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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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WT08bRxjGf7N/CEFgFmxkp6KFQy6RWgUOHIoEddIqUiOElN6aJkI9VMqln8BCIWn9EXrqoUVBOfTAAdGoitTKmPxp1ShuFVVV20N9QMUpdmOz4Aa8M9PDGoNrr4GIqhdeaTTSzuz7/ObZmXcHjuM4/ucQL/JSIpFqBwYBBygC2WQy/vw/BUgkUoZlcqU/1jZbciWRHgslwTAh/8yju8tkJbc95Unmksm4OlKA6enUUDRsZ/oci/GRLqJhCyEEC9/8xeT5XrTWrOY97j1yWSt6rK5VhpPJ+A8HyW3sN2HmevpiT8jKXBjtxrY0sYiNED735PleAMrPNd9m1rEszYXRbsKOlZm5nr54EICWDkxPp4Z6Qlbm/UthnC4rcN6XS88IdZiMjYQAKLoen83nKZTkvk4EOpBIpIxo2M5MvOG0FF/9c4uHP5YZeMkGrUArnE6DiXg3p/qsTCKRauly4KBlcqXPsXjy60bjoNa+mFLcSZcwDDjVZ9UA0Ionv2wScSwsk8utAAKX1h9rmx0f6SIWseuF0bX+p9/+5vc/KpwZsLFNDUrXpr7zZohcXuJuylvA3KEcSCRS7SVXEg1b9Sve07a2JIvLvjunX7ZB1Y+jFNFeQcmVO3Xj4ADAYKTHP2oN4lWhB5kN3LJ/3F+JmQ2AaIXQiohjgl+0DgXgKAkLXxeqyRodyK5WADhhC6I9RlOAhaUNlNbgV8xDARQNAybPOXvE6yE6TwgsU/DuWycxRNUZJXebVkyOtWOgwS/XTSNoE2bzRQ+tFIKq8M7mq8KEHcG1oZPEwsIXR9dn0P6TfEkBZIMAAgvRp5/c1xNjncTCFmi5xwUfQmldXV1V6d8AAnIFzeLDCh98OB6oE3gMV55WptKPy7O2obl0rqPhUxg1R/SueA1EML/sUZGwsqauBmlAi0LkSebWih6vnm5rsg9002O365TktUFBfl3hSW6/EEAyGVdPC3J48V6ZoisDN2OjuKLoSha/k6wWOLvfr9lsNZhOf557fXTq+5+zlfciIYOlx9ucGRD1ILXKCPPLYBmKL5ZhvSze/ujj+P1W+Vs6sBMzN+J3CiU9fPfRNhWlyRUkumr/wgO/10qSK0gqWnE3Y1BwxdmZm/Gv9ssNh78RXe6PcKu0CZGQ77whNHkXujs0K3njqqe4feQ3oiYwR3YnPI7jOI5/AHi6CqdmS+zuAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2W22sbRxTGf7O7clVHl5Ul1yqY1DR+SXBw/JBCTZsqSQnUBEMKfWiaYPp3CBP3or+jNTF56IOhxoQS2qLIrklwYzVNoJcnQw2RkLaVvJZILc1MH1a+1ZJsBZe++MDZYZnd73zzzTlnBo7t2P5nEy/yUzKZ9gMDgA2UgNVUKvH8PyWQTKYNy+RGf7xruuxKYhELJcEwofhXnXDQZC23OVGXzKRSCXWkBCYn0+f6or5sr21x4XyQvqiFEIK57/9k/FIPWmvyTp3MskuhVOdZoTaSSiV+Ogy2cdAHU7cyY5GQlb0yGsZnaeIxH0J4vMcv9XirEIJ4zIdlaa6MhonaVnbqVmbsMATaKjA5mT4XCVnZj69FsYPWgWCPnm4gBLx+0s8Xs0WcsjxQiZYKJJNpoy/qy159x24fXGvQmuWf1/n2gcvQoB87YHA1EebVXiubTKbbqtxy0jK50WtbPPl9o0VQ1XDNw8cuX6ddxt4K0OUDtOLJbxVitoVlcr0dgZZL6493TV