@keyframes rwdcur220641 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtklEQVRYhe2WTWhUVxiGn3Pm3DM314nOJMMYQ+wkgzamLXVTWqRgoJQuRGihC38WFqS0BTGIddE20BCCZFFECIJuWqiLbgot6qKUuggoDYKoKLWMIiQ40RAybcZO7syde+eeLjIzbX7UqCl04QPf5nLO977fd37ugVVkYGBAAvVYEWKVtKXneX2RSKQXaDHG/OH7/gXHcUaAsBarz8DAgPQ871C1Wv3zVzNmjocnzKfh5+Z4eMLcNTkThqFfLBYPA5on6MpKkUEQ/HjX5Mzu8APTFb68ILaG20wdz/POATagliR5WvFSqXTofmTqvb1mP5e4DEAzMXroppkY74t3G4O11jvz+Xzfcgaeit7eXhWGof9ReLBR8TfmtHkUQRAUgNhDk2YyGRzHkU1NTaqpqUmtXbtWJpPJZasvFouH75pcQ/y4OfFI8Tr379//AnAWJANIJpPMzMzoUqnUUSqVtpdKpQ7Xde25uTm9efPmxeOl1ro3x2Tj4372rahzzc3Nb7J4GdavX08kEtFCiK8SiUR+y5YtZt26dX8B+4AOpZStlKrvFQXoSqVywRhjvjc/mDFzaUXVG2PM3NzcGNCSTqfthoFUKiWFEO2JRCLf399vxsbGTH9/vwF+Bz4RQrQopezOzs76FLtcLp9bseq/mJ2d/RlIMn8iatlsWwPbe3p6zNWrVxuDh4aGzIYNG3ygTwiRcRzHTiQSEmB6evqzpzGQzWYHlxgQQmjgrcUGcrmcGRoaMsAdoE9K2aK1rk9MBkFQeBLxMAz9aDTaCbQsMBCJRDTw9mIDdY4dO2bS6bQPHAE22bbtXLx4cef4+PiXT2Lgxo0bR23b7gDWMn8zzqO1fqSBqakpMzIyYoQQE8ARpVQSSAFthULhp5WIz8zM/AJkHMdpY/4u+OckRKPRZZdgMSMjI6arq6veidcsR3YAbdlsdjAMQ3+5Ob7vF65duzYMbALagXit/Y0buO7ksVfyrl270FqrAwcOHKxWq7bvhqelJeju7j4JfH3z5s2PU6nU65ZlxX3fn52cnLy8devWb4EKUK5FBQgWJK6dgocuwWJOnTplNm7c6AN7gXYpZUttZ7cDL9Q2WgboBDpqyxVn/gZ89p/Rjh072LZtmwLesG3brlXlAkWg6HleEXhQiyLgptPpevVL3gWqWq0+VtTzPFzXxXVdbt26xb179wDy5XI5jEajQRAEQbVaDRYVJJlvdzgxMREsl3dFBmZnZ7l+/TpnzpxhYmKCbDYb3rlzJweMAq5lWYHneQ8VeBz1NVnSmlwux+joKEePHi3fvn17ulqtXgHGgd+AK0qpnDHGXW7uExmwLAvP8xZ8dF2X4eFhzp49W8nlct8BF4CbwAMpZVEIUZZSukqpSrFYfLb3nuM4Csi0trYWBgcHzfnz582ePXsMcAn4EHhRStkhpYxLKWOWZdlaa5VKpZ5Jt0E8HpdKqZiU8mRra2shk8lUHce5C+wGXgJSQohYLBZTiURCrppwnXQ6jW3bSgjRArwKvAO8IqVstywrrrXWbW1tq/6irSMAurq6mJyctH3f10IIBaC1rqxZs6YCVPL5/H+lv5Dm5maptVbRaFRK+Z8V/Zzn/L/4GxIlt8S5OxjXAAAAAElFTkSuQmCC) 3 9, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCklEQVRYhe2WT2hbVxaHv3d19fT0LMmSrDhORokl0ZRkUrJxIWTRNpShA6HbQNNFC6WrEELpFGZaymCPMS6UUDCFelNCN92kUJK2zCJZBAI1w0ADznhCIgf85yXEJepIsvJi6end00UsZ/yvblIXuugHd3Mf5/5+59x73z2wTYgIg4ODClCAEhFEZOXbZljbpK+CIDitlHoByIrID+12+4rjOGOAWR7bz+DgoAqC4C1jzP++lQn51HwmfzHvykfmY/lWJsQYE/i+/zZg87Ay24oKw/DLefHkFfO6FM3BdeM585LMiyetVusrwBkYGNBrF3nSLVCtVuutaDR65nn5Mx63AUiSoJtuatRYpAFAnj/wtfUFphr+NZPJjAFLT6j5iKNHj2pjTFCVqhwyh6VoDso/5AOpSlU6fCqfSdEclEPmsNSkLmEY1oDUpouWSiVc11XxeFzH43GdSqVULpfbMHvf99/uCM3JvPxHpmQj5mR+lamFhYX3AHfdirlcjlQqZVuWtRd4EShord14PG7v27dvlTiggyA4v6HiFty/f/+bdVXYuXMnkUjEtizrw0wmU9m/f790d3cvAq8Bea21o7XunGAN2EEQXHkSA77vT6RSqWyhUHBWMhIRZYzJpdPpN06ePJk9e/Ysp06dSgDvAi+HYegCdqFQAGgDyhhT3fyEbE4QBPV6va5mZmYeTTqOYwPPHzhwQK5evbridnh4WHbt2hUApy3LKrmu62QyGQVw7969vz1JBcrl8lAikcgBKxXAsiwbeHGtAc/zZHh4WIBbwGmlVNa27U5gLgzD2uOIG2MCx3EKyWQym8/nHxmIRCI28Ke1BjqcOXNG+vv7A+Ad4CnHcdyJiYmX5+bm/v44Bqampkbi8Xh++RDaKwZs2/5JA3fv3pWxsTGxLGsWeEdrnQN6gb56vf7PnyNeqVQuxmKxUldXV9+OHTsSy4f5IbFYbMMtWMvY2JgUi8VOJZ5N9XTlgb5yuTxkjAk2imm327XJycnRWCz2FLAbSOfzeef48eNqrYFNK9BhYWFBxsfHJRKJzALvA3tV1OoD+oC9169fH6lUKhdrtdq/K5XKxWvXro3atr0fKC2LZ3n4E9L8/8O0fAu2NNBhfHxc9uzZEyilXgV2K6WyQG5ZZK/jOIVl0QKQX96uNOAODAxoWdMbPPYTeezYMY4cOaKNMYfj8bgDtAA/m802UqlUY2lpqQHUk8lkHWgAfqFQWAJapVLJWNbq90+HYbilaLPZxPd9fN/n5s2b3LlzB6Dy4MEDE4vF2u12u53NZtvT09MrCXV3d7O4uGgAMzMz0wY4d+7curW3NFCtVpmcnOT8+fPMzs5y48YNc+vWLQ+4DPjRaLTdbDbb09PTq+I8z9syMXh0Hda1TJ7ncfnyZUZGRpbK5fL3YRh+B8wAU8B3WmtPRPyNYh8HHY1GaTabqyZ932d0dJQLFy60PM/7HLgC/BeoK6UalmUtKaV8rXWr0Wj8sn7PdV0NlHp6empDQ0Ny6dIlOXHihAD/At4EnlZK5ZVSaaVUIhqNOrZt697e3l+ku0I6nVZa64RS6pOenp5aqVQKXdedB14B/gj0WpaVSCQSOpPJqG0T7tDf34/jONqyrCxwCHgJeEYptTsajaZt27b7+vq2vaPtYAEUi0Vu377tBEFgW5alAWzbbnV1dbWAVqVS+bX0V5NMJpVt2zoWiymlfrWkf+d3flv8CFBb9bIiveSGAAAAAElFTkSuQmCC) 3 9, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhe2WT2hb2RWHv3t19fT0/CRLsuI4qRLLYlKSthSKCyWUtmEoswizKgQmXbRQugohDEOg7VCKjTFelDBgBupNGrKZTaAlKaWLZBEIjBkKE3BIQyIH7IzyxwG1lqy8WHrv3dNFJCV24ubPeKCL+eBu7uPe3++ce+67B7YJEWFiYkIDGtAigoj0v22F2iZ9HYbhCa31T4CCiPw7iqIrruvOArY7tp+JiQkdhuH71tr/fCrzctqelY/sx/KR/Vg+lXmx1oZBEHwAODzJzLai4zj+q4jISfuhjNlvPzd+ZN+RL6QmnU7nb4A7Pj5uNm/ypkegO53O+8lk8lSDBt+THwKQwWeQQRo0WKMFQIlv8In6M/7qwG/y+fwssP6Gmk85dOiQsdaG0uWc/EVOy1lZldXelJyWs/1MvGd/KXEcNwB/y00rlQqe5+l0Om3S6bTJZrO6WCy+MPogCD6QV6Bn4rD9mYiIrKysfAh4z+1YLBbJZrOOUmov8DZQNsZ46XTa2bdv3wZxwIRheP5VDIiIzMtn/cw8evTo70B2g/jOnTtJJBKOUuqP+Xy+vn//fhkcHFwDfgGUjDGuMaZXwQZwwjC88qoGniUIgvlsNlsol8tuPyIR0dbaYi6X+9WxY8cKZ86c4fjx4z7wO+DdOI49wCmXywARoK21q1tXyNaEYdhsNpt6aWnp6aTrug7w4wMHDsjVq1f7bqempmTXrl0hcEIpVfE8z83n8xrg4cOHv32TDFSr1Unf94tAPwMopRzg7c0GarWaTE1NCXAbOKG1LjiO01tYjOO48Tri1trQdd1yJpMplEqlpwYSiYQD/HSzgR6nTp2S0dHREDgJvOW6rjc/P//unTt3/vA6Bq5fvz6dTqdL3SJ0+gYcx/mfBh48eCCzs7OilFoGThpjisAwMNJsNv/xKuL1ev1iKpWqDAwMjOzYscPvFvMTUqnUC49gM7OzszI2NtbLxPezQwMlYKRarU4++1N6liiKGgsLCzOpVOotYDeQK5VK7pEjR/RmA1tmoMfKyorMzc1JIpFYBn4P7NVJNQKMAHtv3LgxXa/XLzYajX/W6/WL165dm3EcZz9Q6YoXePITMjz7MHVvwUsN9Jibm5M9e/aEWuufA7u11gWg2BXZ67puuStaBkrd48oB3vj4uJFNvcFrP5GHDx/m4MGDxlr7g3Q67QIdICgUCq1sNttaX19vAc1MJtMEWkBQLpfXgU6lUrFKbXz/TBzHLxVtt9sEQUAQBNy6dYt79+4B1B8/fmxTqVQURVFUKBSixcXFfkC+7+u1tbUIsEtLSxHAuXPnntv7pQZWV1dZWFjg/PnzLC8vc/PmTXv79u0acBkIkslk1G63o8XFxQ3r7t+//9LA4Ol1eK5lqtVqXL58menp6fVqtfowjuPPgSXgOvC5MaYmIsGL1r4OJplM0m63N0wGQcDMzAwXLlzo1Gq1T4ArwL+Apta6pZRa11oHxphOq9X6cv2e53kGqAwNDTUmJyfl0qVLcvToUQE+A34NfFNrXdJa57TWfjKZdB3HMcPDw19Kt08ul9PGGF9r/aehoaFGpVKJPc/7AngP+BYwrJTyfd83+Xxeb5twj9HRUVzXNUqpAvBd4B3gO1rr3clkMuc4jjMyMrLtHW0PBTA2Nsbdu3fdMAwdpZQBcBynMzAw0AE69Xr9q9LfSCaT0Y7jmFQqpbX+yoL+mq/5/+K/w6/yhvDip2sAAAAASUVORK5CYII=) 3 9, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8ElEQVRYhe2WTWhUVxTHf+/OnTtvXmbGmckYo4xmMtSibamLFEqgHyKlC+mqINQuWihdiUgpUvpFSQghiyKFIDQbETfduChaShe6EFykUqgQsaITIbHjR4SpziQ+M/Peu6cLM9HEWKtNoYv+4G7u497//5x77n0HVgkRYWBgQAEKUCKCiCx+exTOKumrIAj2KaVeB/Ii8kcYhqdd1x0F7MJYfQYGBlQQBB9Za2/JClhrA9/3PwYM9zKzqqgoir5fSXg5rVbrB8Dt6+vTqybearU+/jvibW7duvUJ4K6K+vbt27W1NngSA1EU1YHUIzctl8t4nqeSyaROJpM6k8moQqGwYvS+7z9R9G1mZmY+B7yHdiwUCmQyGeM4ziZgB1DSWnvJZNJs3rx5iTiggyA49jQG7ty58yOQWSK+bt06YrGYcRzn61wuV9uyZYusWbNmFngPKGqtXa11u4I1YIIgOP00BnzfH89kMvlSqbRYC0pElLW2kM1mP9izZ0/+8OHD7N27NwV8BrwVRZEHmFKpBBACylp7G6DBLOP8/MhjXU4QBI1Go6GmpqbuT7qua4DXtm7dKmfPnl10OzQ0JOvXrw+AfY7jlD3Pc3O5nAK4efPmpyIiO+3b0mufl0P2yN/KQKVSGUylUgUevA2O4xhgx3ID1WpVhoaGBLgM7FNK5Y0x7YWFKIrq79j3pdc+/5CJujTkkD0iR+39Z8JaG7iuW0qn0/lisXjfQCwWM8Abyw20OXDggPT09ATAfuAZ13W98fHxt65cufLVFfldXrFvLJrYZvvlVfumbLP9i3N1aYiIyPnz54eTyWRxoQjNogFjzF8auHHjhoyOjorjONPAfq11AegCuhuNxk/LTTw49ssXIiJSq9VOJBKJckdHR/fatWtTC8V8j0QiseIRLGd0dFR6e3vbmXgp09lRBLorlcqgtTYYlzPyjT0o39iDckiOyLickTAM6xMTEyOJROIZYAOQLRaL7q5du9RyA4/MQJuZmRkZGxuTWCw2DXwJbFJxpxvoBjZduHBhuFarnajX67/UarUT586dGzHGbAHKC+J57j1Cmgd/TAu34LEG2oyNjcnGjRsDpdS7wAalVB4oLIhscl23tCBaAooLx5UFvL6+Pi3LeoMn/kXu3LmT/v5+ba19OZlMukAL8PP5/Fwmk5mbn5+fAxrpdLoBzAF+qVSaB1rlctk6ztIWREdR9FjRZrOJ7/v4vs+lS5e4du0aQO3u3bs2kUiEYRiG+Xw+nJycXAwolUqp2dnZELBTU1MhwNGjRx/a+7EGbt++zcTEBMeOHWN6epqLFy/ay5cvV4FTgB+Px8NmsxlOTk4uWXf9+vXHBgb3r8NDLVO1WuXUqVMMDw/PVyqVm1EU/QpMAeeBX7XWVRHxV1r7JOh4PE6z2Vwy6fs+IyMjHD9+vFWtVr8DTgO/AQ2l1JzjOPNKKV9r3Zqbm/tn/Z7neRood3Z21gcHB+XkyZOye/duAc4AHwLPKqWKSqmsUioVj8ddY4zu6ur6R7qLZLNZpbVOKaW+7ezsrJfL5cjzvN+Bd4DngC7HcVKpVErncjm1asJtenp6cF1XO46TB14E3gReUEptiMfjWWOM6e7uXvWOto0D0Nvby9WrV90gCIzjOBrAGNPq6OhoAa1arfZv6S8lnU4rY4xOJBJKqX8t6P/5n/8WfwJxFQvQyxtu0wAAAABJRU5ErkJggg==) 3 9, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
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}
div.testarea{
animation:rwdcur220641 0.8s linear infinite forwards;
}
