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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe2Wz2scZRjHP+/7zk7nZ2Y7O9mE3fxwkxBr8RD00JoSAiEkRTx4rghiDxUsSC+KWJFcPAgVIT0FzD8gtL140JiDmAiSxtKDFkxSqrTY6uYHzSZpsj9eD9kdk1LIRktzyRce5p1h3vl+nmeeYR6Ar4FpIOKApKvxy0FBaA4YQgM6fSZ9YBAa0D3TPQcCIeOFJcm8myF9Jg1wHPj+WUDIXSdViI43Op4ZhHz8QrPTzMn3TtLzZs9eEEmgo3p8OgChDAllSNJNMnhhkFNvnXocIhRJMWpmTS0duSzSYkE6ctnMmlokxSgQ7hdAsN109P/cT5NqIlQhvvTxlY9ZNJn4fILJ8UmAP3Bp83t9smez2F02m79vUlwsohoU9768x+qPq7DGMPBtvQBGbRGpiB67h0AFbFY2ydk5jsgjNH3QRLlQZmpiqq3jsw6sTgsjMKr0gtLfJfyXfXIf5ni08Ijb79/+prRcqhsirsCluUtEiQhLWpjS3A5hoouaoReG6P6iG+8lb9fmwncFVEnR+morRjWX/GyemQsz6FWdApb2Aoh7IJVIYUqThEyQENWQCWYmZ/B7faxOK94UypA21UbleoWUTNFitJAxMmSNLN3Pd9P+SjsqqUbqqUAMUMu4ZlwDGflohOzZLEZgkBRJcipHRmVIrieZ/2oeX/hEKiJSESmVIpvK0v9OP57vna8HIO4BU5i7jA1hUClWKK2UsLtsMjJDIAN86eNIh8W7iwC4wuWoOooQAoFAowmOB2wsbcD2J7pSF8BOY0rQ19IHgEgLoj8jGtsbY3NHOuQX8wB4lkdgBAhE/NAHdx+Q8BJsrW2F9QNU37ssSQZaBuIbVEHR0t5CoP7N3pIW3S92c6z3GCcGTuAqFyUUABqNk3MoF8qwnyasZb7D/Feg0Qottua3aJANeMqLo621jXOfniNKRviGj6tcPOXhKpf8b3mCKGCv7HcByJJksHVwp3k/kN8obFy+MXYDsSpwlYujnDg6uzpxlRuHoxwqDytcG73G2tra5b3MdwE8yRygvFL+ZG56jpWFFWxpY0s7BrCVvQvINVzuz99ndmqWQr7w8b4AnmRe1VJxtTg8fn6cOzN3KK2WsKSFJa0YwFY2xYdFbv10i4tvX2R9ZX2YOspfU71DyJAVWLrvtT49Njmmp/+a1levX9U3F2/qKz9c0adfP639pK+BoXqNa9rPVBx6kTeaac9ox3N0ujmtXc/Vrc+16rAx/E9/w/+jpzIPHOpQhzrUP6CIFbQVSrzlAAAAAElFTkSuQmCC) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzUlEQVRYhe2Wz2scZRjHP+/77s7OzO50trObTdjZTdxNWbEgpAGhpsSUEJscPIjHiiD2UrAgvahgi+SqIEIKQg75C6TtpYeaBCpNEEl/2INWaBOLVdLEmiz50XQ3m309ZDNNSjEbLc0l3+Flnhnmme/nmfcZ3hfgEjAOJNkl6dr4ebcgNLsMoQGdOp7aNQgN6Lbxtl2BkEFgStIfpkkdTwEcBL5/ERByy0UNIv9u/oVByKdvNNlNHP7oMG3vtW0HEQfytfPzAfCkhyc94tE4Pad7OPL+kachPBEXA4ZvaGnLeZESk9KW84ZvaBEXA4C3UwDBetPRdaOLRtWIpzwc6eAoB2PVYPirYUaHRgF+J0qz0+Hgn/CxDliU/yxj+AaL1xa5/+19Sj+UYJle4Lt6AUIbQVIlabPacJVLqVoiZ+WIyAiNnzSytrTG2PBYc/6LPGarSchdT4tkIlCFhasLFD4tUPqtxNTHU5cr85W6IQKADruDZDiJKU0MaWBIg7AI41s+Vy5dofB1gVh7bEuygcHKjRX2N+0nm8hCAuJfxpk4PXFZL+oEMLcdQNADiXBi3VSGCYvakGEmRidwOhzMVjNI8qRHs2omU84w/c00ra+2kg6l8UM+hZcLtLzegoqr/nq+QABgSANDGIHxBkj/Z/34J3xCboi4iJNTOdIqTUqlKI4Umf1pllw+R1IlSagEfsKn62QXMSd2qh6AYAoMYWwxDokQ1dUqlWIF64BFWqZxpYsjHWxpU5opMXJ2hMIbBTKNGYQQCAQajXvQZWVuBdZ/0WJdAJuNqUBnphMAkRIkp5M0tDQE5ra0mZqcAuDQm4dwQy4CEbx05o8ZwrEw5eWyVz9Abd5lRdKd6Q4eUEuKTEsGVz2p3pQmXsyj72QfR985SlRFUUIBoNHYOZu1pTWoowkDgI3Ku7OB+S9Al+mZf5Xvltn3yj6iKhoA5At52l9rJxKJEBIhRO2oUmXq1yncpMvj5cf/Wj1sXowqkp5szxZz4OHK0sq5m4M3EYtiHUDZ2MqmKdXEPnMdamPYyqa6UOXiwEWWl5fPbWe+BeBZ5gBrxbXP74zfoThZxJIWlrQCCEs9iW1lEw1FeXD3AdfHrrP0cOnsjgCeZV7T3Oriau/QqSHuTdyjsljBlCamNAMAS1msLqxy+8fbnPngDI+Kj3rZpvk2q95NyDHTNXXnW516cHRQj8+O6wvXLuhbf9/S56+e131v92kn7mjgWL3GG9rJrtiLJWMD6Za0tmO2TjWldDQW1dmXstpr8P7Tavh/9Fz2A3va05729A9JchuSUljEoQAAAABJRU5ErkJggg==) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WTUgcZxjHf+87u7MzszvZzbjuyvpV13z2tPSUGoxERHPooeeEQqnHtoRcWgopodfShII5CfWYYyKEHlrxUOIWUmtDDq0BdUkUUazRTXbXNfv19rDjxg2hrm2IF//Dw7wzzDv/3/PMM7wvwI9AEghzQFJu/HlQEIoDhlCAilyMHBiEAlQimTgQCFkbGJLYpzEiFyMA7wK/vA0IWXfhQsQvxd8ahHz1RovVwpnLZ0h8lNgLIgTE3fObAXCkgyMdQv4QA1cGOPvx2VchHBESI3qrrqQlN0VELEhLbuqtuhIhMQI4+wUQVJuOvj/6iGpRHM3Blja2ZqMXdSZuTDA5NgmwiJ8Ou8emdbgV85hJYbmA3qqTn8+z/MMymV8zkGMI+LlRAM/OIKyFSZgJglqQF5UXdJld+KSP6JdRytkyUxNTHfFv4xjdBp5gdZqvzQeAddyi66suthe2SX2R+qm0WWoYolaB63PXCXvDGNJAl3o1hI4qKgZPD3Li+xME3gvUTdbR8QkfPuHD4+ayPrPO9JVpVEY1ARsNV6DJ24QudbzSi1e4Ib0kJ5PYPTZGt1Gb5EiHgAhgCANd6HiEB4lEIHBOOqy9v8bSb0vflNPlzxuuwK3FW/iE72X2bgXOJ84