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0%,0.525%,100% {cursor:url(data:image/png;base64,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) 6 25, auto;}
0.625%,1.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
1.25%,1.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
1.875%,2.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
2.5%,3.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
3.125%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvElEQVRYhe2Wy28SURjFz7w6MBS4w6MPCtLEllZqsLQQNDU6ahcmLuzCxo0b/w13xsSt9U/QlUt3RmNTYhSSagIs3Jgm1cQ+pKVWKS2Ux3UhYmuZBy0rw9nOvd/5fee7d3KBjv5HDd500jO3+qiRtXy7zT0KoeGADaJdRJUH/fRsndFaz7bT3HeV0FhUxrzbjxf9AYQnZd09bQPwKoSGJwjm3V7sBKeQ7z+Hl7Ifs/eHNUfRFoABhdDzMRnxnkHsBC8BPAewDH56oojbHJh9MKIKcWIA3xWZRqIyXjn92AlO/TZvVGewNaTgnchh5l6gKcSJAAYUQiciBAv12A+Z10UFEd9GriNjLWHm4egRiGMDeBVCL8RkLLj9f2NXERUsyLlD4ArlI980r4iaTimEjkdIfebNO2+oRiFllxDMJLD46MsRP90Ebv9zgLwKoZNRGfEenyFz88YSRlXMAZ0EbBGJTl92Q+614M3CBsrFCsIRgnl3kwPX1HwZodRbJOc+q/po/gmtIof3uT3s+fpw4xqQz5XwWva0FHtyrnnnhgDMJh5bNiu2h6bxfC2FGrePwnDMUOdqM28JwGLlsE5cAMsi74vo1WrMPJRK6nZuCKBb4FC1uIzUacQ+aiD2g9K8BSYLh7LTA7A69f7Enkrgg4HYD0ozgUKZArZuXXMpu4RgKoHFx62ZAxoJuKasdJuhqJhMmgVMm8sYSyePZa4JIJl45OwCWF77zcLQKpx2EdG7PkMvIMMAji4WRcmhvrNGgRpF0XUayb5BjJ21YfyOt2UI1fYEM4cK6T18AGsUTHUfQjkPS2EVUnEFzr0f6C8IKFcqoFKr9hoAXWYOjFWCmF+FubQJaXcNzvwWvLs87ByDze8lZLNFpJ+sMOnWffUBZAePixsfwWcZ0P0avq7vIvN0lcmcwKyjjjpqpl/KjvZZdt2VSwAAAABJRU5ErkJggg==) 6 25, auto;}
3.75%,4.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
4.375%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2WTU8TURSG37nttNMpOB2gkJRq1NAE0BIVFhKDwUbjL7AbSYzRuPRPlMS1iQsTxLW6c6eJGxIkQTTWmLaiUrCFFCgITFtp6cxcNy1W2/logY3puz65z3PuOXMzQDP/awZudVMzddajgAdDPip08OAcLH33eInRqyVHAV+UZLzc7cClwAnD+kMVKMPD3lGk3Rfx/Fcb7jwd0h3FoQkEQz6akFSEvaMotnsAwiBlOYOZAouxh+c1JQ5FIDjeQxclGR+8ARTbPWCY0tgJg2+OYXy1qbjxwF9T4sACwfEeurijlDrv/AMvRWF5fOJHkGnjMHz/dJXEgQSCIV8F3FMFL2ePCPictcJJqnENf4bBkI8uSSrC3qs1O9+PSiGmZ3EqlsSbJ8tVRYY3cO529YNS3vaP3ssm4O/RG4lhugbclIAAYOzRwL5E5aemd+1QKYTNOfhjUcxMrmg+RoYjoABmMyruTgzS3EYW33/umYKL6Vn0ReYxNZnUfQl1BVqHeLq1qyDeMgKV+wH3XtZ0532Rebw1gBsKcNSCNchQeR5xcgHxk2dBLazhzP2xmGHn5ejugMttR1EQQVl7SddmeO390QimJszBDQUEnqDg6NKGVsBdG3Poj37R3Hat6I/AaYHc1gkQnTP3O68fDujcAD/EU6uNQBG7dA84JkUxmFxoCK4rYLcRLEsylFZB9wCGtcHT2wH/TXN/QKYF3CyLzRY7YLXULlApGKWIgsWF6byKK9eOw31drFtCcwd4kYXibP97AVUKm7wNLp+CS16CKGXgylBkd4p4tVZA+vVW3WPQFHBwBDIvgsun0VpIwFFYhShl0Q2C7LaMxEoG4RfrDc29MpoHBO55KbocIJRBLqdgPZXDwrPVAwObaaaZf/Mb0S0YDiPVx04AAAAASUVORK5CYII=) 6 25, auto;}
5%,5.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
5.625%,6.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
6.25%,6.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
6.875%,7.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
7.5%,8.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
8.125%,8.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
8.75%,9.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
9.375%,9.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
10%,10.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhe2WS08TURiGn5k5c6mdaUvLFAKMxDZpYePW28qdS+F/uPDPGIMr/4b+B0lMGmohkRSIjRLoIA3T2vZzMdDERbH0opu+y5Mz87zfNQfmmus/S5vVj/2tQAoli/Raig+vdody9JnBNyy8JZurs0tSLwL5ZwYWX65LoWTh+TZXF10+fzIxWq2h99VU4duBFMsKb8kmPO1QqQW0lYcnjaHfTC0Dua11KZQVnn8NPwiIxMe2I5LFxGwN5LbWpVg2SPkJLsNfVGoBUc/HViH5TJWT9ydDm3DiKVjcvi/FshlHftahUlsjkjyO2WQxU6X+pn4rY6IeiCOP0x5HHsNtKyTr/R0+kYF4zv9suEh8bCvET++NBIcxSzCY85u0H8Q1d8wm2VSV47ejweGOGdh8/UB+hn1WfTWY80HkKhyp5mMbSD/JiKsgV7AxlX7dcDHcMZvkM1UO7wi/k4GVQgLp9tnfbaH6Xc7NzQE8l/4yFnxkAwvPFySZt2h873CqP0I0A8QYzPm48JEMuE9XJSjp9HrCaXsDEQW6DprgdvcI9zvjsoERNqGXbWPd0zlq6HTIxoea4KpvmLZw/rEx0TK7NQPuY1/ygUPrqkez/xA0A2W1SUsVJxlx9O5o4k16q4HlQMd0dOoHin4iiZf8gWcecrzzdWoPmaEG0s8WJLPiEJ51idwSOatCwrigvnM81VfUUAPLBQfN0Aglhe/tTR18o6FN6LiKngiG1pkZfK655gL4DW+L4a1MNsuvAAAAAElFTkSuQmCC) 6 25, auto;}
