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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzklEQVRYhe2WW2wUZRTH/zM7M3vflqVdttILqVR605q2IrSlFYhFMCgGMSghkIAkghAN0Wjii+GBwosPBAVCoyFq0ES5BlCIFiwXI5dqWmpbW3vZ3Za9zN5nZ+fyfT4oPmC3tPhiYv+vc875/76T8813gGlN6/8uZqoJ6z4SSgHUAigEUMAALEMwxBJ4KHD9yHbl9lTqcZMNfHmfUJtlmbFkceWm9fPy6ufk2opMVpOTAxgk5KAmJrxyj+/SoKW19bNILHzh6JvK9cnUNdwvYISC9fHcC42PvfjemrpdGx5xL8wDGCGZFlkxPoxw0gtdk1mTYBOKc2tdjxc1N4IoZYbZ3dGey+TXfwUwTMG2tBg2Lq/f8G7jo6/VamqKG430IhDpQzjuQSDaj1DSg6g0hqTkh6TGIHAWw7z8pkIGTEmY/fnOSCfpeSCAYQrh4wPMqrqqpneeKN9SKSsjTDDeA0+oOxKM/H46Ko3tiUpjOxKpwAeJVOBWTPJrkizmpZW4WdNVpthd446FI65w+rfuwDD1ZfKZaAZcDxdkr6upWFvKsj6klduIJIYGk1Ji96vLzh26J/ZTAJ9+eHLl5qQU2BmXQqVOYwnbULOs7uL5tiVAPOM8sJk+/HSZaa4u3/SUK7uGsxizICsRSVFH9zc3nzucKWfrc6cOp6TYnmh4KBgIDkDgzJYna5Y8X9nAlk4ZQACezs9d6eD5ClBSC1kuu95UP+tAEQOSKQcAdqw++4kUj50L+b3wjvYiN2f2HIaiesoAc51oMJkfYnUCpFIxSMnoMTvWSxOZ3xWl2ilVS6F/oBOekb5snqIiU+y4MxDogiNmcJh4gxWKShCOjcIf6vrahM0Tnv6uxFBfm29YRCJkh8NWbjJS1kl5Akb9Z+z4HeDg9IftokZOg5BeJKU+5OeJDoYpmow/Ukk/0YkKi9mKVCLG8hybsdPjdkDPhiINBkVFbYWqXYWutCPqH2wE0DkZAE5HrQkCGN6KO56xhKprwUyx45IpFojpgXRvcKxLIfo1ZGXJEFg8K/XDcj9zygMci+V2ixOUEiSkmIcAXeO1PyMAbJCD/fgqdiUVIxqHWdlVyLEZGq/cmrmVnsj876DlQOtexyuzTNxLFaXVAAlBV+UBFriZKWdcgEIGWNtBv41fNHcasJRQmkJ+wSJb/rzFb51P2F+n38FEO+4xPwb2823ujSVVK3YV5y90M6oIhkT90Mn3V69kfhMynoZPQ77ZkdxnP3io2LxaKMyyN4NTUq4ZDtv7Z8KkXvXixMm9tN1kBysa2flfRLDcbDKsMOpKjuDMQd/IN5qWpu1Up22ZPID77AO0AdwRN/vGwlXGnXy1xTUzdxtLqRv+O8cQEUeQjieg60YwGg9LdgGyZjdBHL2E4aEbWv9Auu1mh7z/y5Pa8QcG+AuCPVpm2FK5wLzdOT9/LlhOYMy14IQS8FwBQDkocS9UTYR36CxCUV8kNCa3d3VLrS0HJzafFMBdHX+be8blZNcIZdY6o9Piss4ssUkRn6ArGozEIROSK3l6bwz4Q9KZsETObt+tXJtM3SmtZHQRTD9WcXXgsZQa+cK4UXNErZCMUYwZ4hiJWHBhXYv6y1