TvxHHOm4REiGOyqP4pR9DGBjCwCu8aEJDuv2sUKw+WmX88jjPlp6JhiugCzd7twIe4aFSrFBKlzCPmcRkjKAMYksbS1qILcGTe09QRYVEIrVqBZBgN9vkN/JQ/UXTDQHsNqYEvW291RJFBOGVMM2dzTXz/GKeu9fukrqfqr3o3KVznOo5RexkjHKljDfgpZArOI0DuN9dliT9bf21B7SsRltnG0HtZfbR7ijD3w2zMruCE3WIxWPYR+zaJyhXypSzZdhPE+5k3t9eM/8L6DMc4+/CfIEjp4/g1/xY0sKQBk3tTcQ74nikB4/wINyjQoXUoxTBcJDt3Pa/Zg+7F6OSZKB9oM4cWM9n8zcfjD5AZEQVQLNq4df8dWFpFpXnFcZHxsnlcjf3Mq8DeJ05QDldvjaXnCO9kMaUJqY0awCmZtYDefyszq8yMzVDdj379b4AXmfuaqOYKQ6NfTbG4+nHlDIlDGlgSKMGYGomxedFZu/PcvWTq2ylt4bYo/l2q9FNyKARNFTvB71qdHJUJdeS6s7vd9TDpw/V7Xu31YUPLyg7ZCtgsFHjHe1nV+wEwoGRWGdMWQFLRVoiyh/wq/Z32pXT7Pyn1fD/6I3sBw51qEMd6h/8/ioRW2f+7QAAAABJRU5ErkJggg==) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe2WT2gUVxzHP+/N7vzdyW4mm43JZk13jQY9LUHEKkEMIUotkosXq7S0xyoihdqCpbSnUlAq8WSpl4qnol56aNNQQt1CTRsJ0qYQk1rTEI0xWZvNH7O7eT3sZjUiddOKueQLj3kzzOP7+X3nNzMP4GsgBYRZJani+HW1IBSrDKEAFTkYWTUIBahkKrkqELI0MSV1b9cRORgB2AL0vAgIueykCJF4LfHCIOSTF9bZ69h+bDvJw8lnQYSARPH4fAA86eFJj5ATou14Gzvf2PkkhCdColOP6krackpExJC05ZQe1ZUIiU7AWymAoNB07OrbRY1Wg6d5uNLF1Vz0rE7X6S66z3cD3MZhvbvDJfpWFKvRYmF0AT2qM3dzjtEvRpn+cRpm2AN8Wy6Ab2kS1sIkrSRBLcjDxYfErTiGNKg5UUM+k+dq19X1iU8TmBtMfMHCMqPeAMDeaBN/P8780DzD7w5/k5vKlQ1RSuDU4CnC/jCmNNGlXhhCR2UV7Zvb2fTZJgLNgWWLdXQMYWAIA1+xlolfJug93ouaVlXAZNkJVPmr0KWOX/rxi+KQflLdKdwdLuYGs7TIkx4BEcAUJrrQ8QkfEolA4DV5jL88zsi1kY/y6fzRshO4ePsihjAeVV9MYHdyN4nTCeyNNiERolJW4kgHU5iYwsQv/GhCQxb7WaG48/sdrhy7woORB6LsBHRRrL6YgE/4WMwukkvnsBot6mQdQRnElS5MQebPDJnZDNGmKJW1lQghEAgUiuCWIHOTc1B4RdNlATxuTA5a6lsKEUUE4bEw1Q3VuNLFljaGZzDw5QA9n/cAcOiTQ2x9ZSuGU2jKu3/dxR/wszCz4JUPUHzuMidprW8t3aBlNOob6glqwRKA6TfpONpBrCFG/3f9XHjvAte+usaBdw7QtL2JeDxOPpOHlTThUuWtsZL5b8Au0zPvLdxcoGJzBY7mFACkiVFhsO/wPva/vp/MvQxjf4wx1D/Eje9v0NzaTDAcZH5m/l+rXwYgc5K2WNsyc2BiLjN39vq560caP27EqXKwpFUAkEbhDZA+QrUhYrUxtu3YRvp+mjMnzjAzM3P2Webw2Kf4aeYA+XT+w8HUIOmhNJa0sKSFrdnYmo2lPZrbmo3jcxgfHqcv1UdmIvPBigCeZl7UZHY6u+f8kfPc6r1FbjqHKU1MaZYALM0i+3eWgZ8GOPnmSWbTs3t4RvM9rnI3Ie1m0FQtr7aoc93nVGo8pS7/fFn13+9Xl364pPZ27FVuyFVAe7nGS1rJrtgLhAOddQ11yg7YKrIuopyAo2IvxZRX7f2nv+H/0XPZD6xpTWta0z9uZTJ92WcRtQAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe2WT2gUVxzHP++9ndmZ2ZnMZvZPZDdqd/1TqhC2PaVKCEpIPFTo2aIUiofaFvFi29BLLwUripBAIVBBBMUeNCDFtjaHUtdD01Y8REqrYhNsJcSYmE1i9k9eD9lso9C6acVc8oUfOzPs4/v5fef9mAfwJZAH4qyQdLWGVgpCs8IQGtDJPckVg9CAzuVzKwIhaxeWJPVOiuSeJMAW4LvnASEfu6lCZN/IPjcI+eSDNc4aWg+2ktubexpEFMhWf58NQCADAhkQjUTpONTB9je3PwkRiKjoMdOmlo58IJLilnTkAzNtahEVPUCwXADBwqaj/ed2mlQTgQrwpIenPMySyeXjlxk4OQAwTIR13jaP9Ftp7I02xbtFzLTJ7M1Z7n5+l6mrUzBNF/BNvQChxYu4ipOzc/jKZ25+joydISzDNL3fRKVQ4crlK+uyn2axNliE/IVl4eYwAM4mh8yHGR7desTtw7e/Lj8o1w1RS+DYb8eIG3EsaWFKc6GEiS5pOl/qZPOJzbivuI8tNjEJizBhESZU7WXspzEGDw2ip3QMGK87gZgRw5QmhjQwRLWkQX4gj7fNw9pg1RYFMsAVLpawMIVJSISQSASC4MWA0VdHGflh5OPKROW9uhM4M3yGsAj/3X01gR25HWSPZ3E2OURFlEbZSERGsISFJSwMYaCEQlb3s0Zz75d79B/sZ3JkUtSdgCmq3VcTCIkQ86V5yhNl7I02KZnClz6e9DDmDIa+GKIp00Tm5Qxeo4cQAoFAo/G3+MyOz8LCiE78G0BtDJcaU4a2ZBtt6Ta0q4n/GSehEsRUjKiKknATxIIYZ98+y8WPLqIeKnzl06Aa8JVP8Y8ihmtAHWNZS2DxvcuyZGfzztofVEHRvL4ZXy1070gHS1q0drVS+L3Apc8ucU6eY/+R/XiBh0bjZBwqhQrUsQlrCSx2vsT8BpCwAovizSINsgFXubVKNCbY98E+jn51FNuyOdV9Cv1QE1ERxn4dw4/7PC3+xwBkWdKxtmOpeTswNluY7b3Wdw0xJYioCI5yahVREba2bKW7t5vde3dz+pPTTI5M0t/Tz/T0dO/TzGHJFCxRzbx6Hxiecf9A3wFaWluwpY2tbMIyXBvVkAghEMwUZrj67VWOHD7CzMRM47IS+AdzgPHSVKnr5LsnuTN4h/JUGUtaWNLCVjaOcrCVTelhieEbw5zoPsHMxExXPeaLqvcQ0mn5lm57rU33DfTp/GheX/jxgr5+/7o+//15vev1XdqLehrorNd4Ucs5FQdu3O1JrU9px3V0ck1SR9yIXvvCWh0kgv/0Nfw/eibngVWtalWr+gsEGygUgB22NQAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1UlEQVRYhe2WTUgcZxzGf+87u7Pzmdkd11X8St0kNjGXpXgwX4iJaKAUek4phPaQQ1tCLv2AlNJrSULBQKG0HnMpJF5yaMVDqFuw1kqgNsV8kESlJmzNqms0uzu+PbhuYgi4tiFefODPvDPMy/P7P/POzAtwFUgDcbZIqlTjWwWh2GIIBajEicSWQShApdKpLYGQ5YEhqfugjsSJBEArcO1VQMh1JyWI5DvJVwYhn79Qa9XSfrqd1LupjSCiQLJ0fDkAvvTxpU/UjtJ1potDJw89D+GLqOjV63UlLflIJMRtaclHer2uRFT0Av5mAQSri46O3zuo0WrwNR9Xuriai17QGbgwwGDfIMB9bJrcgy7179dj7jbJT+fR63WWbi0x/f00C78swCI9wE+VAoTWBnEtTspM4WkeT1ae0Gw2E5ERaj6pIcgFDA0MNSW/SmLsMgh5q9MiDREArD0WzZ81s3x7mTsf3/mx+KhYMUQ5gfM3zxMPxzGkgS711RI6qqDo3tdNy9ctOG846ybr6EREhIiIECr1khnNMHJmBLWgqoDZihOoClehS52wDBMWpZJh0oNp3IMuxi6jPMmXPo5wMISBLnRCIoREIhD4r/s8PPCQyV8nvwyywUcVJ3Dp/iUiIvK0+1ICnalOkheSWHssoiJKTMawpb1qXtQJcgFulYssrWeFYuavGfpP9zM3OScqTkAXpe5LCYREiJXCCsVsEXO3SZ2sw5MernSxpIVYFgx/M8y+zn3EEjGEEAgECoXX6rE0uwSrr2i2IoBnjSnCkYYjqxElBPG/41TvrC6bW9Ji7OoYQ98Nsb99P17IQ/C02QdTDwg7YfKLeb9ygNJzl0XJ0Yaj5Ru0nEbDzgY87Wn3hjSYGJwAoKW1BUdz0IRWfgRWs0WQC6CCRVj+EK11/oz5n0C14Rvkb+XZIXfgaA6O5hDMBoxfG+fUuVM0NTbhhlxszcbRHGzNJjORwYt7bNT9OgBZlHQ1dj1r3gFklnJLF8e+HUMsCGzNxtIs5u7NsbdtL8feOoat2eWyNIuV+RX6e/tZXFy8uJH5OoAXmQME2eCLm+mbZG9nMaWJKU2m/pji5Kcnie2IYWlWueyQzcytGUaHRsllcp9vCuBF5iXNFhYKPX0f9nF35C75uTzzD+ZpO9CGqZlYmoWpmRTmC9wYvsHZ987yOPu4hwriX1Olm5BuwzPU4TcPq3M/nFPph2l15bcr6vo/19Xlny+r428fV27UVUB3pcZr2syu2HfiTm/dzjplOZZK1CaU7diq8bVG5Vf7/+lv+H/0UvYD29rWtrb1L+10MEPiJT2eAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2WT0gcVxzHP+/NzuzM7A67jusq6xrrJlrqISyFgCaIRERzKLQ5BEpKS2lvaSSEkpY2ufRaSCiYS6XxGHJKzKGUVjyUZlta20oOqUJVQqyY2I1u1HWN++f1sOtWLdS1DfHid3jMm2HefD+/33s/3gP4EkgAIfZIqtTu7RWEYo8hFKDCp8N7BqEAFU/E9wRCljumJPJehPDpMEAr8O3zgJBbHkoQsTdizw1Cbn9RZ9fRdq6N+JvxnSCCQKx0fzYArnRxpUvQF6T7fDfH3j62HcIVQdFv1BtK2nJRhMWUtOWiUW8oERT9gLtbAEFx0dH5aye1Wi2u