10.625%,11.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
11.25%,11.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
11.875%,12.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
12.5%,13.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGklEQVRYhWNgGAWjYBTQGLgut/0fuN3zPy55Jlpa7rLM5r+GgxbDp5efaWkNduC+0v5/7vP0//ZzrHD6nmbAbYXd/+ynqf9dFtrS33LX5bb/c5+n/3deYDMAPl9l9z/3afp/h7nWA+Pz/GdpAxPsbivs/uc+HyCfu6+0/5/9NHVg4txlmc3/3OfpAxPsA5rPDXu0/qdcj6aKzxlJ1SARKv5fTIeP4e8fBoarzbdJ1k+RA2TCJP7zSLIz/P75l+HujCcUW87AQEJlJBUqTnXLGRiIDAGpUPH/fFIcDD+//2W4P4t6lhPlAFiw08JyBgYCUSDuJwIPdlpYzsDAwMCC03Ifkf+Citw08zkM4AwBPkVOmvp8FIyCUQADANBThRH26GGNAAAAAElFTkSuQmCC) 6 25, auto;}
13.125%,13.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
13.75%,14.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVRYhe2WzW7TQBSFTxw3pq7HKUKgulFtaKgqAssIFkig9gXY4x3bSpWAdtMHYcsbtOor9AVSibYsKlDAbSCpSBPi2OMY97KIFImfOEkz3vmsrfnOvedezwCpUqVKUMqqQfmnt+je6yIN+yaTFNywS+Q1ZVjrIeaWGL4dXKL67vQfnpQM/BFxrmFp7Rc0U4fvdP8LT8SAYZeIcxWLjztgpgbvq4vD7eOhnRYawcLLBxQEDIUnLpipgdc8VN4cxTJk0fB+5Qw/nQ6Otz+OLFBIBIZdGsB1i8F1umPBAQER9AdOHbTdP+/i8O3wzP/WVBH8OXAMnTMXR1snExV17QgMu0Qe7w+cbjHwmjcxHLhGBLdfrFAmEyLM3hnAR61anCbuQIbNw48WsVAeb8+FGihsPKcfzbsA93FjNgu/waeCAxMMobn5jGqOAdarQLdc8LYKvz79Fo9l4P5OmeqnCvSggnzRg6zKaDs+2h+mNzCyfcubZWp9lyH3viBv5QAJaH0OcbFfE/Ibjz3EfPWQosADzQRQdRlR7wpuXcHF3idhd0hsBJLWgZS7Qk7NoXcZovr+XPj7YaiBgm1QlgiSkkWrGqGxKx4OxKyhcnMGUUhons2isesk9nJKlSrVb0Qxwn9xHkIAAAAAAElFTkSuQmCC) 6 25, auto;}
14.375%,14.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
15%,15.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
15.625%,16.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
16.25%,16.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
16.875%,17.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
17.5%,18.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
18.125%,18.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
18.75%,19.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
19.375%,19.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
20%,20.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
20.625%,21.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
21.25%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACi0lEQVRYhe2Wz2/SYBzGH2gplE2YMscYmeh0xsOSxWiiJhg14DLRu2YXTzs4jDEx8S/w4l9gFm8mJv4FXgyJCbLDwhYzR4yiLDg1c/wojJYW2vJ6QLIRoC0MbzzH/ng/z/t8nzctMNBA/0FTT+fI9TdPiJFnzf2G+8Ihks8FkfqQQ+DlI10Tpn7CTyzdJoXKLZSSTlAWAa4zSZy9yCO6uNyR0zcDvvA84aQ7KCWdgKkerImRMeT8jml/GuuPX7Vl9cWALxwinBRqgh8U6/yCqZkEaLMNH5+9bmIeugN6cAAQC9PYSsxAYUrw3p9r6gV9OPi8LhwAzLYanLMUBI7DXkpuutfzCA4WThPOVOG+sg1r6R0y0SL4+Eb3Izj/fLEpNl84ZAxOKf/gEWRirXBDBiYWbhDaXMal5SXSgBuKnanC7U/Xdx4rgF9thQMGRnDyYZAU5QAmXZsoKwJ2c8EuYo8gE+Xa7rwh3RLSDg9Ka158zQ6BYiiUfzmMxx7NgY9vam5S10D16CxU0QRVctUvaCzXWjhtuK4Bz10/kXbsemvU4VYF7suNwhXAxz8ZOmGaJbSNDUP4bdGMfB/eKBwHftUYXNcA42BRzWlPycxU9+HRYse292SgZvdBkbQNeK5yOGZbR3al/Tnv2cD4vZuEl3y68RcTHEYmxjB54Vy3bG0DFlaF+Ift/CapAVQNQv40PsdcOH5tvCcDHfO1uo4gm7I0AWmbAsuICIpVwY4WwbAFmIQdUCSHnxsVnHoQIFsvIl2NoaMBM2OHdVSA3bsLeliCtfINFJUFaBEKX4GSBdQaDWVPhlxUUXi/1tOHraOBankbDuYHiALIaRGiYIMqA/m3K339jRtooIH+An/rJUmW+9gHAAAAAElFTkSuQmCC) 6 25, auto;}
21.875%,22.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
22.5%,23.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
23.125%,23.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
23.75%,24.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
24.375%,24.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
