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3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHdUlEQVRYhdWXbVBT2RnH//cmubmEJAOYXEKSdaMCAiJG0ZWKLzirbmcaYC0z7rIy1O3OsLTLWPuFzlh3yra1OyNV67h+qK9t1y4uZZF1Wispg/JSRao0SwnL8pIGRyIECOEm5N6EJLcfiJQKuxs+2E6fmTtz7+TMc37nf57nn3OA/3GIljleDEAOIAZAGEDovwkg08RJ09/Z8+L33zRl57sCxNSjJ1MeALOR34XnCUDGUGTyr0rSG17O0ppW6dXZ+4u+Wej0yIbfertcxvM8MTw8TEZgwssBIKIcRxdtSfzue28Yz2UUl8Nt/Rsar98CseGQfePOVzooiqLsdvvg7t27zwEYBRCIFoCMeiBB0H7/LIJeAf6gCFxgFo5RJzU6OupjWdanUqleam1tfRdAwnLyRl0DI1O8P10jfd0z1CXt7+1D34gH5q7HVx5Yun8/OTnJxcTE6LRa7ao1a9a4zWbzIKJUIVqAsH82TBq2vipSr921oamty9VqdZzvsNrP9Pf329ra2gb8fr9v/fr1q1NTU9VNTU1tbrebQxSFuZwuUF68fOWgN0gMfNLU8f4Dq60egBNzKw309fWNGo1GcXZ29iq9Xj9y48aNJwCCX5dU/Mw3CYCKvAcXJJDl5uZq4uPjExoaGv5cVlbWXFlZSet0Om04HKZmZ2d9Q0NDfF1dXf3evXuz4+PjtwEYxFxBfiXEwi6QyWmR4fWcpLyEOCV9tcXW6pjinTExMXxZWZkhPz+/KCUlxeRwOPqTkpIcAMhQKBQgCAIURcmpuaA5jmMCgYDs/v37V6qqqsy9vb1uACy+pCaeAojVCklmdXHaJylaxerV641AUir7m79MfPRK/rcTxGIxSJLUd3V1BVpaWq7QNN3tcrkcoVAoKJFIAIDU6XRagiA0SUlJO4qKil71eDyjarVabLPZ7p49e/bjq1ev2gF48YxPPN0C2cFcbXHeltTVzObd6Gu7DXu3U7kzt+RAfX19bWdnZ+OxY8eKenp6ApcuXWoH4IhI+zQZGVmljWGYx9u3b0+9d+9en0ql4rKzs3dUVVXlZGRkfHj06NE/AnAthJjvV4VUpIxVr0DMus1QaDSwDfTgzM9/7D158uQFs9ncC4D2eDxP5eQXAIQj7wEAXqfTybpcrgDP86EjR45cvHDhwofj4+PBkpKSH546dcoEQLlQgacAfG3nWM3d1ocuy5mf4B/3OjHuCcA6ZK/lOM4OgBcEQczz/CIJl4igz+fzxcbGqsfGxqjq6uoms9n8B5qmAwUFBa+VlpYaFig/DxD44slM3+3Zre+vKPgla6M2P2763PcL68jM2ciKQRCEGAAXJYCXpmlZZCxbX1/fPDw8PJiYmJiWnp5uxL877T8sk01bl2WP1xpcMSszb8W9uO46gImIvBAEISyVSp9t2yVDEARIJBI6slKlMjC6jRv5bFM4xCdMjI2uwoJtWAgQbGxs7OV53pmTk6OqqKjYhzlfFwMIh0Ihn0KhiMXX+zxJkiQZDocBQLZOH7vvwJaES3R/fWrg7x8oC1U9h9cmxWYAoBcBXL9+3VFTU/NrhmFSs7Kyimtra38EIBmAPBQKBZRKpQyLzWsRgEQikc3MzPAANFtSkt5ZqZZThsx0CN4p+H3eOJNR/T3MHWwWJWMPHz58Y3p6miosLHxz27ZtpoGBAeO1a9fOUhQ1odPplAzD0E6nk8JiYxFHnji5XK4aGRnxnThxIj/thXhDovOviE9eCUISD4XFAn8wPD/vUucBEoBy165daWVlZa9t2rQpU6/Xa0UiEcmyrNtut59rbW21HD9+nJ2enp4vptLSUvmePXvkUqk0Kycn5wcTExMuQRBGO+628VLrR6aNBrlcIpHAahvznbxpO/jQ7rkFgP+qAwkFQGk0GuMqKirStm7duttgMBQIgsACYDmOozmOC4dCoSBJkhCJRD6Kotwulyuo0WiMtbW1H58/f76hq6vLp0+QGvZmqr4lFhG43ev6dHDM1w3A/WUKLKWITKlUai0Wy3tut9t++fLlGq/XqxKLxXERZbzhcNg9OTk5WFlZmZeenr6/srKyuqampg9zpkUhUnSR7/nti6atwgC8LMu6HA5HP8MwyZmZmWnl5eV3MOcRZCS5MjExUcswTHFPT8/jurq6R5HJEJlwyT+j5ZwHgiKRaCYvL6/QYDBscjqdPVar1Q2Afnndin0/K33ppyWHvnNQmbgmrqHh0+b29vYuAP5l5I8qmObm5mqbzdYyPj5+//Tp06bkRNkb59/K9D+8WCEEp/8pfNFe79+YtvoAAFk0CZd7MZkdHh4eNJlM3yAIgktOTt6YuTZ5/wtajSYltwCEEET3zd+Jxh73j3Q/8rQiCgWWCxCy2+28x+Pp3bFjxwaKohhFLKXfkLNFodClgBu6g8/b/4QHNvfdviczLc8DAABmLRYLa7FYOhmG8Y9NTPkC/e3Jkt5r0ilbN/ofTfhq7j15l+WCNkRxSYn2YrJUiDFX/XGpGlnaoZ26t4MhQXzzs/HfdgxO30Gkz58nwMKgEfF2AL7I8/8R/wI2gDiwEPrX7wAAAABJRU5ErkJggg==) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHY0lEQVRYhdWXa2xT5xnH/z62j08cx7MhOXHs0Bji3CCQQBZCxy2hIaumQMqCtlK6FNYBpgxtk5iRGNXoIjQxJFI2sQ/l1hRBWuaygAajFopyG3eCF+IQTBLsLJg0ISe+xT62zznehxjIEANHUzftL1k6kp/zPL/3udkv8D+WeIr2EgAKAAkABAD8fxNArlHJ8raVZ3ywsbJoFRMWjQ08GvMBiMS+j36TAEQCSRg+fjev8Y152sqZ6SlFa6rfrBr2yZ3vbzHKWZYVOZ1OIgYjTAVAFKcdVV2c+uOP3ik8NHudEW7bDXz154sQFWxwzF/23askSZIOh6O3rKzsEIAhAOF4AYi4DUUiKhSKgPNHEeLECIYjcA0Nk0NDQwGv1xtITk5e2Nra+iGAaVPxG3cPPBxjQ3ka2du+vg6ZvbsHPQ99sHQMHr9p7Tw5OjoaTEhI0Gm12pmZmZlui8XSizizEC+AEIoIhL7kLXFKzvKCS20dTKvN9clVm+Og3W7vb2trux8KhQJz586dlZ2dnXLp0qU2t9sdRByNOZUpUB45dny9nxPd//LS1d/etPWfATCMiZOGe3p6hgoLCyVFRUUz09PTH547d+4RAO5VTiVxBpcvXrxYo1arpzU2Nv518+bNTSaTidLpdFpBEMhIJBLo6+tjzWbzmZUrVxap1ervAOjFRENymOgJMuYrjEmT8rIpkACQy+VyctOmTbNWrVpVnZWVVelyuexpaWkuAATP82GRSASSJBXkhKhgMEiHw2H5tWvXju/Zs8fS3d3NJZCEauuqgmUphkz87o9/aRrzsQ4A/pcBKBYsWDBtx44d5YWFhWUcx5EEQaR3dHSEW1pajlMU1ckwjIvneU4qlQIAodPptCKRSJOWlra0urr6LZ/PN6RSqajWlmbHI8sfKhYaFPSs4iW4d/3K8C+OXF532+G9DIB9vgQEAKXRaCzdunXrRkEQiAsXLnRaLJYbu3fvru7q6gofPXq0HYArllph0nteAP00TQ8uWbIk+8qVKz0AqJKC7BrN3Dl0joGCWMwCIS9dljdty22HtxMA+/y8Knbt2lVqMpl+5XQ6ceDAgfP79u07aLFYugFQPp/PHQvETgIQYs9hAP7h4WEvwzBhlmX5nTt3njxV9+tBgenGt/ILkPTaTEglBEKcQE2u89PTV1RUJBuNxi0ej+fx2bNn206cONEIgAFARaNRCcuyfrx61XKBQCCQmJiYEggEAjdsPfXzUtIXKD5vIBCN4t5DN9t8lzn+pAcmZ4CsqqrKV6vV2bdv3x602WzNsdNyACASiSQAgnEC+CmKkgNg/2Z3mz9tH905MP17g8lr6vzXheLf2wb912NZ/BcAxT8GnPrIuGdaSsS5rHAGtQSA6olNNBoVZDJZXGMbjUYhlUqpGCwzEJCZk3O+3ZQyI5PJyMy+HzsYJgNIpiuk+lmPz//y/uG3Va/rA9m1P1+9/ycr9DUAlAAEnucDSUlJiXj1nicIgiB4nn/iX7527drCjIwMyuPx2O/cudOFSWv6iTP5xuW690qLstLnvLkaD7rvo+lPX0iyZpdsApANQMHzfFipVMrx6uVFSKVS+fj4OAtAVVFRUV5cXFyVkJBAWyyWk6dOnbK/CAASgggn61KROHc5lKk0mIga3/9gl/bu3bsHa2tr55Ek+Vin08lpmqbwbKtNlgQABUClUCiSI5EIWVtb+0Oj0bg+JydHYzab67dt22aenH7g2SKSzNYmLjrwo/wvM15Lo+0PXLhsHwvrVmy1rCivkGdkZGjEYjHh9XrdDofjUGtrq3Xv3r1ej8fzFKSmpkZRXl6ukMlk8xYtWvSzkZERRhAEV19fX299ff3ZixcvdseCCy8CAABlblpi/rJcdZWf5anWe8xXg0zIXlBQgO3bt+eWlJSU6fX61dFo1AvAGwwGqWAwKPA8zxEEAbFYHCBJ0s0wDKfRaApPnz79xeHDhxtv3bo1FAv8wp/n51exBIA89szGXiIAyJVKpdZqtX7kdrsdx44da/D7/ckSiUQVy4xfEAT36Ohor8lkKs3Ly1tjMpn2NzQ09MT8/Fs931Dc8zWKpczv9XoZl8tlp2nakJ+fn2s0GptjtgQmaq9MTU3V0jS9rqura9BsNg+8Kjgwtf8DnFgsHi8tLa3S6/ULhoeHu2w2mxsA9cac6RW1NQt/8+6G99YrUzNVjY1nm9rb2zsAhKbgPy7RTU1N+/v7+1tGRkau1dXVVRpS5e988n5+6NaRn0Y5z4PovfYzofm5s36AZ6V8qaZ6MYk4nc7eysrK10UiUdBgMMzPzzGsmaHVaLIWr4YoyqHzwmfirwftDzsHfK2IIwNTBeAdDgfr8/m6ly5dWkCSJJ2USKYXLCpOStJlIdjXjLvt53Gz332559F4yzcBAAARq9XqtVqt12maDn39eCwQtrcbpN2fy8b6O2EfeBxouPLoQ2+Q60ccl5R4LyYv0tPNl62R525YptvC8VHJhb+P1F/t9TQDcMfj5D8BmCwKE5dWAAjEPv8f+ic1fTaAP0YKrgAAAABJRU5ErkJggg==) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur21470 5.3333333333333s linear infinite forwards;
}