5uJIB0dzMLIGw1eGGRkcAXiAjwPOUYf6d+uxDlmsz65j1BtkJjPMXptl+ftlSNMLfFMpgGejE9JCxK04AS3A08JTmqwmvNJL7Ye15Ffy3Bm+cyD2aQzzoIknUBzmjXoBsJttmj5qYm1qjekPpr/OLeYqhihn4PLvlwnpIUxpYkij2ISByip6Xuqh5bMW/C/7tww2MPAKL17hxVOKJflLktHzo6hlVQ0sVJyBar0aQxroUkcXpSZ1EiMJnKMO5kGzPMiVLn7hxxQmhjDwCA8SiUDgvugy3z7PzE8zn+RT+b6KM3D9wXW8wvt39KUMHI8fJ3Ylht1sExRBqmQVPunDFCamMNGFjiY0ZGk9KxQPJx4ydG6IJzNPRMUZMEQp+lIGPMJDIVsgl8phHbKIyAgBGcCRDra0yS3kSN5LUlgr0NzWjM/1IRAoFIHWAJmFDBRLNFURwGZjctAR7SimKCwIzYWoaawpm6fGU9y+eJu5iTlOfnySSE1ky08f/fEI3a+znl53KwcozbvMSbqiXeUPtBWNaGOUgBbAr/xMfjXJjfdvAHDq4im6Xu/Cp/nQhAYUp8Bussmv5GE3i3Aj8q6GsvlvQKfpmn+uT65jRA0S1xIkp5L0fdFH65FWgsEgHunBIzyI0lWgwPTENIFQgLX02r9GvwVA5iTdDd1bzIFkZiVzdezzsbNLR5Zof7WdWEsMS7fwSm+xAjYBACwtLjHUP0Q6nb66kzlsqoJNKpuXnl3d0R+fGTjD4bbDWNLC0ooAG6VazoAQjP0wxoW3LrCaWq1ih/mHf25G280BFrLL2d7Bs4PcH71PbjmHKU1MaWJpFrZmY2kW2aUs4z+Oc+mdS6ymVnsrMd9QpYeQHjNgqo5XOtTAyIBKzCfUrZ9vqbuP76qb391UJ147oZygo4CeSo03tJtTsesP+fsjjRFl+20Vrgsrn9+nGl5oUG6N+592w/+jZ3Ie2Ne+9rWvvwD8WS9dNlwdFAAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe2WT0gcVxzHP+/N7OzM7K5jx3UV3TXVVE0CgaUQSAwiEVELpekhp5RCaY9pCbm0tE0pvRZSCuYk1EMPOSZeemjFQ9EtTa1NQqkJ9Q9prMFYq5usmzX77/Ww40ZDqGsb4sXv8GPeDPP4fn6/9xveA/gGSABhdknKi992C0KxyxAKUJHTkV2DUICKJ+K7AiHLA1PScKaByOkIwCHg++cBIbc8eBAtb7Q8Nwj55It6u56jZ48SfzO+HUQ10OLdnw2AK11c6VIdqKbnXA/H3zr+JIQrqsWA0WgoactVERGz0parRqOhRLUYANydAghKTUfXL13UaXW4mktIhghpIYycwcgXI4wOjQLcIUBTqCNE4zuNWC9ZZBeyGI0GmZkMC18tkPohBWn6gO8qBdA3BmEtTNyK42gOj4qPaLaa8Us/dR/UUVgrMD4y3tTyeQvmfhPdKU3zR/0A2K02zR82sz67ztz7c9/mV/MVQ5QrcGH6AmFfGFOaGNIohTBQOUXvwV7avmwj+HJwy2QDA7/w4xd+dC+X5cllJs5NoFKqBlipuAI1vhoMaeCTPnzCC+kjMZog1BHC3G+WJ7nSJSiCmMLEEAa60JFIBAK33WXp2BLzP81/VkgW3qu4ApfuXMIv/I+z9ypwIn6Cpo+b8Ef9uI5LbVUtQb1kbgoTn/ChCQ3p9bNCsXhrkeGzw9yfvy8qroAhvOy9CuhCp5grkk/msdottB81rn99ndTvKdr724m0RghHwxzuPYxlWwghEAgUCueQQ2YlA6VfNFkRwGZj8tAZ7SyVKCKoz9QTfS1KxysdJH9NMjU8xdjAGAB3r97l1EenCL7wuD/u/XkPX9BHNp11Kwfw1l3mJd3R7vIH2ppGdF8UR3MI+ULEjsU40nGEk2dOsvLHCnWxOhzLIaAHyktgN9sU1gqwkybcyLw7VjafArpM1/wrO5Ol6mAVAS2ALW1MaVLTWsOBtgPoUkcXOsK7ihSZuzWHE3ZYT6//a/aweTPKS3piPVvMgeXMWubitcFriJQoAWh2OQJaYEvYmk3xQZHhgWHS6fTF7cy3ADzNHKCQLHw6nZgmOZvEkhaWtMoAlmZtBdIDLM4sMjk+ydry2ic7AniauaeVXCrXN/TuELcnbpNP5TGliSnNMoClWeQe5Lh59Sbn3z7Pw+TDPrZpvs2q9BDSazqm6ny1Uw2ODqrEUkJd+fmKuvH3DXV57LLqf71fhapDCuit1HhDOzkVu8FwcKBhX4Oyg7aK1EdUIBhQsRdjyq11/9Nu+H/0TM4De9rTnvb0D3AgLTh959bHAAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2WTUhcVxiGn3Puz9wfrzNexzE46nQmCRJXA9mkpiIRo1l0UQh0kVKQZtmWkE1LaUoopVAKZmM2FeoyuyRC6KIVFyWZQmutuGgTiIpkKjHWmknUjDo/p4sZJzGEOrYhbnwvH/fcyz28z/ed73IOwHdACgizR1Ll+H2vIBR7DKEAFTkT2TMIBahkKrknELIysCRN7zcRORMBaAd+fBUQcttDGSLxTuKVQcjnXxxwDnDs3DGS7yZ3gggBifL95QD40seXPiE3RM/5Ho73H38ewhchMWhGTSUd+VBExIx05EMzaioREoOAv1sAQanp6Pqti0atEV/z8aSHp3mYOZPRS6OMDY8B3MOl1evwiJ6NYh+y2ZzfxIyaZKezzH87z8pPK7BGH/BDtQD61iCshUnaSYJakI3iBnE7TkAGaPy4kcJqgVujt1oTXyewDlrowdK0QHMAAOewQ/yTOOsz68x+NPt9/mG+aohKBQbuDhA2wljSwpRmKYSJyil6j/QS/zRO7Ru1aK5WmWxiEhABAiKAXs5laWKJ8fPjqBVVDyxXXYF6ox5TmhjSwBDlkAapsRReh4fT7pAeSOP3+MSOxfAMD0tYmMJEFzoSiUDgt/ksvr5I+pf054VM4cOqK3Dl3hUCIvA0+3IFTiRPkLiUwDns4D5ymflyBlM3OXr2KNH2KIYw0ISGLPezQrFwZ4GRcyM8Sj8SOwFU/gJTlLMvV0AXOsVckXwmj33Ipkk20VrfysmLJ9HzOlffvsrk4CR21qZOqyOkh6jT66jT62hrbyO7nIUqftHKEjxrTB46mztLJYoIwvfDNMQa8KSHE3Y4/cVpbnCDm9/cJHYwRsfpDgRPk33w5wOMGoPNtU0fyFQHUF53mZd0N3dXPtBWNZpjzQS1YAlAOlgNFv1f9ZOeSrM0t4SxYeC4TmUJnLhDYbUAu2nCrcy7WyrmfwBdlm/9tTm9Se2RWlzNLQFIi0BDgJaTLehSRxc6onwVKTJ7Z5ZgOMj62vq/Zg/PbkZ5SU9LzzZzYCm7mr08OTSJWBElAM2phKu528LRHIqPi4wMjrC2