25%,25.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
25.625%,26.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
26.25%,26.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
26.875%,27.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
27.5%,28.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
28.125%,28.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
28.75%,29.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
29.375%,29.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
30%,30.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpElEQVRYhe2Wv08TYRyHn7veXWmRtoDQGgqhBqM0qAwwGDVORhNjTEQSYnSTGJ1s4uaqA0YggqlNDIvOurAZ/wSDwWj8wc+KUQo0aGwDvWv7OpAiUno9Sl0Mn/Xu3ud5P+/3TQ5287/G19UjrLwn/wt4INQr/Oc7abkdKipRdoFAqFe4W9tYHNU4cPoUvnOXTSXKKhAI9Qr3wSDRsMLCCw8fB1Zov3HB9JuyCTTfuibcrUHmRjSMcRcKMksvs3wfTdP5uL9gC2URCIR6hSd4mOiwRuq1C2nDsp9GDBzZBjoeDWwpsWOBXO1zEQXj3d9wADWjMnYnS43LT/P1m3kSyk7ga7W3MRdRSL3Jh+di/DL4MjZPhceT96xkgbVpDxId3nrnuehyGm9XDF1aYrrvvlQWgfXan2im8Iycpr57HmVfnOnBfDhYmAHfpbOibeje+tnl7nk0kj9wG6PLafZ2xbA3FIaDhQYku4aY1Tn2LCIWP7xnT9N+omEFY9wcXncxhuqPM9lfGA4WGpA1lYkRG8lXPmoOta3fc7PavV0x7I1xpgb6TOFQpAFX+wmR1TVIVDPzNInxXEVJOk13Xt89j9ZQfOeWBOQKyPy0IWedAKhJe8F3c9OueK3DocgRqHVOjLgDm1BNF8nB1aY40w+tw4sK2CpVUl8rC1a+GT71oPiZb0tAsmvoCzVIUuF1a88sogbmS4KbClQdPSlIS6DXmi6gz7nwB4/g77li6Q/IsoDNYyP1rQK7qMx7JsiSJovu1BGqwfLED7zHW0rhF74FilsjNVuNLP0ZwIyUQfau4u5YwdGYQnItIzIZ3t7d3uBZE6iwk1hwI7lXqQqmcARWsDctI2SdVCzBZDhcMtSagMuJ/yqgfiaT0JkZGiwLcDe72c3m/AajXfZf5EGVBwAAAABJRU5ErkJggg==) 6 25, auto;}
30.625%,31.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
31.25%,31.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
31.875%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2T30tTYRjHPztnOz/mdMefm4o3080lUqCIQYJS1J0JQRBBUH+BYhSoV+pVFxEEdhGFQkF3XQzson9h1UVEXZQ3tlLLmXMudT/O6cIMpbNztjnv9r183+/L5/s87/NARRWdkIKzU0bPwweGnU84Kbg/3IFcW0/rjVuWIZwnAfd1trM8v0787Q6toyFLf1k7EJyeMPzhAN+ex0m+SqGu6WxGsgTu3snbhbIFCM1MGv6uELGFDbYjKcS/55loFmNNouX6TdMQZQkQnJ0ymsIdLM+vk1hMHbkTcw7WXspo3UHTt8eegdDMpNHU2f6v7aKJp65XQlHMbo4ZIDg9YfhOBVmeX88LVy6o+IadvBm77ShrgP1VCxBbMIfnAHVAxn/ZRXR03BQOBc5A27Wju3ywarFnG2wvmlfuHlJouSpbwgsOoKtpOu/NGofhXxfiJCKp/7w5QB5S8I1ItnAAW4MnfNbwnmtHdvlwdzVS3djA6otNEhHzyqUBuaDKD2Q7A646FXQXq48VPL0ZfuRWMN7peQfO7s+LDiA1V7O3tEuV7sSI6qaeHKAOyviGnUXBwWYGqgJ9hqBI/P7ksbSqgzItV1x5V81Klh0Qq0UEpxvhl5bXI59XaB5RiI6OFQ0Hmw5IPo3Md5CybtP7rAANlxRWou9LYRcQwO9l50sVooXt5+skWk9HyQHyfkHN6QFDUGQyMTfKofMcsKfoeM6I1HWnQUryYfx+Se23DOCoFchuZXFnVGC/3XqriNanU9+UI70VZ+npXMlg2wByvZfdjwJ7qgutH7SuNLojydJc6dUWFcBVq1FzsQ2jf4udzQSfHz0pK7iiiio60B+QgM4LwHKJqQAAAABJRU5ErkJggg==) 6 25, auto;}
32.5%,33.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACb0lEQVRYhe2UTU8TURSGn/loYRjagVIRA03EkCCoIHsSjCaGoGyMKzXBWv6JiW5kaSJpKnHh3iiJG3eu/AfEVL7bYBNsMFUoM3Ovi4JSmbZDKbu+y5lz7/Pcc88MNNPMGSX2JCHH5l7IWnXqWcD7ZuPSuj6IrcGF+w+rSjRcIJaIy46RIeylIitPd9CibVXrGyoQS8xI69oAdrpINiUIbWsUPpn0PHhUsQsNE+hNPJbW6BXstGBr3sEslpiBFQu53UJk/LanREMEYokZ2Tk6iL1UJJsUGEXl7zvNVSh86cbo7/Vce2qB0skvY6cdsql/Jz+MrUPXeAvseK9XvB/7SywRl9ZoaeBK8PLtbB3MKYEjN8l+eO3JqlsglogfDJwgmxSeJzcnwWWNzOJCRU5dV9A3e3DyZcFW0rvt5pTAVTeqwn0LdE/fk4PPn0ko/86z8+UDdxQu5CaZ96maHfZ1BdG7d6R5aQAlKDDORxEbKtn5Km1XN3zBAfRaBeHhmzJgmfxYBAWF0EiOwsdoxYFzyfiG+xJQDYEaMFHXTYJOkP1lgYEHfBJcNUPmnX+4L4FAXzv7q3sYzmFp+diUtf2E8OO7/ZfQ0ITUOyx2v3Z5lrpA+7TE1U7Wdt8CWkhBtVsJ5jo83yuqwG39jlB/18OuLRDotdhf19Gc42VCFRQCGpp9Dq1Vq1ug4gxYV2/JYCRM/rNJ+IinrYMdgcgNFcPMsbbw8lS/84oCaligYNCWNwHY00EfVrHGHBwnx+rbV6cC1xQI9FjY6QC/gjqRCUH04i7FfJ7lN8mGgGsLdIYw+i3aB37yLTXXUGgzzTRzNH8ANiTvYIFF4w8AAAAASUVORK5CYII=) 6 25, auto;}
33.125%,33.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
