@keyframes rwdcur104030 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 18, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIaklEQVRYhe1WfUyTaRL/vS22QMFCaRWIxS4iLHd6Kt4eUbMfWY+LktVE0By67Hpa748zbtzdrKtG4+4JFxbXXXNwidGTDd6RnIKLEmvkQ9GgUlgW/ChCYaGU8taqBUrpx760fTv3h+l7uBZdL/fnTTLJPG9m5jcz78zzDIOXpIKCglfXrl37Tmpq6nKFQhHDMAw4jgs8fPjQfPXq1SaFQtF84MAB7mX9PpcqKyvx1VdHCwwGw93x8XHieT4sT01Nkclkcl6+fLl8y5YtiSH7hIQESVRUlGbJkiVZWzZv+W1xcfGWuDi58meB5+fna3bt2tUwMjIyI3C4QL799tuxvLy89wFgeVbWrwwGg9Pr9VIgEKAHDx7wkZGRCgCImAl43759mjfeeGNPIBAoiI6OVsyaNQs+nw8SieSFQbtcLixevFiRn59/evv27b/v7e29LJfLfVKpFAAwMTFh4jhufEYHO3bsSB0aGhpzOBxCVoFAgAKBwM+qgM/nE+Senh56/PixcPb7/aTX6/8ZwgpbgcLCd/+iVCoVNpsNlZWViIyMxKpVq5CZmQmGYZ7SDQQCiIj4j5tgMAiO49Da2gqDwYCCggIkJCQAAO7fv999586deo/HMzxj9ocOHXp7bGyMb2tro+XLl5NUKhW4pKSE3G43Ta/M6OioIDscDvruu+9ow4YNgs1HH31ELpeLOjs7SafTnQcAiUQSHRb86NGjS61W6yODwUBlZWVPgYe4q6uLBgcHBFCz2Uw8z5PNZiOXy0Xbtm17xiYnJ4euXbtGk5OTpNPpDoYFP3Xq1G/sdrvD4/HQuXM1pFAowgZQU1NDVqtV6Pbu7m7ieZ5YliWn00mxsbFh7T7//HMaGBggjuOopaWl5CnwzZs3v2o2m50ul4sOHToU1kGIS0tLye/3C6B1dXVCc/X39z/X9vXXX6e+vj7iOI4qKir2CQE0Nzdf4nmeampqnusglEmo/I2NjZSXlycE1N3d/UL79957j1wuFw0PD/u1Wm0qduzQpo6OjpLdbqe33nqLEhMTSaVSzejg2LFjxPM8ud1uMhqN5HQ6qb+/n3ief2EFQqzT6UIJlIqWLl22Mj4+HlarFXl5eTh58iROnDgx45QsXLgQAMAAePDgAY4dOwaFQgEAmDt3LmJiYsLaFRYW4ubNm8jJyRHGNjk5+W2RVCqNAYCYmBhkZmbCYDCgq6trxgAWLVoEAJBGRuLgwYMoKSnB4OAgQj60Wm1Yu/7+fthsNsjlcqSlpQEAiChG1NXZaeF5HlKpFNnZ2eA4DmfO/Cusk/3790OtVgtn05AJAODz+YRvmzZtCmv7/fcdqK6uhlarFa5zv99vEefm5lrT0tJ2JyYmSgAgNTUV8fHxiIuLQ09PDxgRg5UrViI9PR2fffYZgsEgIiMjwXEcTp36O9avX4+MjAykpqZicnISKSkpICLExcXh8ePH4DgOKpUKe/bswWuv/Rpr1+ZCJBJBKpWivb39bwwA1NfXl69cuXKXTCYDAHi9XhiNRoyNjUIikcLv90OtViMx8ckLK5fL0dvbi9OnT2P16tVgWRbbtm3D1NQUnE4nZDIZGhoaoFQqMT4+jujoaLzyyitIS0sDwzAIBoMwmUzeoqIitRgA3G53+4IFC/6kVqulABD6JUqlEmKxGBqNBnPmzIHZbEZKSgq8Xi8iIiKwbNkyqFQqZGRkQCaTged5BINBjI2NISsrCx6PBxqNBmq1GrNnz0ZUVBQAYHx8HFevXj1YVFR0JQIAsrOzI1pbW2dnZGRAoVBAKpVCpVKBYRgolUr09PRAr9dj/fr1AICJiQkoFAqoVCrhH7Msi6SkJMTHx2NkZASDg4NYsWIFoqOfXPuhR8zv96OjowN1dXVBABADwJo1a+LXrVv38bx58wTlyclJjI6OgmVZEBHefPNNiEQiAEBsbCwYhoFIJALDMCAiyOVyiMViAE/GcdasWbh//z4YhsHU1BSioqIgEokgFosxf/58PLTZ2pqamq4LGRiNxsFHjx4Jt9p0drlcVFVVRVeuXBF2gulv/nR5eHiYKioqyGQyhd0VnE4nuVwuKisrWwMAolAADQ0Ne+12O2w221PjY7Va3ZcuXSpubGzMbGpqmj88POwbGBjA7t27YTQawfM8Pv30U9TW1oKIcPbs2QPXrl2bf/HixT/29vaagsGg4Mvn88FsNqO1tbXF4/E0PjOrFRUV7xsMBrvVaiWj0fijXq8vLywsTJyuo9frHSzL0sKFC6mtTU8cx5E8Tk61tbU0MTFBGzfm/y6ku3/fvkid7uInQ0NDIw6HgywWCzU3N1/auXOnsJA+tRFptdp/lJaWVkVERHyYn5//5cDAwEhVVdXD6Tpms7nI4XC86/F4ss6cOYu2tnZwP3JgWXayq6urOiFBeS+kW/LFFxyAo998883X7e3taXFxcd7S0lJ2uj9xSJDJZPNEIpEvOzt7lVarrUxKSopIT0/PSUlJEel0OqFZoqKi7CqVapnRaPzlggULIJVK0dfXh6ysLLu+Tf/n48ePd/+0snV1ddTZ2Tl269atyWfKHqIjR45s7+jo6LRYLM5Qw/zwww+PcnNzNdP1rl+/3nT79m3aunUrDQ0N0YjFQnv37qX6+nq6e/cuHf3yyzkzgjyPqqqqPp7erSzLuj744IOsn+rV1tZ+4na7qaWlhbxeL7EsS7du3SK73U737t3rfFlcoQdiY2PjQ3IwGER1dfXX5eXlzzyLN27cKJPJZEs0Gk2e3++Pjo2NRXJyMiwWS9eF8+e3vmwAAjU3N/81tNn29fU5L1y40CCRSBJn0t+5c+fsc+fO7WhsbPywuLj4F/81cIgOHz688ciRI39ITkpKf2fdO6IXW/yf/jf0b6DWerJPOKZGAAAAAElFTkSuQmCC) 15 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH10lEQVRYhcVXe0yT7RX/va1SLh+WlhbQUMQC49sXEkVBPzFe4h+LopIIaIi3KYRkysjMsuFgRkhYGCRDoiyT+AEJKt9IUAwGFMvFKQmXajCsiBWhFGi5SC+WFujt7dkf+2hkFrxky05ykud53nN+5/I85znPy+ALKS0t7dvExMTDUql0m0Ag+IZhGFitVuf09LS6vb29NTAwsCMvL8/6pbir0q1bt1BaWpqmUCj6DQYDsSzrkW02G6lUKtOjR4/KT506FfJfMZ6SkhKenZ39eGJiYkXDnhxpaGjQp6SknPkUPrPSh9zc3PDdu3f/nmXZNB8fH2FMTAz4fD68vLw+6bTRaITBYMDz588REBDwUKVS3cjOzm767KgzMzOlo6OjeqPR6I7K6XSS0+n8rAzY7Xb3eHFxkfR6PTU2NhZ6ssX1tHj16tW/RUZGxs/MzODOnTvo7++Hj48PRCIRGGZ50pxOJzgcjntORFhcXMTTp08hk8lgsVgQFhYGsVj8vd1u/1EulxtXjT4/P3+/Xq9ne3p6KC4ujng8npuLi4vJYrHQh5nR6XTusdFoJLlcTkePHl2mV1NTQxqNhtrb2++vary0tHSLVqudUSgUVF5evgxkifv6+mhkZMRtVK1WE8uyNDU1RRaLhc6dO/eRTkxMDHV2dtLc3Bw1NTVd9mi8srJy++zsrHF+fp7u3r1LQqHQowP19fWk1Wrdez0wMEAsy5JWqyWTyUT+/v4e9QoKCmhkZISsVis9e/bsz8uMnzhx4lu1Wm0ym8105coVjwBLXFJSQg6Hw220sbGRWJYlh8NBQ0NDq+ru2bOH3rx5Q1arlaqqqv7gdqCjo6OZZVmqr69fUdnPz4+CgoKooKDAnX6ZTEbJycluhwYGBojH45Gvr++KOKdPnyaz2Uzj4+OOjIwMKTIzM6U6nY5mZ2dp3759Kyreu3eP7t+/T2VlZcSyLFksFlIqlWQymWhoaIhYlqWhoSFKTk6mt2/f0o4dO1bEam5uXgqghLN58+YEgUAArVaL5OTkFQ9oXV0dKioqEBUVBQBgGAaTk5MoKyuDUCgEAAQHB6OzsxM3b95Ef3//ilhc7r+rf8OGDfvxww8//IplWRoeHqa2tjbatm3bqvu4dOqdTiclJCQQj8ej3t5e97bk5OSsqp+amkrDw8PEsiwpFIrXnJcvX46zLAtvb29s374diYmJkEgkHj3Pzc1d9m10dBQAYLfb3WvHjx/3qMvhcHDs2DFkZWWBx+MBABwOxzg3MTFRGxkZ+ZuQkBAvIkJERAQEAgH4fD4GBwfBMAwSEhIQHR2N/Px8uFwueHt7w2q1orKyEklJSYiOjoZUKsXc3BzCwsIAAHw+H+/evYPVaoVYLEZOTg7i4uJw8OBBMAwDHo8HuVz+VwYAWlpaynft2vVrX19fAMDCwgKUSiX0ej28vLzgdDohkUgQEhICIgKfz4dSqURNTQ32798PrVaLs2fPwmazwWQywc/PD48fP4ZIJILBYICvry+kUikiIiLAMAxcLhdUKtVCYWGhhPuTwV6pVHpeIpHwAGBpSwIDA8HlchEeHo6goCCo1WqEhYVhYWEBXC4XsbGxEIvFiI6Ohp+fH1iWhcvlgl6vx9atWzE/P4/w8HBIJBL4+/vDx8cHAGAwGNDR0XG5sLCwbQ0AxMfHr+nq6loXHR0NoVAIHo8HHo8HhmEgFosxODiI7u5uJCUlAQBMJhMEAgHEYrG7OU1MTGD9+vUQCASYmJjAyMgIdu7cCT8/PxCRW87hcODFixdobGx0AT91wwMHDgiOHDny29DQUHeJzc3NQafTQaPRwOVyYe/eve6u5+/vDw6H454TEdatW+cur+DgYHh5eeHVq1dgGAY2mw0+Pj7gcDjgcrnYuHEjpqamelpbW//hPqVKpXJkZmbGfat9yGazmWpra6mtrc1jz/9wPD4+TtXV1aRSqTy+FUwmE5nNZrp+/foBAHA3cplMdkmn02F6enpZ+UxOTlqam5v/JJPJft7a2rpRrVbbh4eHcfHiRSiVSrAsi0uXLqGhoQFEhLq6uj92dHRsbGpqynz9+rXK5XK5sex2O9RqNbq6