxQbPwgJDHyjL18eJXjcloAo798Im1Vn8VV2nE9i+ViJwW2kfhFwqiIHxhr9ilpAXw7fFVI9BDPOwTFEFPtxycDlkpAO+dGXlpz3lJx4OKhj0Wvp6NXfeptMsVwkMBvQxEmamwTYzfsTQXAvx3we+wQ7spjKpspKRph6HLTu0Yc5Th/erDhbUsFYG75PpNPTFG5WabmLeHKEce+G5RqNZ8787P/2ptaDhzfeUaU75YpmSHfzIy3PGFTq/9MOvzUEVH0NDp6Ozh75a2mT7ruBgf3fykW3d/4+tIJ6f0XpkXH/QrShoSpx34m82vA2YlTTUGsO4RPdm8mlzN498VJYSUqOTNP25YOBv/YTl+2qxnt9QHeOD0pFLXGFnMITbMoxiFePIv24xKbFBtjo95aAAWHSHGIJQ/dqFDSJslUEoKCwV0z4LUPX2l6BhpG8dHxi0JNHMRynawEFWmWfDkha6ho7j32/bA3lavW0AFD99HUErJRosoNsqUFLNPFiheZjq4y9vQB0ai3aYDRL8aErJYx9ADiEnJtiaLlY8gVNGmBfnuI7o1Daeiv/T8gmw5WnCG+t4wRCYoFCTOuoCdV9Nhh16UzqSXdKoC3Pz8utK5bRPWIrLmBgqqiLVhYYczzn36VesSuAoh3Xsb5qZPuDNi6jh577H/no5Zl+4qNRyYGxOL1An07/sSe2sORw+da/qisdODGVnp33OHkwIwEM63WflT/j/obvCUwpFl787EAAAAASUVORK5CYII=) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhe2VW2gcVRzGf3Pbnd3Za26b1Ni0USFKxGJVsEEfFOyL9EHpQ2y1orUiWMXWF9FSSrUvmj5IQQgoWk3rBRqfFBGLKI1Qq1asMdBLbLVxs91sJpuZ2dmdnT0+WazJtoSdLQj93s7hfOf8/vzP+Q5c01XWCweeE4NfDoh/xurVOnjPoYdEXnU4/dd3xFedvjjfdICRtx8VDjHOiAkcSyKz1mZ4RUFqOsCh3ZtFqaZhOSo5f4ZqOEN7Swhx5G5g/OK6wAEOP/KA8FoM8r6C7SnMXPAppeNEpA5sJcfQhtekf68PDODggx8K3Z/EMr/FkcO4FZepqo5/fRItLPD8ODEzscAXGMAPhc/onrK4ZVk/jlpjzvKQetvRRAzP9vG9GHuef1r6r08OCuCNsf3SrcZduHIbxWoLfmYFmWo/SilNxU3gmcaiPiUogK/WfyrC0X7suRLWcuh2VmOpGkQ05itJhl59eEH1EFAL3n32HZH+cxmcm6drsIfWowmyoRAhLPAV9Fq0rjeQFpTOzlLJzjJxk4z7TQrPNpilyIncj8iVFnbvvWPR6gMDqJ5yGLvuDHIKtEmbfNRlyycDku26HJ/7+bLeumRL1abBnSL1/TwlT2L47FBg+zZdSybd0rNdRDSBeWec9w7uarjSK27wzKYR4eeyDH++Xfp43XHRPWFxbsBjqjiBNp5n6287GoK44iVclbwNQ9cZXn9EtDk63kqDmglrzvei3lj/eQUCsGPbMVELFejvuJ00CTTDRr/XpO9kjVBnmkhPumGAywaRq12gRA2Ioig+44mfyIzGaVveR1mb4vF9TzR8B+pG8bZdHwg1XEBxy0SBrPoretYm7peQs5Pc//XmQJ5a3RZoKZuQXsSPzDKtnkCZ/p2EWkCv5fnFPsqLax4T9bxL0aIt2PnR68IrzyFbJp4loZgWyQ4TnDJutUhP8h4yykpgf3MArNQpjHwHXnmGmFBo65LRNZ10vohWq3LfgZcCS7oFAK+MvCwk/w9K4iQJSaa1vRWjUCUi+6zdNxp4xC4AyA2MIo91ko4IOuN9RDHZsPX9pmX7JQAbx1vE9BcGN3SFiFejPPXkW03/VC4B8M/fTG98NXvXvfn/+c2uqVH9DeRNNjpfDc2eAAAAAElFTkSuQmCC) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe2VXWhbZRjHf6cnyclJ0qRJ+l3D2lRRLM7WSSvMzTtBlOGkMgSRCYqCiErBj4GIeqOtUy+8ULwTHTjK9MILcX5Aq8iKkq5bh52aFdvYJm3TfJzk5CQ55/VGhdJ0ZeZkIOx/d17O8z6/93me9//CNV1l7Z9/XYyenBD/fDuuVuInPnxSpFoDlL/c4PaNbib/XpcanfiZTx8U2aIbr9ZJU07GHY0w8dBT/+ZtWAVOnDoqylqIWCFFT7qNZIsbR1+QM4Niy3+2A5z+6l6h5xQShoKVNAgardw0uB8ru4YoKsxc9+iWqtsGMPXZXqGYXgqajiUruJIlllacaH4v8QuXkNQQUqR5W5xtAN9NOeGixm0HPGimxfqyhuXbQ58ZIVk0qEoOxu8f3TZzTXYBvPLOz9KQt4PKooy+qoOznVvL/bQUVeSij45VuWZc7dX/oB+fvkf4lBK5tQJF1x5GckMge3B6AwStDh5763DNG2dLCyZfe1hI+QzWLw5E+E72ZQO4qhKVZheqqdImBXeMtaUFiUWD0vzNuF0aUW2OQFZCNyrEknECZpCR8eEd/cYWAH1phV+Vc2i+dhy5IUqZJMNfPCsVsnlm1xcvG2ubEx4/cKPIrvRh6EXeTEw13GFt0xWTvtBzUCiqh0DXJcamF+o+6a4bfPTICZFIxHjpmwnp/B1jwnJ5yHTFWCibbGh5Xjz9fV0Quw7hYGsv3kAzM/e9K9wtHVT9MXxaihuMW1AjXfXk3h3gzPMzIitvMtQRRVWcZAOCuG8vpbIP98AFenqVugEua0R/iE1UWcclyjhVwZxnnvDGAk39CqJkMjrxceNm4PjYJ0KT81xvOnBXDX4T5wmJOOGKwJG2OHTya1uu2o4tSHaamB6NjEfnrOt3qKRQO1WcvSaxQpJXn9sndoq9EtU8xbHPJwVLOXx6mnQxhS+XJtJfIdydxy8yeC0dQy5w8PBc3VWoOQNWOY8UKhMN9FGeXaatS6Eckmky85h+lZG7v7XN6bYBDC+/JzKzm1RXNzm3chGte51eRzsupcChB07ZbrHbAO6alijFU8h+k0R4jYDH4OiRtxvm7Vs2fuPYuJgO/4krqtC+nuWDx99v+KOypQI/DUpkBsL8MPDy/+c1u6Z69RcSh0JgchesCwAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2VX2gcVRjFf3d2J/tnZjf7L401bTRtNYpiXBWhPlSwRFukb1LUh9aXQqlgkSiRIK1FKQQsRaEIPpQ+iErRBx/EiD4VMaDUtNAYg9k0TZva/Nmd2d2Z2d3M7F6fLIRkW0pmiw89b/cO3z1nzv2+c+Ee7jL6csNy6N0P5X/r4N0iPvbJMfl91uKhMwsQSd/cF60mPnh2r3QcjXJAQzMi8EgPX7x46CZvyxz47LsD0inpTFcW0JeiWPeFsJ7ppq6upPTdgZFfX5BGvpNSUcM1dfJFQe9jOxiVJsmywgf79q/g9M2BkW+flbobxLM9VGmj1lRuXC/jtXWSm5pFExqNjbFVdb4JmJjKY/6hk31uIzVXMD9box5NkJEZ8mWXeiDA8ddfWeW44peAtwdzoq8jCdMe1cIy0UaKJ63NJGsJ0tUk9SW5Zp1vDpx/c7dsYJGrmHiil6yzjWVFJaRF0BoJDn+6e81+88WBr4ffkOEHS7iGoFF/mKcKHilLEA1G0NQUHY1E01pfBBSuLDE32gGijcft62ilp3GNAmNzUyTtADtObG86bb4IKF02uSpslJCHl1eQ5R/J/vSRKLp1JvOzt6z1LQdO7HpUGtcErl1k+PJcyxPWN9yx0sGeLqlq7SQ3SQZGJtb9p7c94Oy+03Jq4U+GRj4W4zuflzVFstytMG6qLDoV3vvhl3WJuG0T9qa7aVcDjPW/L0XsJYLpBo1akM1SI97TfLx8EXBuYFQaWp1s1zbUZAo7fp5L2v0gl+navkjqgcy6BdwyCRcVk7Br4nkVPF0yEQ/S7kyiJmNUZ+K8eurMunsg0OzDO2+dlqKtjBQeslFmUs0R1ueJyzBFCTtP/ezLqDW9gkBGkA8bGCGTC/pVHKVAONUGW4JcXDQ4Obx17dflDrHmFRz58hvp/WMSkipL1jxBxaazL0Soo0Ii4tDfqWGpISDXGgGKZ2NvCfCE6GZyfIZ0JoYbsnCFRlWz2NV/zrekWyVgz++fywtuCWV6BvdGFbHJRFc2EIgJXtvzle8Ru0pAu+HBX7PYyRpWxiEacRnYe7Jl2b7i4KEjx+UVmefvfoWXx3SOHj7a8kdlpQOVOpcObuDi1kHxW6uZ7+H/gn8Bm/46a11lFZ8AAAAASUVORK5CYII=) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhe2VTYgbZRjHf0kmM5lk8rGZkhRr15WqtVSK2rJYFu3BUkWFHmyhh6V4kYVVRGgt2otaUbRa8OBFhCKCICt+HaqIUVhkqZS6aqm2q0a32W11153NTCYzSSaTvF5UWLIfaGYXhP5v8/G8/98873+eF65qjTU4XBDb942Kv6+ltTK++4WPxGbb4PsLPzFwrcLXf90Prbbx3vfeFvpUjVxtnsZsk2j8Oo4/P/iP76p1YHBkSGS99VQsk4xvIjkKMX0jn13aueC9wAH2nxoSLdEkXu2lbc6QLjeR/RiamqZUzjL2xqYFXQ8MoL+wR6CZlM0SmpvDq/yCPCe4betdXJ6YJuxKZAh31AUGoBZMtGgLtb9OxCsTNVSyUh63dA65oZJuJzjyyn0dmetE+o8affFM6M4d69A9SFdckmhsuylMMlYj2RBk4hOL1gX2Fzzx1b1CkeZI/5YgWenl5ht8WlYcZ0YnZsOe4eOLegWyBUfeeUjcGLJIeVmajRwbb6mTCoNblYgkQHFbS9YGsgWxGQfJaeLIVdZvqtFOGrjzMH5mFl2KsHPoxJKdDgRgvmww+asgUe2jWa9juRUGdr0bqpoeF769vGxtYBk49Ow9omrY1MJXeOvVyVWfsIHpX5MefLxPqO1r0PQkJ57+tOsvXXGBkWMHRdExeOqlU6EPz+8Qip2n0kjzQ9HCmKrx2jNfdAWxYgi33LoBLSMzNrpfpOMporEYjjZJ3/Uhsj16N94rA5x+/ZAw/Ba39+eIZyFs6/xeVEl4Gn4iSj2f6Bpg2UFktyLUHUhoPk1X4uLPEnaqhCU7NPwwLx/4oOsMRJZ6MPLcYXFltoe2WsOPSBTGBZekacoK5J0kx3Z3H0BYZgtMdzO2EsKuq5z7sY1NFSsVx5Dhy7Nz7HqyXyxV2zXA0cMfCzMs4Skq8d5tzPtVmrpGQ+7BjMb44/4Itd2ZIPwXz4BJm1Tcx/YqfHNxHNZpyKk8YblIT6uXwh2fBDbpOgAGHi6KXGaMas3Cy0SwshtIybO44RLvP3Ay8BHbCZA7jWVMoeSimFKeclrlzQcfWbXZvmDhxx49Kb6bbrB1i8JEUufzo3vX9lDZvm9UDA4XAkn3Vf1v9CeWMjQhfW9tDQAAAABJRU5