33.75%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2TTW8SURiFn4GBGQodPlpIP1wA6aJiXNiNNiauDHHrD/AvGDfGaIxLE3+EMZqm6EZb7cK405VLExO6aBqjbbGxkYGhyGXqMC5osaRlBijsONt77zznPe8ZGGmkISpz54HtdsczLPjc/Ue2Jxkjdfuuowl5WHB/PIRYL1L7/s3x7sATmLv30PbHQ9TzOvpzP+WPQeI3bnZMYaAJHE1ufi1SyvnRBCjSDLW9Xx3fDCyBI3g9r6PnVDTR/LRsK8icI3Yle2oKAzHQNvmSgib+n1XTFt6ZKsXPH6ShGDgO1w9jB7AAI22hXNxk993yqXA4YweOF66UU9smryQtAvMbFFZfdoQDOB46wtsmb4cbaQsls0FhzRkOPaxg+vqtVonaC9ceeynZPRx6WIFnVuL84ye2aRi0Yj+lcIH57uEA3m4uaZkF2z8TR/zYBblBY8uinFPQRJNjAfuHhSus5Xpaa1cJ+BITeL1jVN4qGFIN1QbN9LTglaRF4MImhdXObe/bQDB1yfZNxRDrgqg5feK8mj6EO/xqTnItoZqKIYejVL9MnDjbCwtCWaNvuKuBYHrRliMRzLzJpAidfCwqHOh6v2zAZQVyxINvMkbxvULwmFdT/suf2TraQp3tVy/6nt7VgJqcorF9QLSWaIIli/1EA+1qCfl3ke03vTW+JwPjmcu2HB7H+DROxJbYCwvCixWCvjJbr5fODHY1oCYTSF4VGiEaWZ3wmGBn5enAwK4G5IiGPx5Du/aTnZVnAwePNNJIR/oH5kLou3zKuswAAAAASUVORK5CYII=) 6 25, auto;}
34.375%,34.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
35%,35.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
35.625%,36.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
36.25%,36.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
36.875%,37.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
37.5%,38.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABH0lEQVRYhWNgGAWjYBTQGNhOWv7fc+H2/7jkmWhpuc3EZf+1LBwYPr9+SUtrsAP7KSv/p596/t+qbQ5O39MM2E1e8T/1xNP/tr0L6W+57aTl/9NPPf9v07NgAHw+ZdX/9JNP/1u3zx0Yn6edeTYwwW43ecX/9FPPB8bn9lNW/k898XRg4txm4rL/6aeeD0ywD2g+16ro+R+97zpVfM5IqgZxt9D/fNo6DAy//jDcntpMsn6KHCDhFfafXVKS4e+PnwxPls6g2HIGBhIqI3H3UKpbzsBAZAiIu4f+55CRYvj75TvDk5WzqGY5UQ6ABzsNLGdgIBAFIo5+iGCngeUMDAwMLDgtd/D5z62kSDOfwwDOEOCUV6Spz0fBKBgFMAAACRePRaxddOIAAAAASUVORK5CYII=) 6 25, auto;}
38.125%,38.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
38.75%,39.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
39.375%,39.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
40%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRYhe2WT08TQRjGf9vulr8ti0CBYotSkURPXvwT0mBihMSgHr3oNyiaeOPgwfgp/AyejEYFvYK1EmM8SESitrDdlrYUhW5b2mU8gCmJLdTSnuxzm2Tm/T3zzjOTgYYa+t8l1atw77lb4lfoE7KjFZvFRfLbs5KsuhjwjPmFM9hBSybNcptG++0zyDSz+Hj6L55cc7jPL/oCnRzLWVlvdWC/oSK3OzAi4ZLzLbWEu0enhHOhYw++Q2rcRHY5MPRVEq8DJdfUrAOeMb/oDzrozCi78AmB4u3BiIZZm5nHSAbqlwH36JRwfSjCN66BPKiS0VeIvZjD2AiW5Rz5CDw+v+jdB09dMZEHVdK6xtps4EA4HLEDnrH9gSvu3IiEic++JZ18d2j9qjNw/NJd4Qzai4GbECiDnaR1jUSF8KoM9F+4I+Rmld6gne4/bR83Ubw9ZCIhErOBiuH/bGDo8n2xGdFwh9Ri229aUFzqbtoPCVwpVTx5ePKBsM5ZGEiZKMj7dt5FWteIz8yVvWoHqeJbYHwGd0pCQSZHluj5KLZhJ0ZstWp4xQZGJh+JE5qMdW9ckEwMLYIkJDbfL1YNhwoy4L06LURAYM8J8hSINMVJnU3RdtrLViyM0t0BX6rFV2DAjDcxtF4gKW/x3RWl5WIXTcoAO7ltsss/iC88PdJbcuDikesPRdsbA03RUXytWNUWRMEkt6ITm39Sk2e8bJGTvnvCzFnJo2Mb7kOSJHJaHGMpwU/tZc3+EWWPwHKqnZ18FlvBSX4jRfZrlPWlVzX/wJQ1kDc2EaZJZjlE4uPzun3dGmqood+1kheid7KeawAAAABJRU5ErkJggg==) 6 25, auto;}
40.625%,41.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
41.25%,41.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
41.875%,42.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
42.5%,43.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
43.125%,43.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
43.75%,44.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
44.375%,44.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
45%,45.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
45.625%,46.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
46.25%,46.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
46.875%,47.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
47.5%,48.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
48.125%,48.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
48.75%,49.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
