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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 23 12, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 23 12, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 23 12, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 23 12, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhcWWT4vTQBjGf41luzWtWXIQ82CLyB56UJA9iIgXL3oR/RaeSumX6K1/8lX8Eh5EFs+eFqHDsoVijSwidcdD0trUuO6hk33gPUwm5PnlnXdmXnCoOI6ty+//U5L2B4OBBey1QPR6PQuso1SIOI6t7/tr8yiKLGAnk4l7iOxPcxFFkY2iyPq+7zYTRebbELhajsvMi2ITorJjCAD6/X7RPBvzO/O9DOZKu8BzSnIFVcsykiSgDXwEbgEd4JMTgCRJih4/BR4CZ8D9DODcyRI0Go3c2FoL8BV4BHwBjrP47CQDlUq+yGezGcBL4I0xBmAOvIeSijDLwLvMPKdSinA6nQJ4kp4AP4HjFYyzDPi+D0AQBKuaOAEOgNuku8AdgLWWWq0GwGKxoNVqQVr9c8AYY76t3nVWhPP5fD2u1+sYY34AHyTtSzoCvhtj3OyC/+gu6TIcSqqWfhktl0vG4/Fz4DFwukvzXPi+n+uMABuG4fpykvRM0tudAGxCrJqPMAxtEAR/ga1aM0mepDs7AyiC2Dbvdrs2vZMcSFJb0qvhcJhrRtnoCSR13LinAC8kdSU92O6MS2nLJd2U1JFUhT/LMRqNrFIdOIfYVpb2e5IOs8idO5KO3DaHqUkb2AMugBNjzEX2fA94XcZJaIAGcL5h7pGeiKfOM1Ck7O/bADeuAyBJkl/NZtMDvN++nAhx5SYKdwAAAABJRU5ErkJggg==) 23 12, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 23 12, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe2Wz2sTQRTHP8ZSlG3ZsETsfpEiCqJXT+LJix49ePAPyF+Q5hrwkLaXQDb7F8S7F8GLV/Eg4sGAFU/am4M/irRsawo2GQ/Jhq1uQ8HZ5OKDB7vM7Hw/b97OvAcFWhzHtsj1TyNu5wKRiqc+U4g4jq3v+9b3fQvYMAwtYDc2NoqHSCP3PM96njcBCMPQBkFgm81mcRCpeBAEk+hTTyHIpENSybk4YH3fn0R/kjcaDSvpEcAZxxAA1Go1ADzP4+DgIB2fzG21WleBS8aYl67082AmOzHtFLjLQ46l0U+zQgFOY/8BFuYhKmkF2AUOZw4gaRW4D3wD3jhPgaRbW1tb06b8BPaBHWChiB3Yr1QquQOSloAK8BHYBhadAxhj3odheNJwGXgIHAEB8GzWp2AVuAjcAHaMMcWcgn6/f+x9MBgg6TowBJ4Dh8BrcFiMoiiyw+EQgPX1dQD29vaAUVFaW1ujVCpRLpep1+vOdIG/W7BsQ0JOmS6kRUshss1HHkwURVbSnfF9MBuI1OM4tpKuSKpLeuAcAGBzc/NYM5oVB5B0TdJTSfmXxb+YJGBObbkkJD1Om81Op2MB2263bWZORdK9bPROj4OkYPy4C1yuVqufut3uXeCFMeZI0m3gJvDWGPMK4KxD8SXgAnB+vO65Xq/3FfgMbCdJYpeXl78zKkQfkiT5BW77gdIfz4uMrtwnxpghgDHmEHiX/chZCsY/YMAoqB+MCs6KMeaLK41C7DcXgQ6saykeOwAAAABJRU5ErkJggg==) 23 12, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 23 12, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhc2XsWobQRCGv/iEi1uDgjEk+nFpQQgkhQkpUvgBUuY5VOgthCVs9BB+CteujQtXwZWLIYggIsi5ENJtCt2Zy1kWJr5dZ2Bhb4fb/9vZvdk5CGjj8diHnP8p4v5FIErxskWFqIt3Op14EKW4c8475+4BokDUV04tCkEhNomva1WIVw1DANDv99f57/vD4fCDmV03pf0YjHfO+Xa77Xu9npf0TRKSWpJOJPUk7W4Fo6jYYrEA2ANaZrYAjoFtYKsVWjxJErrdLsBZIY6ZTYBTgKARyLKM5XJJkiSY2V3dL2kn+BbMZrNN7q9RzkCe50ha5/oeBWA6nQIc1SHM7Co4gHOu7KasTv5fFhwgyzLSNAW4NLN5dACANE3LT++BBc8DdZP0DvgEnJvZJEoEavYWeM0qM8a/jLz3jEajN49tyXPE/+k6bhyiWnysa4PBIHxVVEKUZRkhV74JIrp4HaIqLukwGkAV4n/4O9pojeUBWBUYwC5wZ2Y/K+P7wBFwYWa31XeaTsV7xZzbkn4Dc+AQ+MLqJhQQFGBezJkX/TLl3gAT4LKI0mfgOsRdYMAP4NbMcuBX8TwBroqxA+A98BHgD2TnFUbzrZ1VAAAAAElFTkSuQmCC) 23 12, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 23 12, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhcWWwWoTURSGvyRFbG7DDQOB5iy6CIroog/gorjwAXwCH6CruPAVkkVJMsu8geCmjxAQERcupHVVhIDIoYJkkTgQis510UyZTCcJhTvpDwOTmXvu/91zcu8cKFBhGLoi599oboxx3W53+xCLlTtrrWs0Gm6rmUjMk6vZbDpgOxBZ8wRgKxB55nkQvV7PicgjESl7M+90OrdMjTHOWuuCIFh6bq11h4eHTkReAJR8QaTT2263AQiCAIDJZEIYhgBMp1OGw+F74I2qqi//PBhnjNlYe291EJGHIlJPP4uiaGPcjifzHeAIKIvI2V1ifWWgnJrrTnN6AVDVK+AT8BX4GccxAMaYjbFeSrCAmAJTgDiOMcZQrVax1jIajRCRPVX9k43zdxikNJ/Pl+4PDg4A5nljvWUgrd3dXaIoutkFrVYLVf2bN7aQDFQqlaXfpdLq864QgDyJSCAiD+4NAHgLvLoXgMWf8h3wQURei8h+8q7Qj1GiIAg4Pj6mXq8zHo85PT19oqoXvrzX9gJ5VyGNSQKRbj6stWvNRaRYiCxAduUisueXIAOxznwBcGtbeoNImpFV5oUryUS/33ci8jy99dLytg3zNBgM3MnJyVPgJfAD+ALEqnqZjKmsCvah8/NzB/wDLoBfwGNgv1ar/Z7NZnMo/iT8CJyp6meuM5DoKrkptASJROQZ14v9znUJbgAK6QdydASUVfVb9sV/jcsVvvl3SEAAAAAASUVORK5CYII=) 23 12, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 23 12, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 23 12, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 23 12, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhcWWv4rbQBCHvxPmMCdzMvJxyL8ypEgVQjhSpEqR4p7iHiCVjYvgP7gzGNz4SfIAaQJ5glSpXIWwxYFN7CIIC59TWDpke+8Il5UysAjNDPv7dlbaHSjQptPptsj5/0Z8+18gMvFslApxKN5sNsuDOBTPAEqBsImXBvGYuG3kIU4cQ7DZbOh0Okfx8XjMarWiVqvR6/VOACS9dKVvg9lbsaRQ0mtJXiruSfpQKYTAYsaYBbCQVJdUAwzw2TmApNMH/BXgAngDrIGKMWbmFEDSFXARx7E1DFSBiN3q1wCuK3AOkCSJLeYBd8BX4DbdEucA34BL3/dtsVugDvw2xvzKnE4Bsg/N8zxbeA2EwCrvtGb+q8VxTBAEHFTiBfAOeFs4wAP2A5gB3/POQs6BarXKcrm8f5/P5wDvjTGfDnPLrEA1PYDKAQiCgDAMAWg0GgCnwI2ks3ye88sIoNVqHcUHgwFJkhBFEe1225luXvxJ17FziHzz4ft+OeKPQZQmDiDpbDQa7TWjWRVKaUolXUm6Hg6H96sOw3Db7/et4pIuXQM8k3Qt6VW2HZPJZCvJlutJeu4UIJ24kj7pdrvbFOiYYJcTuf0f9ycPgS/AR2BmjJnZ8goDSCHq7JqUn8aYuyK1nmyFVsBm6dacAytjzOIPiGkCmvHgXIIAAAAASUVORK5CYII=) 