84HyQe8+0NjN41woPHG8wvVuh/xWTo1EugvAJ4/3KIXFHiVuRtYKYjBZLJtL/sSvqiVpMV7/hS1mV+sQLA2OgJBLvmlaKvR1B25VbfODwBYCAW8UptX3DljY+eVri7VAVgeNDHybi5j6DQiphtgte0OiJgKwlz3znb+/xv8JVf//YADHj3DX9Thebub6C0Bq9jdkSgZBgwftHeFXyHhJSKPwqSSMDgw8svEwngKaPkjmvF+Nt+DDR47bqptUrC1WKpjlYKQSPwVvJpRbWi+CDh58yAhWnqRuLpvQhejlIsK4DVjhRIpRLPwwGDvFPbhbZTdsFuzdlTJqaxX/ZtR5F3JOETgnYHVcsyXMvXJjIr1Wmfobl2sXv/VmwrondWr7cegtmFOjUJawV1s1WMlgoA1CUzhVKdocGuJnmgt6thb3XIxrvk7ICguK6oS+68EIFUKqHyjhyZX6xScmXTZGweXFFyJfMPJc8chg86ms12k5nMl7k3RyeWf1mtfRQLGdxf2eT0a6L5VgCzC2AZiq8WYL0q3vvs88QP7fDbKrBlU58k7jplPXLvx01qSpNzJLoh/9ySN2olyTmSmlbcyxo4rhie+jTxzUHY0PmN6Hp/jNvlCsRCnvKG0BRdCHdr1orGzbrizpHfiJqQObI74bEd27H9Ax0FCm362wEhAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2Wz28bRRTHP7M7TtPS2JtkgwMyNCB6QLRqc8ghEVROkSJRpEjlWFpF/B1W1BTw3wFRox445BBFEUQCGYdWoKIa1EOBghShSEkUL7WzJG3snZkeNs6P1msnVRAXP2n3rWZ23vc733lvZqBlLfufTbzIoEwm1w70AQ5QAhaz2fST/5RAJpOzpM3VVG/bZNlXuJ0SrcCyofgoINFhs7RSGQsUU9lsWh8pgfHx3Plkd6zQ40guDHSQ7JYIIZj57h9GL3ZhjGHVC8jf9VkrBSyvVfuz2fQvB4ltNfth4nr+UmdcFkaGEsSkodeNIUTIe/RiVzgLIeh1Y0hpGBlK0O3IwsT1/KWDEGiowPh47nxnXBY+udyN0yEPEg+Akh/wxXQRr6yaKhFJIJPJWa/0xNTIUILTp45FRzCm9rGv+eHfW8zfWWd5LbAb5UTkEkibqz2O5P4f/9YHNbrhc//3DVxHIm2uRLOHSF1TvW2TFwY66HVj+4ExezzsztzsE+Gj9+OsFBX+hroJTEXh1FUgk8m1l31Fsls2mbEKvVagn+nTmmSXoOyr2r5xKAX63M6w1HbAazPfXvMHfz1m7vYmlQAsAYjQC0BYYAv48N3juI7NI1/3Ab8dhoCjFcx86zE67GyDajCGrS3NbN6n8LD63CA3bvHOG5I3U5LUy5JvfnyMDgk7h1WgZFnsgu8ooDkWMwwPHOdV1+bXPyv0JCxOvyZ5PWnjdFjsJIIwjL7XzuTcJoTb9aEILBZLAUZrBM8ugabrJAyejTF4RrIvGY3ajbDdXCxrgMUoAnWTMJtNP0mctFj1ajLvTcLmJRgS1qx6isRLgkYHVWQZLq1Wx/L3NidjluHy8Ik9wPWS0uzwDF+C6YWAqoKlNX0tCiNSAYBAMbVWCjjzVtvz4MbULbudsjSKs32C4romUNx6IQLZbFqveqp/9odNSr6qQyIKXFPyFbM/KZY9zjU7mu1Gnfn8lyuDQ2N3HyxWP3bjFt/fq/D2KVF/KYDpBZCW5qsFWN8UH3z2efp2o/gNFajZxI30nFc2/fM/V6hqw4qnMNvyz9wJvdGKFU9RNZr5goXni3MTn6a/bhYbDn8jupJyuVneADceKm8JQ9GHxAnDUtG6FmhuHfmNqA6ZI7sTtqxlLXsKOfbxbeV4CP4AAAAASUVORK5CYII=) 