tnZ5J/NtAC8yByhkChfvpu6SmclgSxtb2hUAW7O3A+kuC9MLTNyaYHVp9bNdAbzIvKzl3Equb/iDYebG58iv5LGkhSWtCoCt2eQe57j9820uvHeBJ5knfezQfM+q2kNIrxW0VOebnWpobEilFlPq+q/X1dTfU+razWvq1FunlBfyFNBbrfGWdnMq9mvCNYNNsSbl1DgqciCi3BpXtbzWovwG/z/thv9HL+U8sK997Wtf/wAGpy5Rz1Q7YAAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2W3WsUVxiHnzlndj52djKzu7ObZDcx2WgTFYRQKGglBEKIIr0o0itLobSFtlQo3lSklpLbgqUQrwLNn6De9MJKwFJTKIkVL2wq+UAKGmlTd3GTbMx+nF64O21EyKYVc5Pf8DJn5gz8nved83IOwHfAFBCwQ1L1uLNTEIodhlCASp9K7xiEAlT/VP+OQIhwYAkyn2RIn0oDHAR+eBkQYtNDHaLn7Z6XBiGefdEWbePwp4fpf6d/Kwgf6KnfXwxAQiRIiAS+4zN8Zpij7x59FiKh+dqYkTWUiIq8ltYWRFTkjayhNF8bAxLbBdB4uugY/GWQVtlKQiZwhYsrXYyywbWvrzE5MQnwOw57zCMmuQ9y2PtsNu5vYGQNSvMl7n97n+JPRVjlGPB9swB6YxDIgH67H096PKk9IWfnMIVJ69lWqitVbly7safnqx7W7q5hZkw0TcPsMAGIvhIldy7H+sI6i58tXq3kK01DhBW4MHeBIBJgCQtDGE9DM1BlxciBEXq/6SX2aozSXIn81TyZjzMY0sDUTEzNRK/nsnxzmekz06iiSgKPtgII10AyksQQBhERIaLVQ0SYnpzGfd3F2msBYO+1qS5UEZOCbr2bLr2LDr2DjJ4hq2fp7eul60gX0pejzVQgBGhk3DBugIx+Pkr2/Sy6p+NrPrlIjkNvHWLm3AzaXY2UTBHIgEAGJGWSbDLL4EeDxNzY6e0BaMYmY13TqZVrVAoV7H02GZGhXbaTkin2v7YfgOuj14kUIsRlHF/3ietx4nqcvoN9lB6VoIkWDQH+bUwFBtIDDGQHUDFFsBSQkimSMokvfdribZw4e4KlO0vkZ/N4uocnPVpkC5702HiwQSQWgSbaMuyCxn8XFcFQx1D4gVyRdHR14EkPV7hERRRLWAyfGsaRDvKJJCZjSE0CoFBEc1GqK1VoYhGGAI3MhzpD81+BQSth/bkxv0HLgRYc6YQApmdy8sOTrBXWcHUXrX7VqLH42yJe4LG+ul7YCuCfzagiGO4c3mQOLJdWShdvjd9CK2pPAWQ0DEc6tKfacaQTztUe17gydoXV1dWLW5lvAnieOUC1UP1ybmqOwkIBW9jYwg4BbGlvBtIdHs4/5OaNm6wsr3yxLYDnmdf1qFwsH5s4PcG96XtUihUsYWEJKwSwpU35cZnZn2c5/9551gprx4Aty99Qs4eQEcuz1MAbA2p8clxN/TGlLs9cVrf/uq0u/XhJHX/zuHJ9VwEjzRo3tJ1TcSIWxMYyXRkVjUVVui2tnJijOrs7VSKV+E+74f/RCzkP7GpXu9rV383nIaz5JzB5AAAAAElFTkSuQmCC) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur192776 2.4s linear infinite forwards;
}