RqTnkn/BuGB4sFAP68SYT5YeJHalrT+s/qDypuKbEXWmtnAAAAAElFTkSuQmCC) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2WW2wUVRzGv3N29jrbdtmWpbRLU6jURS5KuZRAC6gBNGKUGA1PJGpiAAHRaJTw4IMBJRrCg4ZovGAKqOgDtIIRGtxAxaQpUIqkINDLttvudXZ2d3Zmd3Zmji+Cl7Clqz6Y2O/1/PN9v/M/V2BCE/q/ixRTHGCgOz+01BsMCwHUAJgGgAIYBBAA0HVok3r1XwcIMDi/OcUt1w3Xg/WVz6+tLW/2VvC1Nt7m5hgBJCVuxKUh+ZdQx8Dpnk9akkri9Bdb1a7xeJvGEV7R7jdvmz/90R1NM/esqS1f5mGgllRWoHEpgIQUhKZnidXMW2ZMXuS5v3b1Cl1TZ1Fvb+J6h3HtHwMsW0XfXuLb+kKd5+UqAoUKmV5EkjcQEvoQSQ4gkQkiJY8irUQh5wRYzbxpVvXyGgpaL5JL4aGfx4YYE+Dz78nmRb5N22dUvuXmiBkZtQeB6HlpVLzaHksFd4tS7CVJie6V5OjFlBLR5KwwVc1Ldk3XSN2UhspkQvQkcjd6YwE2UiiDKzQQ7QYn2cw7vZNfdTNmh6KqCCesQli8tqex8dR7BDCm/b6DDgI4+H7b2ucUJf6a5BB8ZZZ76NKG1Uv9fv9KIF1wP9BCA1ciZFuZ5w03Z6qEpuWRzITUQKjn3YcbF++rIX8Kv60tj3/7qZJJ7RHEwdhouBecyexonPfQujlN1FcUQGQITlkjC+yOKgsjKiQ5juHQxQuPLN6810V2qYXMAGDbU98dyMrpE4lEDKFwP6ZUVNcShoZC9XdcgpwTFgeBj9IzNKuqSKSsCEZOtNznG9HGCr+lfFZq02XThkgwjXgo56IMs4oCKDkNw0jCllGuQWfncPVmBuWlelcJd8wYD0BSDJwZCQhIC05Y6XQHBdyFau+4BASQ5BBkRRGRSQOGJkKOJlPS4HjigZwUMZiWB28tgSKnjbFuuzsClO6DkelHRByRDUl2ApoZmRRp4uPjA+B0LLQTC+xmB+R0UjYBQlEAAIyUwHqUS1JWzhCUOCugG2QVWOFTc0vMDGoHHit1lgPMgCynhinQWywAglG0ydcVgepReD3z4HJzq1uvWDayo4XvDmYGDu33bai28c/MrZ8PGHHo+WwfBS4UBUDOAm8y1jly3ehw0jrVarKh1jPfVV0zd8fJ3MyNbDs49hdLdhj4+B3H+lKb6/W62Ss8JBcHNcQImP7DT+eMgi9kwdmQs9BaFrM2/Xx2qbKgx+sofYBabBYvS3fsOt7gXCF14+vjLUZnPgoja6FLDohkjWNS2doy1yQPZ7EiLF7W8jl0sDz8hTKAuzzHrBnY7zZt8T1h3TRptt1XbltISyc/jdGbXyIkDUOOhWF1VIGoDLyjCu6alYgIZzE00KX1D+b83d3ZD460akfHyijYgd+6ANasf/TVjznDRuizyaqLc6x8jc1Z5sXMqcth9lWBmnlkhT6YrBTRwXbEBy6LmXTenwhlPzvSqrWO5X/XDvxR7S9yT/I8XQcf30A8No/JXua0l5Q7lFgIubQmU8MtKX3DgUE5fUxkxslXdqud4/Et6kvGmkFPzeOWxNxkDk9wL4PFK5tUzaDkhinBgkRB5/r9+e5iPIsCuA3SBEABEAcHLzTS8XdcJjSh/4h+Bc4kLgCQDN0DAAAAAElFTkSuQmCC) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhe2WW2wUZRTH/9/M7HZvbXdhe8e1iCCXirFWNJUikChRqBdKBBLlwcAD0eoLEHgQ3yTeg4KAmMYYiYmJMYAiAoFSSI0KVLRgTUp3t7vtbvfSmd257c7Mfp8Pik8s7SI+mPSfzNP5zvn/ku/M+Q4wpSndBsXYreeSW00cZqgAUAFAA6AAsAIE9D8FSF6G46rFbaQ+ro3nPLWyShySpuQSGVwNjuFiOkvOH9psDNx2gMQI/P1hfuPMWtem+oZdjeBXcnZSBUZysKgJNZ+g8Ww0dyV6bujkr12Hspp06otO40IpIDdUlAHDBdgPf8u9G02uEQs0whgzmMVMxqjJDDPEROUUG5FOsFDqPIuM/8b6oyfye79ff2blduGpyXjwNwvubAJ35iT3+qMrVndW+3eUE1KJQsEO3cxCzY8jJQ8iJvVClCMQ1SQkdRwOwcPPaWgL8ODnSOTyWKSf/nHLADU86Vj6TOvOqtmveili0I0YknLBiCT7+gbjvbsV8+w2pXD6YCSR+SWZSRuKJtaYpuK0ChaZVdNcK4mSX8wPDqSG2WgxD6FYgC2D8JnH0eFb0OE3zBB04xoiyWgiJuq7lzWveM/Jrzd4MoMCwDDruxQg2L/n6KoXdT29VdHScyvts7hHHlix+Gx393JALtoPXLHANpCWpiUPL6VwcePyACJjg1oqHdrbvujIGx7hpdx1cwAI/N3KL7d/06Wr2TfHpVBqdGwAAie4Hlq4/OmmxdzckgBYG7i7fXjWE2j0ZuQgkqkY4qPp3iX1P75TrNB1vdLx3ae6LB8TxSTiiSBq/A2NhKG52PliVyDIDI1pLiRwUgyKRqFlla+cKeQmAgAAy1SPWpqwITFyBel43ssxzCsVwPKUwy+KqqBnBxBLS5jns/eQ5slNOkkK94wOi1DEcthJo4sDphU7W6wHhDggyWKGWoYbzLSQzqjaZMwBIK8kKbNMuOxu6JpMbzbtigFQmoYk57MGqBsOwYaYSFomY85sgM1Ci4PY4bS7oMkZjQfGSwIg52D58ggrI4qkaxQ2bjrcTtLO+or/Nf/kmkBlmad9unMaSIFBU+UoB/xeEgAA8CZ6chF91DKSCNxxH1wu/smun8vWTQTw0Qfl6+pq69Y0zX8QHEuD0dwQB1wqGaCTsh4lQnvyiiRZega1/ha/w8bv+PxAxQb24Y3z9u1xPScQurXCMa06byTBWCZBC9aZH3pp0Rey6CQk50A3teKwN4yFenV46cy72ji3zdMkKeL7X8aDj3Xt1b5mBL2EMhCGVsKRlXZH5aq6unurOWclwheOW0YO55mJ7mIewARvwUUvGz7GGGkI1N9ZoMEqd7mPa6h/3Gln+YU8Y2sZ9C12jt9SVXvP2vqaBffPnr3aTc04Rga7jbGUeTYcND45frpw+mYeE+4DrAzYt5Z/vqbZ/YKzxrGo0lPnrZvVDrByCDYfCCEw8gno8hAUqR+qbGSj14Z6+oPqwbc/to5MVH/SG9GB7fZWwcMt93ndT3hcngDngBcOwSOUuWCquqJr2ng+kw/JcfWkWqAnOt8yfppM3ZJ3wv2v2efzBbRQwmYwQmZyDABD2BIQAnBh8y5jgJilVv0XYra/vilN6X