23 12, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 23 12, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 23 12, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 23 12, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 23 12, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 23 12, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 23 12, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 23 12, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVRYhcWWPW/TUBSGHxKURnEVR1WDyCvUIUtQhRiYqgoxMTCzMtGpY1eWbv1QpszAD+APsCGBmCpGRgaEKnRElohaTUtQHDPEtpyQtHxcp0e6kn2Or9/H597rcyBH63Q6UZ7v/xPx6EogEvFkLBRiWrzRaCwOYlo8AVgIxCzxhUFkxev1+lwQZuyJa44hANjZ2Un9nucBsLe3RybuTDc1SWhsExnxPC/a2tqam/aCQ4Y14BmwnnX2+31ardbcSS4BvgIvgE/TgaWlpbmTrrtSN7MR8PFv5zkDmDbf96lUKgRBcDUAxWKR4XBIv9+f8EsqANX49rvLPZAKnJ+fUywWCcMQgCAIkPQgfqQGrMaj5jQDku4DG91ulzAMGQwGAEkWbkv6BjwF3gKfwe0pACgDP0ulEmEYpulvNBoAL4HHwD1gA+gBgVMAM3sDPJfEycnJdGwEHAGvgVdm1jOzkfNNaGY/Lgi/Az6Y2VniyO0UzDIzAzjL+nItRr7vp0vR6XTIxN0Wo1m9gOd50crKyqXl2DlEtvlYmPhlEL7vR0B0eHgYSbojaS0XAEmFg4ODiWY0WYrd3d1I0qakR/Eo5wWx3G63U/F6vR5tb28nX74q6WEMkot+asly7O/vT6x5XIx+u/5nk3RD0oakm3Mg5s2rSWr+93mUtMm4vJ6Z2fsLnqsAd4EjM0PSLaDs4k94DDSBL7HQcgx0ambZbmQdeMK4ZesBp0DJ6R8p3lhNxlV2BByb2TATr2ahJBVcV0OAYcY1mopnxUtA9Ref6DRKbUjRNwAAAABJRU5ErkJggg==) 23 12, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhcWWzYrTUBTHf/2gDJPQSCqSHgZRmaWLQXwM8QFczbbgooVA95Xpqos+gDuhD+BTiLhyNQuZlVxkELHFQFOSXBf5MHUy7YA39cCFcHLa/+/c3HvOgRptPp/rOv//LuL6v0Dk4vk6KEQu7rqutixL9/v9w0H8nTmg+/3+YSCqxKsgJpOJeYhd4lWrvBMNwxBEUYTv+1Xvi+fhcGhM94aJyJvxeLyV8WAw0CLypCq+WQPDu16vt+XodrsAP6uC26ZURUSAZ8CHTqdT+B3HYbPZAKxqBQBOgUfAt7IziqKdPzIJ8BG4Br6UnUEQYNs2SqlKEmMASqk1cFn2ua5LHMe027fL1HEIC4vjGIAkSRAR+6AAlmUB0Gq18kN4XnUVTZ6BwqIoKrY9jmOSJAE4Bp4CVyLSBu4DP4wCiIgHuGEY0mq1iOOY5XKJ53kA7wGVhT7PAL6brANHwBnQXK/XhGFIEAQANBoNlFKXWVwXOAE84JfJHdgAa6Bj23YhXmHHwGfgK3BlvBlprRmNRlXvgfRGzGazx0DCn09iRPzGsixrbzs2ZjlEPnxYlqUdx9GO42yBHGQqKkNQd+a7IMriFxcXWkRe1w5QhqCUuYg0sysIQFaM6rNs+NTT6VSLyAsReVkSPxGRUxHx6pvNAN/39WKxGAFHpBPRW9L+8zALSWoFEJEz0pL7CUiUUqvML6QFafXPANm3fEBaWK6VUsme+KIDK6USE+3YJc3GBu7tEQd4BZyTjQImADa3PN/JfgOMJiVTxY2uwgAAAABJRU5ErkJggg==) 