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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMUlEQVR4nO2azW8bRRjGn0lR7UNr190IrSrOqImTHtieK3FgKyQU5wA9UYFdCbyOoOqdW/8CDmkrLiCFItKeHKkH7APiM1R1QsFNjdPCCXUW4bXzIVDMYd8edjfdXa+D22xsrzs/aaXMxtnM87wz78y8ayA8XgRQBUD7vM6E2Ke+chP7F+9cfWOsn/9sGHkhxGd9DeBNpzEpndavzZZwJJaSTQSH2blvMuDMPAuxK70T5gi4AmDOadw3KvL7RRVb7aYORgAjECOQa4Q7kllfB72XsKeAx4RaoyJrRRXbOxu6JZcBjAEMIDagSe/jIHKAz4QVuVBUsb3T0p17gxTs56CS4BUAN5xGrVGRP/rq7UeeT9gu2ONiYByUAQUA55zGSUnRL5/9/AQjSzWjwQt3OAgDCgDmncZJSdGvZspIxFIywDoS3qBNCNuADvHXZstIxFOyc2+r3dIvLb2xutVu6WQnw0ESpgEe8ROSon+SKSFxOCXDHvLb7Zb+QVHF8p+3XvnQToxEo7EKdIqfLeGoL/JzRRW/NSoyANQbFfli8TVst5+sDoMgDAMCI3/08HHZWveBzf9aesEl3qHeWJEvFdWBm7AfCnDtZyYlhf+QM/ivmkm/FIjuFoi+udDkE+OnObz7nkV3++XO30eCDvE/5pq8qtGu+G+DxReC/h4RM8DT+bSk8J9yBl/TiBwDvrvQ5BPjSjfxgc9BRAzoEH87a/Ba3qQ1zaSqZtL3uSaflLpGfs/nwSqq9I1DAMYBfArgLVhVnTt7fN6T8NKSon+WKSMZPy4TYyAwbLY39PeKKu4bnoQ3B2t7HMQdAH8D+AfAGqwd5L/PrOgZ8JexeopUWlJ4Jdfk6xpRXSOqaUTL2aeK/NAQNAf3nKtpSeGVrMHX8ybV8ybV8iYtZw0+Kf3vnB9KumXiwGw9JSl8NWfwB5pJ65pJdc2k2zmDpyMqHnB1+lSnCM96PSUp/OecwX/XTHqomfRAM6mSa/J0BIe9m92Or2ebPMCEXfF3swb/wxb/UDOpkjX4VIQjD/i2wsnYMfnmTBmnJMWzNZ2WFP16poSka2+/udPS311Scc9Y6TXbDyXeswBjSMRT8uJMGdO2CdOSol+fKSEZc4vf0N9ZOht58UCXw1AynpK/zJTx6kuvr35hi2f2ALfEq7jX+zo/1DC4tp5/5clXr7faTgV3Y6elny+qqI5A5B16ejFCBGy2R0884JsCxKy3NFapijwnk4ul84984m8g4uKBgBzAXD+5y3UfqwsnpryrwzlEbMkLwmOA/QYLYwSMOSVsWC9zErGUvJApwWfCPCJuQscICDyU20XNY7GUvDBTRnqETPAY8GT+dy9XJ+MpeSEzWiZ0Oww97bXY746HwXP/BQnA+k7OfqNfhVVZEggEAoFAIBAIBAKBQCAQCAQCgUAgEAgEw8lj4gCFAF0XOCoAAAAASUVORK5CYII=) 18 18, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVR4nO2av2/bRhTHv8dLN6mwjCCiJVFSKqndy6zJZhcFOhaZ8hcoY9MESdfGRZuuyT+QAoV/JE4QxD9EFx06FUiyZHTX+M4tRAWxxupeB5IyKUqGE9GSqd4HOEhHUqf7vvfukXwkkBwXALwGQGO2KwnOaaKsYXzxQZsYxiT/7CxyLsGxfgfwddDhDVvmf2qBfZwzAQDM38GY950RwABiAIFBXGbxESdAkhHwAMD1oNPbe2nKm0voHXbkUVz7IgkAMRD1LTA1kl4CESOovZfm398ugbod6UkfoXQ6zgdwOjkgZoSDG19AHb6VYMyLfn8JMDaVvBfhtJLgAwCrQUftvTD/uXttP+zoKTo9wmkZoAngatDhDVvmv/ulwAJHT9/xfZI8CwQ0AdwPOkbDlhd+doBszlT+CQB+5j8LJB0BUfF1W+bvtcCycyb57u4ddqS89dUrddiRCf/3B5GkAWLizXstGNmc6WlnUO868uDGIv798/nnB98sQnVdeWbWwpg0EVrZvG6LwkZblHYVFX/z2sJTVxgNW4SPMz61Rf55Wyz8QVO7FE6CkeJLvnjzaTsmPmjGZ7bIb7YH96WGmPjiY1dYDpG1q6i0q2jhyVDxKxgwAlJogJHiSw5RyVFU2GgLo3FpUFxz2O+RMgPExJceucJqEVktIsshKm64gsc93zxuHKTEADHx1iNXlEPiCycTP3Q8eEWViXIe3ppcwehJBsTFr7uiskNUbnmt+NgVfHTYHzduMIfzY2j5IAbLWCfyFK/borzuiuq2ouqOokogvv7e4qfOsDV47FrldVtYa66obhNVd4iqLSIrpeKB0Zl4aLbmNU98ZYuosk1U2VZUWm+nVjwQFvfJ8edrXrOFteqL3/LEW+ttwesnTnhnkv7Ey7+2Ba8Nv2Lri9/0xW8RWWtu6sUDoclffKaGGoHXbFFedUV1k6i65TVPfHrDPiByN0jEwDPzZul7B+dqtgQAXrNlcbkFnpkzg+NUtyP3by+h99cLM/Tz6/AqQakiejvMAALByMyZhbsOPrK/fFVcdmBk500CAwHodTvyze3FmRAPeAWa/qXnxWcKCDYEpRt2dKTqduSbO7Ph+YBISYyI9TUPXpDPonggVhHyAp35O8JVO/Hjtf0B8atIuXhgSEmMCFBEIL9Iw/xP8+bDAvcTo89VpDDrDxIxAAMDYwwG8x9e9OOBwcjOm4UfHPB6xAj3kXIjDJwFPG8f3ZTT0bNMADyTMwvLs2WEqAFiDypDT/T87TyTm7lIGHUz9L5tZdITT4L//QsSgPdOzrjef40pVHI0Go1Go9FoNBqNRqPRaDQajUaj0Wg0Gs2J+Q+aRJrqd9VB7QAAAABJRU5ErkJggg==) 18 18, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 18 18, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVR4nO2avW/bRhjGH8aUacCyAwJtQGRuUSuDI5tsCiRBPpyYtlsXXfqx5C9w/p5k7ZIlzZyJQ4emRQIzqpugCNPu4QFFSbS1BDOU9HY4MiJF0VAtWpTU+wEH6SiJ5PPcx3v3ikBxnAPwEgCNWK4VeE9j5RFGFx+XsXFmnBebROQCz/U9gC/jil5VmGV8BFWWNXSjg10k2leK2psAAqQnjQJvZXiK7AH3AdyNK88PA820X8MPOwwSAEiAJAHSmd5lCQBJvJRE0UMgZYJ9GGjmc4ebAAm89A3z+HBJnMYckGNCm3HdUq9IJavH6U2C9wF8F1fsZqDdefH7G0ilT/oZTsuAPQBfxxV9UWEPVj84/+7TRKNzC8rrBUVGgZg9APfiir6oMEtfSUeD1BRQbi8ougdkxRuR+EioH7bZ7oHT8MM2K/jaJ6JIA9LiqwqzPl6BWpE1fkSCH3aZ+bODx381180DB367zcoOA0UZkBVvrECtzPGWlwA/7DDzwIHdCjQAsFuB1jOhPIowIKfl57R4aPthm5mNV7CbR1ryh3Yr0MxfohBZEqMakBV/KW55jh92mNlwYDeDpPheiGwF2uaL1yPeRjnsIRHM9ariehurbndrnbrmGnU31+jPG6uuUVVcpIP+3qDfY1IWBkOSFX/roktb60QmL97x4geeB1NiQFb87bpL2wbRlk5k6uTdHEr8wPOBJ1XGxhyA9wB8C+Ar8KzO/jHfT4/5JYVZl2s81EU7Oj/sMHPfgX2YGvN3wZfHg9gH8AeAJoBfwVeQrZPJORn9aayhWkpfUlzPrLv0mUH0qUG0bZC3seYa1YVhW35iGDQGjx2rGfE7Onm3Lv6Xbj9R5M3EA2drfWnB9bbrLu0axA3Qybs9veKBpLizme77MPX5suJ6O3WXvjCIPteJdnXyNutT2e1jUgsha+MC9LMLyVVZb0u7rDDrSg3qvKzFiQ0/7DDzqQP78GjYCW/iSBmgzsuadTNjAhd/NSGeAP9tm5k/ObD/mV7xwIClsFqRNetGzwR9WWHWtQtQ5ysaT2NFa/sZEA/k7AXUeVmzrtew8/5iw7pe6+3qQPCDDjN/nA3xQC9NCwCgby4lcvfEc/bRW3QB/22HmT+8mhnxQN5uUOp7jSe8J7MlHsjdDlPyTxsQCHee/fbG/vuof0s71eKBXAPSKSqJgAeffHheX1b6Q+TUxPs8+gygd9oTf18AUhQdrtagL6VMuIcpN6HPgJzkZDQXzqIJ2R4wKB2R8EWtyJp1ZbZMKOqhhofjvvEi+N8/IAHwZ3JGbf2X4JklgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAwmfwLqeM5f4yfQvgAAAAASUVORK5CYII=) 18 18, auto;}
}
div.testarea{
animation:rwdcur154172 4.8s linear infinite forwards;
}