+rPwHN+EwOxeQUrAAAAABJRU5ErkJggg==) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhe2WW2xUVRSG/3OZYWY6nXY6UloupYKgEJACNZaGIGnAyiXgBRv1oVFCokEBeTD4pIlKfBAJBFKiplGDiQn4IDVYag0UKEWaihE0gEo7nbbDzHQ6t3Pm3M9ePvFiPO3UoC/2f93/Wv+XrJ21NzClKf3fxU3GHCG4r/QKG2cIeH56ACtmlKBqROcSlKVkQsK1hBcnV9fY31VxMO456Z4W1+ornYFOXd5h26ydiPJEzCQiImImaVqHfSO+a/Tji2XHXv7EXXdPw997VdiRvrpeMs12Yuw6mcSImEkWM8hiOpnEyLJvk6xfp+FUh3n8YtOlTW+KWwrpLUxkeP0FcfvuF58+GFi5v5iRBIvdgqX/ClUthUkmJDkGw5aR1y9BVodgMT8/O7h2Dg9+QZr7OT70C7s1Xn9xvMP1a/n6nesefd9b81JAU3+CZg9jLB/WYul4nyJ1nDLVkjZyCYzz5DaLQnaTb1p5nVuo8vOYg1WLt64YqInuSg+fjt64yPr+EUCzb9qe4oZtZYYWhu26D5H+3kREzn6w7bGuA3+xHgJwqLWz8RWRT+/1usYWlrjn8/XLH68/f66rAZAcARxHsG4Nv6R5Y/3bFWv2FmeSpzES7VYGo+l3n208/6FTTdvx230NW6tk08yvVmTD5/dWujTJKlK433sSEUr+XQ3v1GyeixqMBfN9Q/2f4k4qjkgyc7Zpy4WDTv672v1M+2d5Wfo2nU4iFuvHjOmzqznCCie/4wjmuPHIgBbxFI1GQRyDnMufnCj8rpihfGOpmeaBkRxG40YpT1g0aYCAgPKMnBNzuSEwI428Wfp9oQCZzOCFkaEU5LFiuIVqHw+UOXkdR5C3OS2bzTHe8KFqUTN4aYwVCqBJCUamCa/HDzUvjbtuHQFiBqJqKqcZzI8/Ln8B8Ch4u7lM1BaRGz7RC0XKygKQmjTAHR0/SjEpKRs2NF8IuptrLBQgGJz5VCg4ExwDFEUa5oEbkwYYY+jWR9WIriSxcN4yBPziky0t3ucmCj9y2NtUxGe3PPjAEvCUhG2q/TxwddIAZ3vYzWSKOk01m9KVLGZV1lZ4RX7fR0ecIY4d9TW5RG5fReXSCtNMgiib4Iidu9zDbjrVjLsJYyqduT9BqzKxa+uWPNwoBjxrauLDtw5/+Tm3Qc0lThGPHnAAb6EePDZ5PIHNFTOXlovuEgwOnLEMjbqZSV3jZYwLcLaX9VZXWK1zZ3l8khSuD3hC4rLa7eVj0Z7mtOBultU4iCf4g5UIVS5GKLgcUu4awr91W6ZkdeVS1vGeXud3YEIAAGhtt77aXyLzxUWDihwM1+W1aGl5aCVmzX8CPHwgjkFX49CkMKIDJyBlMhklJnWn43rriTbr64n6F/wjOvqGu07wC2tLQ74Nfs+06qKS0jJA8zOBA3ivrGTSqbyi90sxucNQ7K7XDpg/FNJ3Ul8yAGh5y/0QR6gVGFXbHDcXAOOBIRCFbYHr2/mO4Xjh/jWR6z+PnNKU7p3+BLjGMR/StHyhAAAAAElFTkSuQmCC) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur205384 0.6s linear infinite forwards;
}