23 12, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 23 12, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 23 12, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 23 12, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 23 12, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHUlEQVRYhcWWP6vTYBTGf/13Wy5tI8GAfRDBTlcRBwdxdpBCF1edxE1wyNC9tUPp0CFLdxf9Bu7i4u5nKO/gILdWyqUNiUMbzM1tr4UmuQcOJO855Pm9f07eAxma53lhlt8/RDy8EYhIPPJcIZLirVYrP4ikeAQQQYxGo1DS7dzEkxCO44S9Xi/9lbhOPHLbtkPHcULLsi5tRyFlCABc170SH4/HVCoVSqUSruumpnsdzEFVUM6UZGvL5RJJHcA2xnwGkHQKXGQOYFkW0+kU4Cuw2orXgTdAUMwaAKDb7QKcGWOC7ZAP3AceZA7g+z6+7wPUozFjzAXwCfiSyxloNpuwmXXcfgB3jgaQVARqxpjlrni5XKZerwOcx8eNMT4wO2oLJAHc2zxuXpI2n8+xbRvgXNIjSZcmfewZOOFfKdf2MFAoFADeAt+B1/G8owCMMSvgN5v9/WWM2Zm3Xq8BvgEfgSCed/QZMMb8/F9OEAQAH4B3wCwey6UKqtUqwCtglTysuV1GnucRi6d7GR1yHcd9MpmEkl5KaqcOEe+AdrnneaGkh5LeS3qRGsAuCMuyQsuyrlzLkoqS2pJqqQIkIeIAN9oZDwaDUNLj3AAktfv9frwT7mw9/SXfA/BcUmc4HIaSTiU9lXSWi/gW4K6kZ5LsPfGT6Dnb7nS3uIAm8ASY5fIrjokD1IBbgA38KeUJsFgsaDQaBTbVsQJmfwFfxAv86ZcOvAAAAABJRU5ErkJggg==) 23 12, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 23 12, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 23 12, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhcWWsWobQRRFj5bFXjwmG2QbrItxF5chuHAZQkjhKh+QKl9gVBkHDK7sIi7sLt+QNkWKfELqFCGkEmSwGpEVMYiw0qTYHbHeWCHFjH1hYKU30j16743mQURdXl66mN//P+buXiC8uV+np6dO0tN7Me/1ei7Pc3dwcBA/E21zD+AhopbjNnO/JLlerxevJ/5lDjhjzI3XHkJS0gkMAcDJyQlZljEcDpvx+XO/3+/UAHEa8/j42HW7XbexseGMMTfSLumdpFRSIulFGgNgbW2N0WiEMYbr62tv/BBYBd5Ya8v6vc9RADqdqrLe3DkHsAckwDfgJ4C1dhwUQNIOsF0btlUCS8CksX83dAZ2gfXxeEye5xRFAcBkMgH4TvXLf9fmCbCXBAb4AjxaXl6mLEvyPKfb7TKbzQAyQMCWpE1r7Qz4GBpgDPxI03Re/+l06nsioSoDwAqAtXYQFMBaO7DWvk3TqrJFUVAUBVmWAXwFfgEzYOQ/E+UUeBljgOpUWGsBrtp7ogL4TEyn04V7QvfAXyrLcg5yLwC+GRcpymXU7/dvi9OIB/Ntmi+8ftvr/PzcSVoKDmGMmU9AiyDOzs6cpH1JzyQFZZhnwkPQyIgxxl1cXDhJOzXA8+AAbQgPkOe5Ozw8dJJW6zlgU9JKePcWhF9HR0dO0ntJ+9FMF0HUDfda0uN6KLk7NYbPB5JeSXrS3hP2PC6QpG3gJTCw1n5oxqLeBQ1dAZ+AQTsQ/a+4nny2qK7h9TsHoMpy0ni+oT92zx/JT8zJ0AAAAABJRU5ErkJggg==) 