49.375%,49.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
50%,50.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvElEQVRYhe2WS08TURiGn5np0BuX0iIEWi5BYdECGtcm6g7dmBhduAAMsY0Lf4FRQzT6HzQkrewM6t6FceEPMMFCNSEYkUtaabWlA7alc1wUEoG2M0BXpm8yqzNz3ud7z/dNDtT1P2rAFxJm35Vrbd7juyOc1ibO+O+bgqgpQG93UATsXt613+OhetEUhKVW5j5fSAzbu3jhvo1TUrnuCKD8gakhxGL0mVTpu4oLRzX32zuY8QRplJV9a7PaHE+LH6kEceIEfL6QGHF0EfZM4JSUQ+s3nSOo2zJTfsTiwmGIEwHsmU/vxl5J12wBijo8KQNx7Cbciz3smaBZrmwOIEkSo45BGnMa/e039jXmsRLo7g6Ks/Yupt2TZWM/qIxeYHIjzMbmD1YSb/clUBXgtOuqUP0XyC9/YWllRoLSnAdspW4/2HDllNWLhFIR5jILrB0wNwTYslhwx5MoLb30MikEFgL2TiJt1c98T5rIM5acJpr+ynri9dGnoCgpPGi6Ql7Xedz0AX/RznP3uCnzjF4gmIwQS8dYL1O5KQDV7qJRdnDJ3sNwrguv1Wm68mAywqdMtGzspgF0dM4r3UiSxKCt1dAYSmc+lpwmlo4ZmhsCWB2tyLKO2WnN6AXupiK7Z25sbgjQmVNpksxNqibyTG6EmducZz3xxvQvvmppnoY2U5tk9AITP8NEM1HW4ubNoUoCXveoOKd0GqaviTyh1Es+b86zajL2f1Vxe4u1lT71lOEGqzmNmJLDorYc1bs6QE4V9CnGnT9gdfFIvUxDi5d+37jpq5ghQIPsoqMcgF56NCGTFjLvRQIczTjkZmx9Q0f1r9wDKiAkhe8iz5qeZUn6xTc9xXwxTqKQJtMg2Clm2dnKks+mEDt/sK1qtQOgxcOt3CsKhW0KsoaeziLyv1mOz9bkFlVXXXXt6S8g4wLH4bE/ggAAAABJRU5ErkJggg==) 6 25, auto;}
50.625%,51.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhe2WS0wTQRjH/9PdbaG0W/tAKZZXa7UJEYNy1ZiYqCcvRuRxIYbHQRMPXowHiZ68ixKJmnjAhFRIvHjw5slogFBDiDESwUoohb6gS3G7zHiooKaP3UJPpv9kT7uZ32+++WZ2gHL+x7hre5jWb3Wlhje4ehnljfC23NMkUVKBxro+5mF2vKm4hpsJH7zNg6oSJROod/UzL3VgWOxAvc2BrkMncWujGW7fnYISpFTwJoh4au6A0+LYnZYiK3gR/ohHpq/4Mnc3J2vfAvWufnYMNgyLV1Aj2rNqqsgKnkc+YEQM4nPgdhZvX0uwAx8yX80JBwBez6PL3obTSQN8rQ+ylmPPFdgp+zOxMy/876zJMs7FnoBKy/gWernL5fcCb6jrY0epHY/Fy5rgSUpxQxqHvLGIYPjVP5MuKHDEdokRdytSC+/xY+0tATL73ENtGBLb4bRYVeESYxhI+BGITmfBVQW2OA6WaAyoPoU6TmBEOAwPs2LE0o4aUR2eYgQ98VF8WpvB0qo/53IXFEiDR6e+DU1CDQatDG6J4KFZGzxJKQYSfsxGprC0OpG31woKcIYqnDA04azRheN8LeyVOlgMRk0zH0j4MR2dRDCcH64qQPQEDcQMQgjcFabC1N+RGENPfBSzkSlVuLoAE1AtmDWBgT9lz6y5OlxV4ADjUaHT9mdNMYLexBgC0em8DVe0gI1YIBD1oyJJaQYemcq51fYk4LJdZF69Q3WAFFNwfX0CgegkguHxok/W/P3MG+HWHVTt+FBSwszPFVC6WSy7sEDaIMBncKoO0GgScb/qAoy2Frgc5zVfxVQFOFTCSSzZL2jmkRiHDSbgHYthXi/DLFhh8pwplp+/BwQdhyq9CSGF4rsuiUUaxzzimFNCWFbiiAkKtpUU0lICbGsTVI5q2veaBTizHd2p19jeTmML68B6EkyOYmFlrCS3qHLKKWcnvwDvfAqvkDJfvQAAAABJRU5ErkJggg==) 6 25, auto;}
51.25%,51.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACz0lEQVRYhe2W3W8MURiHnzlzdsZud7at+hofsWuLVuoS8e1KcO1Oav0DEolwg2QT6vMfIYRLiX9ASHGlq4qUiNBS7U7bmdmd2eOCirI7s2WvpL/LmXPe5zkn75sZWMz/mF67XzW7VrQavmH1ceWbXWzoPtuUREsFcnZBmUaG6+VdnJzaTPemYqxEywRydkFZRoais59sLcFOv50TY0vp7jkfKaG1Ap63+5U0O7nk7CYXGj+fB7WQ++I9N+0Zhkvn6rL++QbyawoqaWQYKO+ZBweQQudwbS0HJiQ9W67WvYl/Esjb/Sop01yYPkC2lqi7Rgqd414vOyZr5Dee/kPirwVydkFJs5Ois598KCPXmlpIwduCCKDXPjZPInpng+TXFFSbzHDB2d3w5L/GE4Ib1iDVmbeMjN2Z1wuRAps7jqhadhuV9w95+/mBBt/n3EhYnHP2kYs5+Rz8SvoJJe8Fo7/BYwU8XUP/MkYy00dWTyhdLsNIWFws7yNbi4dXkBTTj3jpDvNu/HbdKYisUtUSHPVz9LmruZYRJIIK5529TcE9IbhsDfLKHeLd+N2G4x5dSabIhcvZGrRxaXI7Zhhga82d/LI1yJA3xOhYY3isgDJ0bCcJ8L3ZtOYarph+xCs3Hg4xY6ibSTrQY6G/wq+kn/DSHW4KHitgzvqkguYmtYJkwBrkuV9q2HD1Elm9iwxSKOI+GZ4QDFiPKbmluqMWlYY3sH7pIdWpkmhadL0KkqvW0x8NtzB4pICSKfqCVbEFviqPN2ICVZtdKDtawDcSLFdtsQVWapIzzg5SVi/rlx1s+lcsVkCnje6ws+67UAlcPcXIEo1n7YJnmQrWkhWY63YtlN+4CaXS0DWTsmHywQh4Lcp8NF1GxSSfhIebFFTLDoE/jvKnMKaqjHy5t+AeaLghu+mUate78MMqvuYiZyegMs3Ip1st+YtazGIWM5dv1xv6loX7/zkAAAAASUVORK5CYII=) 6 25, auto;}
51.875%,52.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
52.5%,53.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
53.125%,53.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
53.75%,54.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
54.375%,54.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
55%,55.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