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,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYhe2W32tbZRjHP+dH2jSuTdqc0gzC1gt1CsOtjKIrrEunVBxSmOxqdpRdeOm9EMrqj/wJ6oUXWlYGCk4opUpByVK3IRutOEU3Jy1SbbokLulpa23O+75enGX9lZO0o+JNHji85+fz/T7f5/u+54Va1OJ/Du1xPorHk36gHQgBeWA2kYit/qcE4vGkbhr0RyN1wwVbYDWbSAG6AdkHDsFGg7n02oAjGEkkYnJPCQwOJo+2hX3TrSGT7s5G2sImmqYx+s1f9J1qQSnFQs4hddMmk3eYzxQ7EonY9zvJrVd7Yehi6nRzkznd2xXEZyoilg9Nc3n3nWpxq9A0IpYP01T0dgUJh8zpoYup0zshUFGBwcHk0eYmc/rCmTChRnMn+QDI2w4fX8mSK4iqSngSiMeT+v5Wn+jtCvLUwXrvDEqVTjbd/vX3f5i4vsh8xjEqecKzBaZBf2vI5PbdpfKgSlY8bt9ZxgqZmAbnvNmDp67RSN1wd2cjEcu3GRi1YYT1ytUmEV57sYl0VmAvi0vAiBdOWQXi8aS/YAvawmaVioU7SgFyyzMpaWvRKNiitG7sSoF2q9mdao/AS5UrxfjkIjN/OgT8GocO+Dj+nB+tjJs0wAoZPLBlO/DLjhUAQlLA6Ne5hxVtVuDksQYKS5Lf/nAYv/E3n07YrK6KbQqNXl1CuiYNeSngRSCv69DXE9oAvk7iCT+c7WnANNyyf5xx+PDzJRayxYftcMn0nfCju8bI75bAbDbvoLb2tURCSp4+YPBWf4CzJ+vZ36KTsyUffLHCD3fXANcXSgqyBQkw60XAcx346P1r6tUT+4iEzXWzKbXdEyhQGnP3HabuCG7dEzx/yODlF3xk84qxG0XeeLPbE8dzGs4tFAdSUyvDPl1xpiewvRUbTAmKaCtELYOXjun8NCMZ/nKNfQ0wl5HnvTCgwkLkCEYyeYfDT9aV8YEqO+1QgkC9pPMZ6D6skV2UOILLj0UgkYjJhZzoGPt2hbwtyppxK3jpOm8Lxr4TzOc4Uu3XbFR6mEp9kj7eNXDz59ni61aTztWpNZ49qJVvBXBlEkxd8tkkLK5or7z7XuxapfwVFSjF0Nux8VxBdUzcWqMoFemceDQ7Rq+7o5KCdE5QVJKJaZ2crR0Zeif2VbXcsPsd0bmoxaXCMlhNrvK6psjaEAwo5rL6eUdyec93RGXI7NmesBa1qMW/lCoQZ54fAzsAAAAASUVORK5CYII=) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhe2W22sbRxSHv73IcZ3KWlsyVotLTWkLKW0uLWmNoUFNwVCnqLSPISHk7xAmbsO+9z8wIcZ5KLhgaFpEXBQ/pPRC5NYPJZeCSQWRkTaWtJYTSzszeVgriWxdrOCQFx0YZhl2z/nmd86cHeha116yac/zUSKR6gVGAQsoAKu2HXv0QgESiZRuGpwZifZcKrqCyICJFKAbkF/3CAUNMtnKOU8wa9sxua8AU1Opo8PhQHrIMjlxPMhw2ETTNBZ+fUD85CBKKdYcj6U/XXIFj/u56jHbji3vxbfe7oXpC0uTA/1memI8RMBURCMBNM3njp8c9HehaUQjAUxTMTEeImyZ6ekLS5N7AWipwNRU6uhAv5k+/3UYK2juxR8ABddjZj6PUxRtlWgKkEik9NeGAmJiPMQ7bx5o7kGp2kPd8p17WyRvlLif84xWNdE0BabBmSHLZOX2RuOgSrYcK7fKRCwT0+B0c3poqutItOfSieNBopFAfWDUMzM83bmqE+Gbz/vJ5gVuWVwGZpvFaahAIpHqLbqC4bDZcMfuhsfKrU