23 12, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 23 12, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 23 12, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhcWXsY7aQBCGP1B0CozFRFdE8VRpkVKkyCMFGhqLComCkoaCgjpPk4dInWKE0hGJE5xO2RRgy8G+E6d4zUgr7WpX/r/97fXMQsRYr9ch5vOvEQ83gcjF89YqRFlcREKapu1BXO4cCGmatgNRJ94axEvida0M0WkYAoD5fM5+v7+cL/pZljWmWwkzuxuPx0FEnj0FZtbN+2+aBnD3x+FwWHGgJP4O+GJmB+B7t3bVf0an86LD95w2ngD9xh24In4Cd8CDuz+0DuDuT8CPfBzlFbwmogKoKqoKgJnVut2KA9vtFuCrmfUv56J+A7vdDihOxRPw53JNNAdEpOj3ej2Ab+5+aA2g/CMaDAa4e2X3UQHyEBFCeD4BRklGWZb9M6eqTKdTkiTheDyy2WzU3X83pV2bjkWkSEiqWoxVNSwWi3g1QV58qGpQ1QrUZDIJZva5cYA6iHJK5pyWzextvt7M3keBUNWiBMudWC6XFdvN7GPjAACr1aqwX0TCbDYLZjaoAYhzCs3s02g0ut3F5AzRvenV7NqIV53WxPmdf+CUBH+5+6HtgiQB+pxKsntovyJ6LPUPAH8BW+zndmhqzGgAAAAASUVORK5CYII=) 23 12, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhe2Xv6oTQRSHP8MShEnuwMAW+/NysUhh5TOYR4gPYBqxsNo3sA6YsHUewFfJC2hrOemEFAtJCI6NWfZuiG4xE0U8MCzMGfb7mJ0/ZyFhVFUVUr6/Dzz8EYkz/NxuKtGFF0VxO4ku/CzQlpB0L2kh6SE5vCthjAnL5TJIei1pdBM4EIwxIc/zYK0N1tqwWCyaz/EksgQAZVk+yhljmM1mTCYTANbr9TPvvY/FvibTaxcMkln0jP8C0QUkDY7HY+/xWWwBwJ1OJ4wxjEYj9vs9u93upgIA1HVNXdcAjMfjq+NSrIFvw+HwMWRwHRNdwHv/Pcv6T+y/twv+CoEQAtbaXmOTXUbOOQ6HQ7MTqqqilY/GbcMvrmAgOOcuckmqo7NEuwJqN2ttU5BEh/9OIs/zUBRFmM/nQdJ7SU4SEHENtCXKsqQoCrbbLQDOOabTKZvN5gOwByzwBfgUm99I0Jr+1WoVJA1/tueS3kp6IyndMfCrHxNJWTK4pKcdiXP/g6R37TxEPogkvQBeSXoJF/s9A+66zNjX8V3n2YT3/ivwsdsfW+AzcA+kK7ljxw8jfeDcTLuCHgAAAABJRU5ErkJggg==) 23 12, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 23 12, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 23 12, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 23 12, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 23 12, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 23 12, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 23 12, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 23 12, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 23 12, auto;}
}
div.testarea{
animation:rwdcur172885 21.333333333333s linear infinite forwards;
}