55.625%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe1WS08TURg982pLH9NpVQKl7UATg4UWyqOJpoJxgxtNXJgYd64I8A9c+AvUaOLWnVsXrg0vXRiiiZKUtgipaIqlAUycaQtDZ8p1QUAJnRkssLJnOfPNPeeee77vDtDA/w7qLBaN+8eIp30YFek7ZpMPDDnosyB3d1xD+04RYmsYMd8dYlTPnip5cIIIgQRisoxwZhHUOQqk7z7m8690vzk1Bwb8o8QrJhAtF9GVTsGqKrAUPqP/h4Qb8ee6LpyKgMHAOPF0XEevVEQ0lYZFUw/eCakP6OQ8GOl9WlPEiQUMBsaJV0ygR5YRziwdIgcArlpBPLmEtgsBRJtvHxFxIgED/lEitA8jUiwjmk7Bom3XrNut7KBaKSG5/vpIR9QdwnhwgvDBq+iXpJo734dm4THdLSK3kaz5vi4Bcf8YEQIJREsywpm0LnmVc2AyEkReWcFM5knNeWB6BGHvCBnu/hOg/T6PlUpHAvc3NAuPyZ4QcuVlTKUe6Q4jUwckmoVd+4VbV16SwvoChJYexGQZXekvxrZHgljd+orZxWcnm4Qs40BvoYC7JSd84tBBn+sFrso5MBUVkdtewXT6semoN3WApu04r1KgFt7gJt8KtrQJy66B7ZEgcqUl050fS0CIv0w4aGhWFABNsMtrurX7ac8rK8cmNxVAmCYIVQpuYjVcRLPwmImKWC1nMaWTdj0YZkDj3Lik2GA1uM8O+rwOcsDEAZpxwFPRQBuUpTpEfFM38LYOcsDAgbBriDC0Db4KAUXpr935swyfN4S+tnuG974edLdWZghc1SI8xHXo+S72eAjjxJbdjZyNhfRrE7RNqIffwFvWi4uKHVbCAtQe8Q7nhOJsQdbNIMVsQCEy3mUfUsjVxW0sgGbtCCl2qE08ZFcQc24JeWYbirqG99n6zvufBHAsj/kWAR8Jgap+wtzyizP5gW2ggQZ+A2AtE7BrKVxDAAAAAElFTkSuQmCC) 6 25, auto;}
56.25%,56.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
56.875%,57.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
57.5%,58.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
58.125%,58.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
58.75%,59.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
59.375%,59.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
60%,60.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
60.625%,61.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe2UTW8SURSGH2AGhmEoQ+sHMQZo2mo0RvAjcWGMsdCNce3CnyC2v8I/onGp8RfowoVxo1KI6cLEpNZqIAYQiJFhZo4LIDFNoFM+ujA863PzvOfcey7MmfM/s558KPfOPZZRNf5ZyTfSWxI2VhFFZz3xYGgIZRbyXKogQT0NQLu1Q/XP16G1U59ALlWQcGQNwcVqFIlXPoDrHk+AfGpTtMgKLjZOvcxipYiycIGd5lvfsDNTu4J8+pGE9GUAnEYJs1rEiV/m+c9nQ+VTC5BPbUpIX0Zwe/LKR5x45lD5VALkUgUJRfqd18v9zr3JAQKTynsPzsFpbGNWvXc+wHPhQTbSWxLU072x18t9+eF3fpCxtuDfPe82SmPL4YgTuJq4L6un79C2foNP6DZKLFbe48SvjCU/UoBLsZsSjWXw+zVsu4npdDCr22N3PsDTFmS1rPgjK/j9GtHWHlrrMwGni21meTGB3HMAJbZGUF0iYFWJNj7hEwtLMfihdidxewtwPXZL1NBJfNIlUdsFsSB4ipqZRO3UZx/A1s8S9IWINL/gWlUwzvPLWOLN96cTjd5TgMyJu6IHE6idfWLtXcS8Rk1TeD0lOYzYghvR2yLmRVQUzjS/safBu8rLqYkHDP2IbCOJGggDUDMWZiIfGUBVDMS1MbstXu0/mYl8zpw5AH8Bu73H6AKaBbIAAAAASUVORK5CYII=) 6 25, auto;}
61.25%,61.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
61.875%,62.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
62.5%,63.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhWNgGAWjYBTQGOTbLv9f67n9Py55Jlpanmez7L+5lgPDu88vaWkNdlBov/L/svTn/7Os5uD0Pc1Agd2K/0tSn/7PsV1If8vzbZf/X5b+/H+2zQL6W15ot+r/0vSn/7Ot5w6MzxelPRuYYC+wWwEJ9oHweaH9yv9LUp8OTJzn2Sz7vyz9+cAE+4Dm8witnv9To69TxeeMpGowFw/9L86nw8DA8Idh0+1mkvVT5ABTibD/POySDH///mQ49GQGxZYzMDAwsBCr0Ew89D83lS0n2gFm4qH/uTmkGP79/c5w6MksqllOlANMJcL+c7NLMvz7+53hIJUtJ+gAQxE/pDinvuV4HWAg4vNfgFuRJsFOlAMEORVp6vNRMApGAQwAAGWqifqr8iS8AAAAAElFTkSuQmCC) 6 25, auto;}
63.125%,63.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
63.75%,64.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2VMW/TQBiGHzsOaWInFUJNYiKSUCqxMLAxoIqwlA23Kx6QkFhaqRIgFn5IV9SyMIE6MxGJXwAVG1SkrUgMJKFxGidpjgHMgBLXwc7md73TPe+93/fdQaRIkWaoq4kr4tr8TbF6+ZGYtEeeFdzQTbE4V+b6xVWWFm5glNfHmlBmAV/TTSH3mswX7pBLF/na+cLu/pY0bm/oCRh/4Kn8LbLab/iLvadj4QATF/5Hd/P3RNxpoeoVsloRq3vE9ofHnozQSuDC3Zs3jmvsfJx8c1ehlMDQzb/wXLqEZfuDQwglcBvOjb1hH7Kz98T3uYES+LfhrM7BVHAIkIChm0Lp/kAt3PbdcKEYWFkwRF+SuDDoo+oVcunSmaPmpalLkJU00iffUPPLvuY8VAMbhXXhtF/SY4QcS9LqNQLBYYp3YKO4Kb4fbdHUKgzVMrbTZjioB2H7N/Bw6Zlo1Kv8zKwg1EvMySnado1W+31gA2fGd39xU5y0PlNTYmSSJSRkjrufeGfthvKMex6yVnwgOqcOpyKOomQYjvrEnDpvrNeh/SGeJeihMZLOkYinsAdNqofPQ/28PA0s66YYCoESS9Dt7lNtvAodDh5jmIyfZyQGxDsHvJ0RPFKkSAC/AHyzuSf8fTnJAAAAAElFTkSuQmCC) 6 25, auto;}