ErkJggg==) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhe2VTWgcZRjHfzsfOzO7k524yW7aVKgk1oKVTbWSCh78wIOiiELFFkVyEfEWqdYail8HtbF+XMWDHqxUKcWDB1HaorWIQWkb6kdstQbTJrupm9ns7MzO7sy8HkQhJNsgO1sQ+txmeJ/3/3uf53n/L1yJyxw/3HpEfLztLfHPt3K5hPc98a4YLJl81jjKwnAIB//+n+i08DMPfSSyuksq4+BIZQb0PDtef/Jf3Y5VYOSpQyJrOSTO1nByZXKLBoPKdWz+Nr9kXewA945+IbSkh+bW8OUqUd8C3SoYOR1XXOTqiR1Lqh4bQGH0K5Hu1fDcGpoXUbdcVG+e24cKTF/4GT+6QNrJL8uLDUCdP4qTgdSam4g8Bye4yHo/ZLI6iSVHKFrAA2Ojy2ZOigvg+/0vJPpuvgZ5XRNP88grTcIhE7c7gq46s/lwxTw5LoB7vjkm6mYvtWqR9YGNvzWNjE9ahajHZ8+D+1a8cbG04NH3DwobFSX6iX5Rxt+SJUi6dDUVQkPgaq3PGUsL/Mo5Iv8kjt6LM7CGigW+V6N4YorQChgffq2l38QCMOuVEWcq5J0ai4qDXYdPh3clKjWH8umzl8yNzQk3vvGyCCtn8Pwm5/ce6LjDxhb/mXTds9uFoanI1gamdj7f9klX3WDkw8fEH9MNDj93IHHL6fdEMmqQsS3CqWmqf9p8vfvVtiBWHcLsDddipU3umxgX3TpkApOSmSaxwWKtkW1HG1jFB3ZN7BaiotB340ZKRop0BRLn5nD7G0jaZjRrprMAqYWQejNAJBMYqkCatJnqyaNJg4SiyQcj29qegZYWtXf/TqEXJSpCQoo0lBMuMyKLZllI9Vk+v+v+WK5ayxlYW5KhqpOyJeRTDqVAxfANwvMqxe9+Z8sjL4lWuW0DfDL2tgg8BUKdQleBxUDGdHuR5kzEXBozeTfN3B1x6K88A41IRqv20xA2x+d/ROvOIRdTVFMShhty5JWtsTndMoCZ4cPipF1iLihTy+gkS1mkLoWaqnFoPJ6+XxLg2G2/8Fu9hClnMed7KPsp3nzx4Y55+5KN94yPiau+lBlIXs+veYen33m844/KkgoUJnJssofYdPzO/89rdiXajb8AVMg5fWxZCUAAAAAASUVORK5CYII=) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2VW2gcZRzFf7Nz2Z2Zze4m2SxJikWjRE1qQaXQhIoPgpf6VqwQRSr4ZFVoEQl5SCgNxUuRVvAChQpF0AeLBkTfBMGQFsVaNGtMCTW92bi7bfaS3dm5fj5ZKckadGcDQs/bDPP/nzOH850PbmGDkR0aFZPjY+KvZ2WjiI8eeFsMf3ydz7uz3LcQufFeajXxsWc/EWqsRmwxR++ODF1fzzMw/dYN3pY5MLbnCxFpL1Er2iCWMTSX+HfnOXf/Ckz//V3oDux5fFqo8TJmchk9UYSgSEJ1uFNdQTJUnh5/4ybO0Bx44vkToiL3cPGCTadr4zoOlWqe3i5Bol2lZmq0Beqqucgau/4Tzp/J4V05jbKphpO2qLfliKcC5HSUCnVKSsBTLx1c5XhoAuZ/ek2K3TOAk3awdItkvwnD92J3xih2CsqyveacHJaA3Z+dEnZPmtKFP+g0XeSHB/CjYCgeQTLg0O7JNfMWigMvTH4kCvMxqgWLTBqs4W14qSiqKiObKl7CbzgbioBLFQv99mV6+lwKg1sx7lAoO4LS999iJU2ODI01PG2hCHDEEoncLNW8TEou4Po2Xz64XaqXCywtXPzH2dB6YPDFN0XE/h0R85l9/92WN2xo+NdKt+x9WUh1mSDaS/aD0ab/dN0FI58eEdbcHFMTx6SdZ88IZ7FMpBSho3iWpctFvjk80ZSIdUPYfddmYok0T/5wWqhylKKfxuzyKWe2oEndzXAD69wF+0+9LvRSleS2h5A0icJvHulslqsdm9ErJn1temsFKGUZ33NxTR+laKPP/MzlmkF7v05Hb53ju55rOgMNq/jgh/uEtxIg1SNIQkOaWyS/pKJoccSlZb7a/1goR61hBhJ+lNQ1iei1OszMUTpXRbd0tIJG/ddfuHvrYdFotmkBJ9+bEEkvQhsx/ILNSjFCrJJBK+h4VwyUTdvpeyATBv/aGQiuOxg1l6uuhudqZMwUlq+hqlFMJcqJ4ztCa7pVAqZe2Stum5FZwMDoMTCCNPmUguEleOfkztArdpWA/h/j5B/pI5jOkZTacd0oh46OtKzbb1o8NbJLzNYDHs0OMvNMB/sOvLqxl8rk+JjIDo2Gku5b+N/gT3qAMT2UechIAAAAAElFTkSuQmCC) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2V72sbdRzHX/cjvVxyTbIua+g6FtutTNicrYMiDi2OiYqiPpiT4VBRhn/A0Lk9UPSBsup8KiKIiPUXY/hgiD83FcdccXSTKtTpZrbEmi51yeWSu0vu7usjhdLGIrkMhH2eHXef7/v1fd/3+/7AtbrK9eOJrWLiwx3i72f1agm/8eyTIn3dHJ+cbDDfGAUOAyB1WviDRx8U9UwUK5XA9GSyQ1F273r5H92OOXDksbeE1eNTqx7nz2AVqaTJQJ/K8PCpBd+FDvD5PUeFrfnUtIuUXJl6fB1yykVJraLkCdYMTi5wPTSATzd/I/y4hmfXCLR5TCfG75FL3HLrOmbyeQquxer44j8eGsCxyHF+tuC22E14gUvOKhHLBkzlqkiKR0P1ePyB8UUEclgAB08/J3VnRsgpTWZtm0gvuPqN1IMUjpGgqWxasi80B566+6TwaxJFt0Bqg6Dij2Fgohsafk+aQzvvXPLGheLAS7sPC12R+EUNEAOCkrsF240jKTq+lETyV7TsDQXgglvgh8AhakVpWoNUaklcz6ZYnMLXk4zvGm2ZN6EA5GdtNHEOvdeiaKrYJYejE6NSpVKjdGX6X3tDS8LtGw6Ji34F13bJFQ52PGFDq/9Mmu3fJzRdY62S5IuZvW3vdNkFHnnlXVH4PseX7++Xxm6eFqIrYCBRxvFnqFbn+fjbZ9qCWPYQpldsIpmMc+/Dk0JPR8kkPOw5A1caYk2f3o728gBPvzcpFLtCJjOCpuok4xUixnkcw2GzHGVA6+8sgFCuoIgKwrfRtRpp7TTSBYn1noztC/a/s6PtM6C0erF34m0hVy7hmQpyI8Bwp1DzMWJajHnZ5rXPtody1Vo6EPGniVomMbmMZp+lOQd9uk7Wj1AtTrFvy/OiVW/bAG9+dEAYnoqOyki2m8CUucFIMyRrXC/i7DHuYlvz9jD0l56GciOgX5OYdUx++u5XVmu9JJQ6cjWNqte549i20JJuEUD+/Kg4c6bMH5c9usoJemp51O61aDWF+47cH3rELgL46tQYuXMOCVVhpXyZWMPloVef6Fi2L1j4wIvjYmXX1wz2dFH6rZc9L7ze8aGywIGN6ycZ7i+zceuJ/880u1bt1l9kvDc+siPIoAAAAABJRU5ErkJggg==) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72730 1.0666666666667s linear infinite forwards;
}