2EJ/w1KUDuUEFKhgc1iq6o9Y29AwCjkQH/qO2SW0r6euGHRZfv5x7w792HTdOgKUnEMsBvWh0BWFLAwqKz7awewtAkbwwZrLuSK9fKrJe8hgAL1zeQfpFanQIUdB3in1nPBK+H+PBdvzakhGu/P/QfpHg6lCT+aS+6XxiFTgFW8wUPtTOvNQgp+ehQgMlPegD4+z+Pe9nKjlQJlBTkixJgtSMA2449Cr2qs+ZUt1fUbgglGT9s8uWYr8TV36r1wEjWHEHooEarH1XTPpBZq55burnJj4vFhimoKTH2nk58zCCTl6zcrT45EfOpCteXq2Ry8myzGC0BPMFsruDx/ts9DepA1R27jw9pfDWm8/Mfgq2KBCX4YFQjX5J4grlWAO3/BUE9ff5UH9ZBditRa0rbjenmbf+7t15XzCTBcTli27F/nksBgIsXY8ulsjw181OZO/97zKe26mtB1hfoalYRfEUwk1SUNvmiXfC2AADT38auOkV1LPlXhapUZB3xpNgWbvizkoKsI6gqSTKt47jakenvYr+08w2d34hOj0S4XCxDpN8XQNcUeRdCfYpMXj/rSeb2/UbUAGbf7oRd61rXHgNykSL7LwYOzgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhe2WTWsbVxSGnzsaOSatpJE1RnJRG1OSRWlDnEU2hqZKCoamYEiXISH0dwwmgTC/w5iYLL0wSReBFlltA6UQhYTSNqbFNAZHSIpHVuRa0dx7uxjZqmyNLAeXbnRgJDGjOe9z33PuBwxjGP9ziLd5yXHyo8AkYAEesOa6uZ3/FMBx8oYZ4Xo2M7JQq0vspImSYESgsumTiEVYf/nmpi9ZdN2cOlaAubn8VDoVLY5bJhcvxEinTIQQLH/3itnLY2itKVV9Cj/XKXs+G+XWedfNPRkkt3HYH27fKlxJxs3izHSCqKnJ2FGECLhnL48FoxCCjB3FNDUz0wlSllm8fatwZRCAvg7MzeWnknGz+PXVFFbMHCQfAF7dZ36pQrUmD3UiFMBx8sbEeFTOTCc4c+pEeAatd3903V79q8nDR1tslP1Iv54ILYEZ4fq4ZfLs+eveolr1vZ793sC2TMwI18LpIdTXbGZk4eKFGBk72i2M3vtuNjUnRvYedpnw1edxXlYk9Ya8CyyG6fR0wHHyo7W6JJ0yQ0f8ymvxYMULnikJap8LSpEeE9TqcnfdGBwAmLSTwVQ7IN4W+u3PHR4/f8Ovf2yHlkFohW1FIFi0jgRgKQnL31bbyQ468HS1CcA3P/4dCrC88hoVNKl1VADPMGD2kvUv8W4IOxG82vJ1xxklO5dWzH46ihE0hndUgLWK56P311V3xM5kIwAIQbsscl+pJFpJKjUFsHYkANfN7STeNShVW+07+gDEBxmjA9CrBChKVUniHUG/jSp0Gq6XWjcLj7cXoobm6qWTB0qRjEEqJpCKYPRtzuBDsPS9T0vCelndCNMIdQDAlyyWPZ9PTo/06AMNUvLxKSNYSvdmx24ZJGcnBZUthS+591YArptTpao8f/+Hbby67NmMH0707gGvLrn/k2SjyrnDtua+u+GdO7knWw315fyDBqsvfJbyza5eyNoaQ3TAlgqa1ReS+YearW2+cN3c0375YcDzgOPkpyZso2jH4bOzBmlLI9AsP1J89D6cfk9S2oSVXwSVmsHGJucGER8YoA1hmBGuZW3u1hpgxwPnDaGp1CFxUrNeMW74invHfiLqAXNsZ8JhDGMY/wCuUQ40yXpelgAAAABJRU5ErkJggg==) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2WT2sbRxiHn1mtbCHb2pUl1yo11If21pL4kIuhQUnB0BQM6TEkhH4OYeI27OcwxiZHH