64.375%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhe2Tz0+ScRzHX8+jiKAUJNRaa4tCXW2Il/6F/oDWWNvDpVpba+uWpy79L51pWnlp1pZG4+Khox5qkOkKQQX1gef7fL/fDqmjBgICN17nz/b+8fl8YMCAAX1k2jupY/5b+v7Vx7rZjNkv8VQ4qaf5Tix0m5HATayplw1NDPdLXOylGY5YBM8ncJVDbme14exQv8RlOIU/NINUgnwpS6bwxmg039MGUuGkFpU0MmLhC8ZRSpErZsgU3jYU76mBf5IHEwhZI1/6cqo49GgFJ8knUvhCcaQSbJSyfG5Sez1df8FJ8gkLfyiBVC65YoaVwkJLcehyBfW1+4JxhKyxUcq2rL0nBlLhpBYHaUTEYuzo4NrZ+f90NHz34j1tewJcqO7jll8jIhbjwdm/f97i2pvRUQNX/NcobS1SZR0jYjEWnMFVTse119P2ET66Mad3f31AeNewpYHjvQRArphh+ff8mcTbNvAw9lwH9r5R83xFC4OhwB1c5eAq58zJj2lrBeNVm5/2PK47xWFoFtN7GYDt8no32kAbR/gg+kw7m+8p+6OowHW0OYpUVar2Dz51mb6lgSeTL3S5uEpl5BziKLUWB9j7ayyXV7oWP9XA0+ic3jVNdkQFwxzFlTbuYZ6PxcWeCB/T9AY2MXGkwDA8OLUCS1uveirc0kBN2igtwc6xtP2uL+IDBgwA+APFZv68PqeQVAAAAABJRU5ErkJggg==) 6 25, auto;}
65%,65.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
65.625%,66.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
66.25%,66.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
66.875%,67.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
67.5%,68.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
68.125%,68.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
68.75%,69.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
69.375%,69.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
70%,70.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
70.625%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpklEQVRYhe2Wy08TURjFz53O0Act1pZKBQY0UVxg7UoNC4xuXKGJC4O6kE5Ko3Gnbl35R4AkCjtjJLUbEhPDxkdc6MIQExMwMVBABSptYaDtdDqfCyyx2nlY6q5ne7/c35lzz51coKGG/oNuHLpFYycfkJVZrt7wSOcwdZSe4NPqNMbOmZtgdYV3ROmEM4FAKI2tLRtmZk4h3CPh5uuYLqduBobEGIWdcQR60+B+7VrMMXyca0ZHy33c+XC7KqsuBiQxSmFHHP7j2V14WUSE2c9ObGoxiM0HcPf9vYqJPXdAEqMUsieqwgGAMYaeo3n4tHFs5Ry43DZQ0Qt+L/AhMUZhx6QuHNhJYD0lIKNcQ2b7CyZXpiomazYgdQ5TyBmHv9cY/iMlILkUQabEYzw58tekpSOIdg9WxBbpHKaQ41lF4arC0wIWliWkS0JVuCUD5319dKytH2OnR6gMD7viCIRM4CkBC0kJ6aJNFw5YuAWSeIW6aRqKbxBqzosgjVqCJ5cihl9elmkHfE1BdIky5MIjME6A97BsKXa9M/9nAx6WA+9R4PcRgILu3G7syzuxTyyawwGTDlzw95O/mALjjX/pFW1XeUwsjlr+wRkaaHf3gPdO60b+O9ys7XoyPIKAPQhHIG+4gdk9N5NhAlT6Dt6j6K6rGrD27Src7iM1wQ0NXGw9S63qumH8PAcwloC4r60WtrGBg85u8I43Vdc0ArQioOY5dLUrmJt7iMdnnlp6Af0p3Q547F642uVdIKkMhQ0B+WwTsit2yKwP2/x+EOdDyWnDy+Q7XAoMUGJtqj4lbOG8yK7a8XXWjQ3WD4UPQmUuKNCQs8ngtQI28lnI6jxerL+q+V2ha2CxkAHLX4fKKciqGVBxHrliBs/Tb+v6jGuooYZ+AiJvLZfzGvPzAAAAAElFTkSuQmCC) 6 25, auto;}
71.25%,71.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
71.875%,72.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
72.5%,73.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
73.125%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe2WPUxTURzFT/teX1vb0gJFaAuhYjCKg7aQMDiYyFA/SKm6uRQHjUYTB2FkQhMTdXAiDiZ+JM4qCCTGwTiYWFsTSSAmjaZRqCmlYD9e+z6vgwEptO+10LjAGe/w/53zv+cmF9jVTpem1gODrgBx7mlFh7MTl97dUJ2vrSX8ousscdMEPcceYil+F2O9D8h/MzDoDJB2SkC37zVM9RIO9cWRWr6DR71jiiZqcgVBxwBxM1p0+8bBmOS1c66gQTRshr4wgutfhkqytm0g6AqQDlqC1zcJnWlzWFEGomEzpN/DuDkzsom3LQNBxwDpYGR4fFNFyTdKJsC3sBlUYRRXQ8XF3HIHBp0B4ma08PomFeGrstgFRJNzuLC3r2hN9FbgQVeAuCkRXt90ybWvl0yARMyAUMSPjBDH88Tb6jZw6+goue0ZWqMEXX7ipgm8J6dVk/+D9yPL5/F04WX1HRjed4V0Nu9Hms9gNjGLNkpAj2+iouSLMT0+Rc4jzWfwJL4ZDqhcwXHrEdLAj4O2ZSDMX0M7xcHjm6oI/itqQHimH2l+Bc/iE2WDKhqoY6ww2efRcjALxnYf1kYJOqay5OGZfmRFXhGuasBIWWBp4aDVAHaHqAhehSdiBoQj51STV2SgUedCQyuvCl4PD0XOIMtnKoIDKq9A1i6DNlaWfDGmRyjiR1YUyhaulBQ3YCUCNHQ177z0U1NS2Q2cqu8mdv1H1QHJnww+RwbAikLVcEUDDG1GvetvAZUkiRp0NnWhubGpWrayAavOAb1FUB3Q7OZgabqHLtthDB7wq35ANqpsB/QUYLQVG5AJIAkayHktuIwObIpBYcWAfNKDnPEHeutO4zFe1cYAo6WRX9KDTRjAJgzIpSiwuhPgNGaYKAfSHAtB5pASF5CXWGRzH4DEm6rgigYs2jbMfb0MVmSRl/JIi/Mo5L7jRfJ9zT+yu9rVztYflqorbJaYRycAAAAASUVORK5CYII=) 6 25, auto;}
73.75%,74.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
74.375%,74.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
75%,75.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
75.625%,76.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
76.25%,76.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
76.875%,77.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
77.5%,78.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
78.125%,78.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
78.75%,79.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
79.375%,79.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
80%,80.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
80.625%,81.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
81.25%,81.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
81.875%,82.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
82.5%,83.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
83.125%,83.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
83.75%,84.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
84.375%,84.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
85%,85.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
85.625%,86.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
86.25%,86.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
86.875%,87.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
87.5%,88.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABG0lEQVRYhWNgGAWjYBTQGCx3t/2/PdjzPy55JlpavszN5r+DvhbDy0+faWkNdrDS0/7/87L0/3PcrHD6nmZghYfd/6clqf8XutnS3/Ll7rb/n5el/1/gakN/y1d52P1/Wpb+f6679cD4/FlR2sAE+woPu//PB8rnKz3t/z8tSR2YOF/mZvP/eVn6wAT7gObzHmOt/9fTo6nic0ZSNYQqiP/X4eZj+MPEwNB8+TbJ+ilyQJicxH9JVnaGn//+Msy4/4RiyxkYSKiMQuXEqW45AwMDAwuxlkuxcjB8Z/jLMIuKljMwEBEFsGD/zvCXYdZd6lrOwEAgBPykReDBTm2fE3SAj7TIf0UObpoEO1EOUOTgpKnPR8EoGAUwAADuZIGyvYa3PQAAAABJRU5ErkJggg==) 6 25, auto;}
88.125%,88.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
88.75%,89.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
89.375%,89.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
90%,90.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
90.625%,91.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
91.25%,91.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
91.875%,92.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
92.5%,93.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
93.125%,93.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
93.75%,94.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
94.375%,94.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
95%,95.525% {cursor:url(data:image/png;base64,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) 6 25, auto;}
95.625%,96.15% {cursor:url(data:image/png;base64,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) 6 25, auto;}
96.25%,96.775% {cursor:url(data:image/png;base64,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) 6 25, auto;}
96.875%,97.4% {cursor:url(data:image/png;base64,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) 6 25, auto;}
97.5%,98.025% {cursor:url(data:image/png;base64,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) 6 25, auto;}
98.125%,98.65% {cursor:url(data:image/png;base64,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) 6 25, auto;}
98.75%,99.275% {cursor:url(data:image/png;base64,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) 6 25, auto;}
99.375%,99.9% {cursor:url(data:image/png;base64,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) 6 25, auto;}
}
div.testarea{
animation:rwdcur79328 5.3333333333333s linear infinite forwards;
}
