@keyframes rwdcur51608 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcElEQVRYhe2Xf0iUdxzHX8/jaSbm3S71zjzkSM+yeQ7U2DUlGGw1wVLXwFizv5KrjYGMEUXsn0xG+0sQNmrcoBGsJbVqIBsFYaQ5yDMm5NmJWlnmKs/0/HX3+Hz3x/Oop57pKLZ/9oYvz/P9fvl+P+/n/fnxfL8AQm//CWQAXBBB5F8lI+lPgQt4X+/VLpkHICcn56Nt27Y1SpJES0tLhc/nu/S6iAhcCL6KaD8iMBBmXhHTwYMHhaIoIhwOi+rqagEkLbOfGdgBpK5kWF7Quxrx/hdQh4GfGEVCmM3mQHl5OTExMRgMBnbt2kVaWlrp4g1zc3PrSkpKnp88efL3srKyofz8/FOrEACYVaEIwZcIvkHgQXAKQSOCdsShQ4eEoihCURThdrujKZBbWVkpVFUVQgihqqo4cOCAAIqXM2pYMqICz4A1+mwKsA54AZffu0zIHQKgqakJYDRyqd1uL6+srESStNCRJIm9e/dy+/btqjt37txciYBEG4K3gedAIrAWmNJbEjze8hiPwwPOuRVi7g3o7+/3dnd3LzDQ3d2N3+9vXk4BOeroUyAAjAHjwGTEM0EnBCDgePujEPPpe+3GjRucPXuWwcFBGhsbuXjxIuPj48tmy4I0MxqNJrfbHcjLy+P6zet4ZA+kAxY0V6QAb6C5xMKcfse9j0JZxvh7H2etzwXYtGnTCYfD8Wlvb+8Pd+/erWWRq5YlsHPnzq/PnDlzxGKxcPr0adzNbsgA0nSD6/VmBExAEljCOWrx0+pQxv23QuZJw/AaYoNHSoq3qKoqL94/Gha4wOv1fu/xePD7/fT19UGQeTeMAxNobgihuWFaYlIeYSD+TzmQ1oeyQU4IyWHzt9duPVZmZlQWVlYTUYJ+CUOz2WxLTU196DP6IBbYCNh0FVKAZLQyk6QpEbMujo0TRcrm8e2h7KmtSsZMZihrbarqMsebzYkJht7eXmbrx+joKEajsa2jo6MEGFmiAMDw8PCAz+eT+ANQgAEgrH/9rAKTwLSmhBpWCMQMyM9iHxoC8lPDpDQZN6Yo8rVHLx4MDQ2xe/duLly4QEdHBz09Pezfv99VVFTUF9UFUTEBxKO5I6j3p3QCkyCmVEZiHzG4psvwxNBn6HnSGd/f1x8fEnKorKyM+vp6HA6HJrckUVNTQ2JiognIX4mARJv+dhUtBqaZT8dpXZkwKIYJ+UFcO7dmzhjWTmcox0qK46tyrJtDoRD5+flLNi4oKADIXp0CsxhDS6ZZJWZd8QSIBTUhJAc23pcbdrybMBMOxwJSQkJCj9frXbJVe3s7wL3VEJhX4aFueC4D0GIkDi2U9epLRGC3tLTsqampwe/3A6CqKvX19QSDwRHAC6vIU2bPCjLgQKsLKWg/2g1oGZE7Zzwa3nM6nVdlWWZsbAyTydTm9Xp3ohenJYsOHz78hdPp/LyxsXHPlStXZvXT/hEm4E20lEzVSVW91HgkTGgaKpGDS1xQWFh4bN++ffa8vLzPFkxIwAu0UjIabeUcPnS5XE/tdrsoKioaAz7Rx0cWG4+KqqqqHXV1dT9v3bp18WlGOy9EnpwWnR8zMjI82dnZ4vz588Ln84lLly4Jp9MpMjMzf13R8CqwEoF3bDabCAQCIhLBYFBkZWUJ4IPXS2LR16ekpHxXW1sroqGhoUHY7fbL0TZcfR1YAVartdBms0WdS09Px2q1ul4HAa0uRLk5dHZ2/tLa2hp1UWtrK11dXef+oa3oOHfunOfEiRPRLjDJFotFNDU1LZC/ublZJCcnC7R/6qujoKDAwPI3qO02m02UlpaKo0ePioqKCmG1Wl8agKspIMtBLLM+STfoBLqA34DhV7CzIon/8Ur4G2IUUkMgWS7vAAAAAElFTkSuQmCC) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSElEQVRYhd2WXUxTZxjHfz2UrrNKFTsUsOgoXWngAptpwJg44gfUeGFiYhxGRxauCTfjQtMQIZr4sV1scdFpXCYx2aZekcXhEJ06MX5Ng8GFrUGRr2SIfAmFlj67OKelhVrqdFuyf/LktO95z/P83//5P+95AUSL/wQKAIUQQeRfJaPTrkIhsFH7Vzfr/j8GJeaoBzgN6PEzQ5F9+/bV19TUfP2mCEQrANMqmIEpIIthykhBYNmyZbaGhgav3++ntLTUOjAw0BUn93xgdC4C+jCRmxqJZqAIWABYgGFS+B5wQld+l/fkyZOkpaWdjle8qqqqw263r+jo6Bg8cuTIorlIhCAUIhQhlCPsRfgMoR7hR4RmhAcIEt+sZrO54MKFCyIicv36dbHZbJviFY30gI6bQBB4BgwBY4BPCyNgAFqjys8iMjQ09Nu1a9cYHBzk4sWLeL3em4kSCNGAAeA5MAK8AMYjrvM0Qlr52rvdkzOI+I4dO2bdvXv3l8ePH38XGI5HIFabCauBDC0ygSXAO1osQvXHEsIOqr3XPZljNraX5SzOj5M3JmYp4HK5aPA0QD+qArFUmNDWFYAl487gA8t3wds997PqGn9+fKjxxkNFUaZIcEOLydRms4nX4lVXaWVaBYsWqUAKYNaRol8adA6VBJzDa33LfQ5fcl8wYEkyBivWvZ+hT0pS4tWJqQCA1+ud9sIIajePaauPCuEFz5SB5CfKM+NT/ahxyLjAmmaw2nIMQ2O+oIggIsRTI/ZOGOqIANAF+DUCkSQmgEkI+gM8T+pS+pOf6p8rf+rHdeOGkUBAaeoe6gwla2xspLy8XHbs2CEZGRkFiRCYxhhqC45GKOHTCIyD+IIMJnfT+9YjfZ++Q/9HX6vxccdj46Qokzqdjvnz59Pe3s6pU6c4ceIEJSUlvyZKQFUB4CdUA04QbUS/GgH9mNJpuEvL1Df6tyeyAnvda427nEtzAd2GDRvu79y5kxCZzMxMiHglMwmUrVy58tGqVavEZrP9EHVnBNX5ISVCr6IPSIbgvEnlefYT5YtNxfOm/P5kNOPdunXrkzNnziAijI6O0t3dDRGmDP9wOBy/GI3GNdXV1WRlZdHS0sKhQ4fo7+9XzwsLASdqR1hQu2Ix6sYU6v6XuL2wsHC/0+nc4/f7+5qbm909PT33Z8752OVyycTEhESitbVVLBaLsAphDcJHCB6EzxG+RbiK8PD1DjEKQFFR0WGPx4PBYIi6mZ+fj9vthtuon+Y+pr0wATwJr/5vH1wUgIGBgdTs7OyYE8LjOtQPlB7VC3P3T+IEjEZj2507d2JO0MY/DHfEVe3aDuwKU4vEPIfDsX/Lli3PnE7np6h75pz4IDMzUzo7O6M8cPbsWVm+fLmgnm7U88JqhD2aF2a/e4Pb7Zb6+nrp7e2Vc+fOyfr160PPx0dqauoei8UilZWVcvjwYdm2bZtYrVYBVmtT3lu3bp3k5eVJXl6eFBcXC5AzI03pgQMHohZx9OhRMZlMZYmoAJALVKenp9cDFUzLt9DhcMjly5fDiZuamiQ3N1ci5rBixYo958+fjyJw6dIlKSgoOJ4ogZgwm83VdXV1MhM1NTViMpmqIqbmb9++XYLBoIiIBINBqaioEGDNy3In5GW73e52uVyzxl0uF3a7fWPE0MO2trYDmzdv5uDBg2zdupV79+59BdxIcK2xYTabq2tra2cp4PF4xGQyVcZ4JBXYBKS9VuEIpDgcDmlqagoXb2xsDHlgbofHwavsYDnFxcW/9/b2IiKkp6dPXrlyxfCKOd4IjFr8P/AXIeeBBIPbdOQAAAAASUVORK5CYII=) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur51608 1.8666666666667s linear infinite forwards;
}