up7ZbDbZR7VaVVV1RqFQzE5OTtLY2Ji+u7u7/MyZM8sel93d3UaNRkNRUVHU09NDVquV+Hw+NTQ00Pv37yk1NfUXS7J5eXneTU1NvxsdHZ0wGo00Pj5OT548ac7KyhItyaz5EDwjI+NWSUnJnfn5+aDw8PB36enpLvwHqdXqQoPBkKHT6b6rq6tDT08PrFYr1Gq1va+v75ZIJPrnkmxRUZEVwF+qq6uvyuXyyICAgIXi4mLNR5F/KbW3t5eIxeJlV+yNGzemvgaL82mRj8lkMm2Ym5tbtmaz2YT/Uwdqa2s558+f/14ul8NsNv8MAAQCATZt2gQAcLlcXtnZ2aFFRUVBaWlpkV/jjEdqaWlZdk7q6+v/3tbWRocPH6aBgQEaGxujCxcuUG1tLTU3N89cu3YtYEm2t7f3k/ifzMDDhw8TPpyLRCLLli1bcOjQIYSGhmLt2rWIjY1FfHw8oqKiOCzLLizJtra2BqWnp3/3WZF+LmVmZm5QKBRTCwsLxLIsGQwGcjgcpNVq2du3b5/4UrwVf81Wo8uXL/vOzMwknjx58pdCofCbBw8etGo0mjsVFRXjX4P3f6V/AT5TUKeF1dxJAAAAAElFTkSuQmCC) 15 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHuUlEQVRYhcVXfUyT3RX/Pa1SCsXS0goKrVhgfTVExQGZGCXRvAsfk0QwSvya2hCzMDJdtjgYERMWB8nQIBP9AzD4sRFRFgxOKR9OjMCqYrSo1UBpS8uH9sO2tPTr6d0fvjT2FVHe7N1OcpJ773PO73fOee6953koLFIKCwu/ycnJ+YVEIvkpj8fjUBQFl8vlm5qa0vT09HRFRUX1lpWVuRaLu6BcvnwZNTU1hUql8pnZbCY0Tc+rbrebqNVq6507d+r2798f818hLygoiC8pKekcHx//LPF8gbS1tZkKCgoOfgmf+tyD0tLS+C1btvyepulCNpvNT05OBpfLRUhIyBeDtlgsMJvNePToESIjI/+pVqsvlJSUdHx11kVFRZKxsTGTxWIJZOXz+YjP5/uqCng8nsB4dnaWmEwm0t7eXjkfF3O+xTNnztQnJiamTU9P4+rVq3j27BnYbDYEAgEoKrhoPp8PDAYjMCeEYHZ2Fvfv34dcLsfMzAzEYjGEQuHPPB7P3xQKhWXB7CsqKraZTCZ6cHCQpKamEhaLFdCqqioyMzNDPq6M0WgMjC0WC1EoFGTnzp1Bfs3NzUSv15Oenp5/LEheU1OzwWAwTCuVSlJXVxcEMqdDQ0NkdHQ0QKrRaAhN02RycpLMzMyQw4cPf+KTnJxMHjx4QGw2G+no6Cifl7yhoSH93bt3FofDQW7cuEH4fP68AbS2thKDwRB418PDw4SmaWIwGIjVaiURERHz+p06dYqMjo4Sl8tF+vr6/hxEvnfv3m80Go3VbreTkydPzgswp9XV1cTr9QZI29vbCU3TxOv1kjdv3izou3XrVvL69WvicrlIY2PjHwIB9Pb23qZpmrS2ti4IMJfJXPnlcjnJz88PBDQ8PPxF/wMHDhC73U50Op1XJpNJGEVFRZJ169blmM1mnD9/fsE9AgBcLhcAMDs7C7FYjEuXLmFsbAwAvuqOuH79Ovr6+hAbG7tkz549Rxnr16/P4PF4MBgMyM/PR0ZGBo4fP/5ZgKSkJAAARVGYmJjA2bNnwefzAQDR0dHgcDjz+qWnp6OwsBAAwGR+OP0rV67ctoTFYnEAgMPhYO3atQCA3NxcrFmzBkePHgUhJAgoOTkZAMBisVBeXo4nT54gOzsbqamp4HA4kMlkqK2tDfLZvn07zp8/D61WC4fDgcTERAAAIYTDePr0qY6maYSGhiI9PR1GoxEPHz5EZmYm6uvrg4BKS0shEokC87nSezyewNru3buDfIRCIerr6zEyMgKFQoHi4mKwWCwAgNfr1TFzcnIMiYmJv4mJiQkhhCAhIQHPnz+HWq3GzZs3odVqkZGRAalUioqKCvj9foSGhsLlcqGhoQF5eXmQSqWQSCSw2WwQi8UAPuyVt2/fwmKxIDY2Fi6XC1FRUcjOzgZFUWCxWFAoFH+lAODu3bt1mzdv/nVYWBgAwOl0QqVSwWQyISQkBD6fDyKRCDExMSCEgMvlQqVSobm5Gdu2bYPBYMChQ4fgdrthtVoRHh6Ozs5OCAQCmM1mhIWFQSKRICEhARRFwe/3Q61WOysrK0XM7wj/LZFIfiUSiVgAMPdKoqKiwGQyER8fj+XLl0Oj0UAsFsPpdILJZCIlJQVCoRBSqRTh4eGgaRp+vx8mkwkbN26Ew+FAfHw8RCIRIiIiwGazAQBmsxm9vb3llZWV3UsAIC0tbUl/f/8yqVQKPp8PFosFFosFiqIgFArx8uVLDAwMIC8vDwBgtVrB4/EgFAoDzWl8fBwrVqwAj8fD+Pg4RkdHsWnTJoSHh4MQErDzer14/Pgx2tvb/cB33TArK4u3Y8eO38bFxQH4cMRsNhuMRiP0ej38fj8yMzMDXS8iIgIMBiMwJ4Rg2bJlgeMVHR2NkJAQvHjxAhRFwe12g81mg8FggMlkYtWqVZicnBzs6ur6V2C3qlSq0enp6cCt9rHa7XZy7do10t3dPW/P/3is0+lIU1MTUavV834rWK1WYrfbyblz57IAINDI5XL5CaPRiKmpqaBjNDExMXP79u0/yeXyNV1dXas0Go1nZGQEx44dg0qlAk3TOHHiBNra2kAIQUtLyx97e3tXdXR0FL169Urt9/sDWB6PBxqNBv39/X1ut1uO70tjY+NBpVL5bmJigmi1WtPAwEDdwYMHgz4uBwYGLHq9niQlJZHBwUHicrkIl8slbW1t5P3792TXrl0/n7MtKysL7ejo+N3Y2Ni4xWIhOp2O3Lt373ZxcbFgzmbJx+AymexydXX1VYfDsTw+Pv7tkSNH/PieaDSaSrPZLDMajWtbWlowODgIl8sFjUbjGRoauiwQCJ7P2Z4+fdoF4C9NTU1nFApFYmRkpLOqqkr/SeaLlZ6enmqhUBjU5S5cuDD5Q7AYXzb5VKxW60qbzRa05na7+f+TABQKBex2+08AgMfjYfXq1QAAv98fUlJSEvejB6DVav8eGxub/u2336K7uxudnZ2QyWSIjo5GVlbWk9ra2sgfNQCBQDCzYcMG5ObmIi4uDkuXLkVKSgrS0tKQlJTEoGnauVjMRUlRUdFKpVI56XQ6CU3TxGw2E6/XSwwGA33lypW9i8X77K/ZQlJeXh42PT2ds2/fvl/y+XzOrVu3uvR6/dWLFy/qfgje/1X+A8Z33/1muNAqAAAAAElFTkSuQmCC) 15 18, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur104030 1.6666666666667s linear infinite forwards;
}