9y0FEOLKpdCaalMk0vti9sYLCFtK1mRakc7Mz2sbNWWVrKCSy96YbVi/7zvM7/fOzsDwxjG/xzidV7KZLIRYBawgQqw7zjp4/8UIJPJGmaI+zOpkdVqTZKMmygJRgjKf3lYEyEOCq8eepJ1x0mrKwVYWspen06E81O2yc0bE0wnTIQQbH77J4u3J9FaU3Q9cj/VKFU8DkvNOcdJ71wmt9HvgeVHuTvxmJlfmLcIm5pUMowQPvfi7Ul/FEKQSoYxTc3CvEXCNvPLj3J3LgPQU4Glpez1eMzMf3o3gT1hXiYfAJWax8pGGbcq+yoRCJDJZI03p8JyYd7i3bdHgzNoffrn3OW9P07Y+uGIw5IX6tUTgRaYIe5P2SbPdl92L6pVz+PZb3WStokZ4l4wPQTqOpMaWb15Y4JUMny+MPrsfHyiiYyc3TwnwicfxiiUJbW6XAPWg+p0VSCTyUaqNcl0wgwcsecp1r5w8TwFSoK6oIJSTE8KqjV5+t24PAAwm4z7U62jeKvQ890Gvxckz3cbgTYIrUjaIfA/WgMB2ErC5jduK1mnAtv5vwHY3jkOBNj87iXKb1J7UICKYcDiLftfxc9DREf9CRQdFW1llGwfWrH4QQTDb4zKoAD75YqHvujrKYRSTNn+q2/YomWLvGCVRCtJuaoA9gcCcJz0sTVuUHSbrSu6AyJh+XcSMdHdAhRFV2KNCXotVIHT8KDYfJj7pbEaNjR3b0U7rIiP+xbEx/FH3+L0fwQb2x5NCQcl9SCoRqACAJ5kvVTxeO+dkS59oLGi/qS3xtq2tG2QvD8rKB8pPMmT1wJwnLQqunLu6fcNKjXZARGL+s/ForqjByo1ydMfJYcu1/otzT1Xw8eP0ztHdfXxypd19l54bGRPzoqMRzQjJoyNtsE2cpq9F5KVLc1Rg48cJ/1rr/x9AQCWP0t/5Vb13NbPr2gqTcGVaKUQKN6aBIHf7QVX0tSKrbyBWxPXlj9Pf90vNwy+I7o3k2StWodkzFfeEJpyDayo5qBsPPAUT658R9QF5sr2hMMYxjD+AfxTFP4Nm/nBAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhe2W72tbVRjHP/dXLZ1p0ialEYr2hcrAjf2QDVtxZBMKrhiZL8fG2N8RyurGfe9/UMrqfCH0RcEp0UmMUAaKmfaFuKrULdCGJGvSm3RLc885vkiypDU3aUfFN3ngcC/n3vt8v8/3fp9zDvSiF/9zaC/yUSyW6AfGgQBQANZsO/LsPyUQiyV00+DKWLhvvugIQkMmUoBuQG7Txe8zSG/sXHMFC7YdkYdKYGYmcXI0aKVGAibnzvgYDZpomsbSd0+IXhhGKUUm75L80SFbcFnPVk/ZduTBfnLr3V6YvZG8ODRopqYm/VimIhyy0LQa7+iF4VoVmkY4ZGGaiqlJP8GAmZq9kby4HwIdFZiZSZwcGjRT1y8FCfjM/eQDoOC4zC3myBdFVyU8CcRiCf2VEUtMTfp547WXvDMo1bjZNb36qEJ8eYv1rGt08oTnLzANrowETFYeltqDKtlxrPxeJhQwMQ0ue7MHT13Hwn3z5874CIes3cColis0K1e7RPj4/UE2cgKnLG4DC144bRWIxRL9RUcwGjQ7VixcwcrDbRynCnLPcykZHdYoOqKxbuyfADAeGqq12r/A60C//fGUTz97whf3Sgz005agpiShgAG1RetABAJSwNK9fD3ZbhKbxSqff1NisyR5dcTA0Nr7YOn7ErJm0sBBCRR0HaLnAy3gTRLf3t9G1n19+k2rqYwUzaEk0ff60WvGKHgR8DLhWq7goqREow5cN9+j9R1++bMKwPQ7fZw+atTA97Rhw5O5ogRYO5ACth155n9ZJ5OvtmSTKCm5u/wUgA8n+pg4bnq3IpJMXuA/otFpo/Jsw3Smei358/a8pSsunR8ApVhZrZDOSqITFmePmXVDqmb1z9tSY/EHl6qAdFZe9cLwVADAFSxkCy7HXu8DpahUJF/dr/DRuxZn37JAiDbd0ZgTHB/XyG1JXMGdTgS67wU+PXV9eoC/HldRUvL20RbZG4tSqwpAoaSYi0Pe4YRtR359IQUAbt2KPNgqy+m5L8v4jmj8nWn9z2rP4qNYTCpWHwvm4oqtbT7oBt6VAMDsJ5G7+aI6Ff9ph6pUbOQFqg68tCzr5hRs5AVVJYmndPKOdmL2ZuTrbrnh4Ceiy2MhbhfLEBqsCaBripwD/gFFOqdfdSV3Dv1E1IbMoZ0Je9GLXvwDE0oOh5YDP9wAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2W32tbZRjHP+dH2q4uyWmTmojV9mIORGXrxUALK2mFgkMCE0GYG8ULL/0LQln9kT/BKy+0rOzCi4KlDCmoMXUVma7Ogc5fEKWj6ZKzJT1L1jXnfV8vYtNfOUkzKt7kgcN7OO85z/f7ft/v85wX2tGO/zm0R/kokUh1AYOABRSATDIZ2/hPCSQSKd00ON8f7ZguOoJwj4kUoBuQv+cS9BusZDcnXMFMMhmTh0pgcjJ1MhLyLfdZJiOn/ERCJpqmMfflXeJjvSilWLNd0tcccgWX1VxlKJmM/XiQ3HqzF6Yups/0BMzl8eEgPlMRDfvQtCrv+FhvdRWaRjTswzQV48NBQpa5PHUxfeYgBBoqMDmZOtkTMJffOhvC8psHyQdAwXH5eDaPXRRNlfAkkEik9Cf6fGJ8OMgzA53eGZTautn1+Pe/H7KwtM5qzjUaecJzC0yD832Wyc3f7tcHVbLhdfPXEmHLxDQ4580ePHXtj3ZMj5zyEw37dgOjdoywvXK1S4TXXg6QzQuckrgEzHjh1FUgkUh1FR1BJGQ2WbGojlKA3DMnJZFejaIjtvpGSwoMhnuqpVYD31q5Uty5W+GHnx9w+47L0xGTJx83OD7QiW9PNg0IWwb3HDkI3GqFgCUFzH1hEx+1QCmElPzx1wZLNx7w52239mImK3g91oXPkHt9yFy6jKya1GpVgYKuQ3zU4n5J8NOtEos3NnDKu818pFPjjbEjHHvKqG7BTgaaRvx0F9NXylBt1y0RyOQLLjl7k8++Wqc3oPPicx0Ej+oEH9Pwd4O/W6fTByD3g0PNk/miBMh4EfDsAx99eFW9evoo0ZC5bTal9ntiXzVsZ87aivlvK7z9zognjmcZrqxVJtLXy9M+XXF2tHtHJew3ZQ28RkRjdtGlImAlJy94YUCDRuQKZnIFl+ePdewHV6pu2W0rJXhhUCO/LnEFlx+JQDIZk2u2GJr/pkzBEXVIeIFLCo5g/jvBqs2JZr9mo9FkOv1J9qXhiWu/ZCpvhgM6X1/f5NkBrf5WALOLYOqSTxdhvay98v4HsauN8jdUYCum3o1dsYtqaOH7TSpSkbUF6l/555aqo5KCrC2oKMnCso7taCem3ot93iw3tH4iOtcf5lKxBOFAVXldU+QdCHYrVvL6BVdy+dBPRHXIHNqZsB3taMc/6dPnCAHim3AAAAAASUVORK5CYII=) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2WzWsbVxTFfzMaya5bS7I0xiqYRgEXamibeJFF3DaoKRjqgiFd5gPT/6B7YeKk1f/QXWtiAu3CCxNCMbSochsoKVEh0K9AMEYgCWlqyROrsTXvvS5GtiVbI1nBpRsdGN4wH/ece+69Mw/66ON/hvYiLyWT6UEgDoSBCrCRSiWe/6cCksm0bvi4Ph4LLFVtgTliIAXoPihvOYSGfeQKe/OOYDmVSshTFbCwkD4/FvVnR8MGly4MMxY10DSN1e//Zu5yBKUURcsh89CmVHHIl+pTqVTi15PE1rs9sHgzMzsSNLIz0yH8hiJm+tE0V/fc5YibhaYRM/0YhmJmOkQ0bGQXb2ZmTyKgowMLC+nzI0Ej+8mVKOFh4yTxAKjYDl+ulLGqoqsTngKSybT+6qhfzEyHeP3MgHcEpfZPWi4/2dxl7cE2+ZLj69QTniUwfFwfDRs8/utZe1IlOx6P/9zBDBsYPq56qwdPX8djgaVLF4aJmf5WYlTTCoeZqxYTPv4gSKEssHfEHWDZi6etA8lkerBqC8aiRpeMhbtKAfLIPSkZi2hUbbH/3ejJgbg54o7aAXkj862qw2Z+lyebdcoVwdsTAd6I+4mEfMeCaIAZ9rFlyzjwRy8CwlLA6ncWM+8EyeV3eZrb5bene5Srrf2UK/1Doezw0bsvMRBo7enVTA3pNmm4Vwcqug6TZwf54msLKZVrBBAc0lGAkgq/oTF7cYDJs4brlGwSp2nMvTfI0v0auJ/rngRslCsOE68F+PRapKUEbo2PNKNs3G9GQ3DDsQ0vAW2bMJVKPA+9olO06k3R5CF5lxF0BUuKliD0skanH5XnGOaK9fnMo9qSX1dceX+oNfsWR9Rh9gdjqbGy7lAXkCvJG14cng4AOILlUsXhzYnAcfL9eh8Zu4OxVIK34hrlbYkjuPtCAlKphCxaYurejzUqtmgjwotcUrEF934W5C3Odfs1Hx/eJmQyXxUuTs8//H2jfs0M6vzwaI/JM1r7UgAr62Dokm/WYbumffjZ54mfOsXv6MA+Fm8l7ltVNbX2yx51qShYAtWwf/WBuyopKFiCupKsZXUsWzu3eDvxbbfY0PuO6Oq4yZ3qDphB13ldU5RtCA0pcmX9hiO5e+o7ojZiTm1P2EcfffwLCA351nOaa40AAAAASUVORK5CYII=) 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,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVRYhe2WzW8bRRjGf7PedU1M7HXiyIkU0gg1SBWgNgUORGpxiohEkSLKraVVhPofcLWihg9f+RcgauiBQw5RFUEkkOvQoiqoBnpogANJFZFY9hJ/NG7q3Z3hYKe4wWunVRCXvNLs7szOvO8zzzPzzsCBHdj/bOJpBiUSqQAwCJhAAVhJJuPb/ymARCKl6T4u9Pf6p4tll2hER7qg+SC/6RDu9LG2UZ1wXGaSybjcVwCTk6njsW4j02PqnHqtk1i3jhCCue/+Yvx0F0opspZDeqlMruCwnrOHk8n4T3vxrbXrMHU5fSYS0jNjI2EMXdEbNRCihnv8dFdtFkLQGzXQdcXYSJhuU89MXU6f2QuAlgxMTqaOR0J65oOz3Zid+l78AVAoO3w+m8cqum2Z8ASQSKS0vh7DHRsJM3T4kLcHpXY+Hmv+/d5DFm6WWM85vlZrwlMC3ceFHlPnzm/3mwdVsmW58+sWUVNH93HeG30LAP29/umTr3aCgsWlEvf+fIht7wokm9Tr5b03Q7xxooP+mHGlFYCmEiQSqUAk5Hvw4USMyrYidavID79U0DR44TmDoQE/A30GsS4dTaNBhl1EAZ/NbLJZls945QmvlTUYjdS2WjAA75wKceJogPl0ieVVm+VVGwC/ITj3VpChAcNzdlHTx2ZZDgLLzfp4SWBKF+a+ter0KvqiPi69a3JuLEhnR21Y1VZ8+c0W6zm76TqYu34fWWPH9IjjyUBB02B81PxnwaEAyYvP+xnq17nx8zar6w7BgODuH1VikUNookEKIRg/GWB6vgK1dP1EAFbyBQclJYIGAHUwfl0x+ooflFFvB3Af34n15nxRAqx4AWgqQTIZ3w4/q5G17AZv8pEc7bZgDbAka7mEg4JWB5VnelvL2hPp25VpQ1OcHe1oCLybEcWjqaudh2B20cF2YS0nL3rF8GQAwHGZyRUcXjri/3dwpZrnAOXW6y4vDwryJYnjcvWpACSTcZm13OFr31colN0mILyCSwpll2u3XNYtjrU7mn2tfqbTX2y8PjKxdHfFfj8a0rh+u8rRw6K5FMDsIuia5KtFKFXE2598Gr/Ryn9LBnZs6qP4vFVUwws/VrGlYsNyUXX6527W3kq6bFgutpIsZDSssjg29XH863a+4clvROf7o1wpbkE0VGNeE4p8GcIdirW8dtGRXN33G1ETMPt2JzywAzuwvwEEQvTujxnJaAAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2W32scVRzFP/NjN5u02Z3tTsxWAo1ShdCfEfvQBcu2QsA8BCoK0h8E3/TV1yU0/hjwyb9AqKGhD2LzEIuUoHW70YJEE6kPUgUJEkhCdprZbDeN2bn3+jBpuqE7u0mJ+JIDlzvM7pzvued878yFPezhf4b2LA/lcvkY0A1YgAfMOk527T8VkMvlddPgUlc6OlIqC+ykiRSgG1Bc9km0G8wtrA/6glHHycpdFTA0lD/ZmYrMdFgmZ06105ky0TSN8dsPGDh3AKUUi65PYarMkuczv1TtdZzsr9vh1pv9YfhKoT8ZN2f6MgkipiJtR9C0QPfAuQPBKjSNtB3BNBV9mQQpy5wZvlLo346Ahg4MDeVPJuPmzLvnU1jt5nb4APDKPlfHirgl0dSJUAG5XF4/2BERfZkELx1qCWdQ6vHFltt//v0PE3dXmF/yjUY9ERqBaXCpwzIp/FJi6l6Z1bUaDqVAyYbjt/sVbMvENLgQrh5Cfe1KR0fOnGrHtkxuTXp8/fk8r/a08sqRNrqeiwQrVrUrV1tMePP1OAtFQbkirgGjYXXqRpDL5WPJuPHog8HOoOGU4t79Cje+XUFIxUHbIHO8lZ4XW4hFtZoYtkIBn40us1yWrWHvibAIuu2kuVkcJTn+coz337ZIxXXmi4Ibtx/y6dUH/PHXWmgMmpLYlgHBS6suwgRYUsD4d+4GWSAinTJ47y2LIy9EAPCF4qvvK1RWRV0B43ceIgN3rJ0K8HQdBs5aNQ0XzK1RxTt9++g/3cLh5w2s/RqF6UcgJUjxZCjJwGsx9KAxvDABYU04W/R8lJRobAhAbYrQlCJzLErmaE0zKrGVYeN2sSQBZnfkgONk1xL7dRbdag2b3OJE04Fk0RUk9mk0+lCFbsO5xepgYXp1JKIrzp9teyqKJ44oNvff5rbUGJv0qQqYW5KXw2qEOgDgC0aXPJ+jh6NPF1cqyLx2xVIGMahgPtatUVyR+ILrzyTAcbJy0RW9N39YxSuLOiLCiku8suDmT4J5lxPNPs1Gox8LhS8WTmcGp36frV604zp3ptfpOaTVjwIYmwRTl3w5CSur2hsff5L9sRF/QwceY/jD7DduSfVO/LxOVSoWXIHasH/8bjArKVhwBVUlmZjRccvaieGPsreaccPOT0QXumyulSpgxwPndU1RLEOiTTFX1C/7kuu7fiKqI2bXzoR72MMe/gUnzQc3l+LD1AAAAABJRU5ErkJggg==) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 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,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) 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;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur107911 2.4s linear infinite forwards;
}
