@keyframes rwdcur61437 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhe2WWWxUVRjHf/feWW+nnc50odNloFWW0tYAVrQaiUYTQBRweRAlmhiNifEB4oP64JJgohISEsMDGBMTjVFc4oMQUEEDJEQJS1istALDAJ2Wscy0M9OZO3c7PiBLO0tKTXzq/+2c7/v+53//9ztfDkwN86dY99/Q7GvdAOSAI/WeUBLw/W+Hd7kfEUBf9Ou42PNav1i7+BVjgWeVATDX+cDOBnmeAARw5FZ4lckkzXc9LGa2zB7Z+vKXTSLnIZVKUa82yqaqxR1acFNl2Exu/+jTphUda7g4cCmpZXM9Y2bm+8lwS6UCbY57PhfYawEi5qGju9f3L6pUfQgh0LQ0LpeKojg4HjnBkp5uWjuriZ5Ksf/3few8vn3HDye/emxKAm6rbX/fp/reCNU0H373uY3dl6MZnHjxeSuwhYVTcRWQKA4Jl0dBGzMZHrnMyi0L+2c77z81aJ7tzYjYW7ciQAbS0e+G1OZwPfGIRrQ3hWXYGJbOQDLKrNrZ15NTuREAqrzV1/cyuRQSCntP7uGb3z7mXPqYG9BLCXBMWL+wpntdxkh41VguS+xMBsuwAXAqLpoDrYzlM3icXhRZwe30FBD6vFUArFy8Chxa9sNdx/JFPrSkA9R7Q2Ju+I5DGx7ftnii3Yn0KGfjf1Cp+NHlq7x1FQ2EakJFyUeyV1ixuUsH3JN1gHhuUIr3DYpfenfoS7ueGKcgWOknWNlDNp8jb2oAeByFLlyDaZklY9cgl9h/9tvDn8SGRgeKhCRUt0qgIkigIojXrZYk/+zAlvhCz+rCrp2EABq88wlU1JSrLQnTMojFIwQ9ddXDRqRsbjEBMvBFR7ij2l3G3nIQto2m57gzfJ9LVvWDQMmhVDAJ5/jvsp+69/nUMz0v+SWpZPOWhSzLGKZO3sgxK9DZkkxk58W1yAaujurxuRPWL7YGF8QfaFteZYuC3EnDMA0y2aszYmZ9I12tnSnAAgr64WYHHMCvy7tW+mvUWimTG0WWZYQQmJaBaZkosowkFf41y7YQto1pGdjC5lL8HLpxY/bMqmtzK5KSPX35xKvApptrb76G1cDIvIZOH0Be14j9feF6UJIkZgSbCFTV3TjYMgBIpq8AIMsKo5kEeV0bJ1BCIuRvVgG7nANZIDyqJW5f2NxT9G6NaWkUxYEQNrqZZzgZYygRQ/VUYAubZGoY3cgX1NlCsK//p/ORxOkhYOt4cRPgVXziofZHWdb+JB6nyr4zu8jlbOYE76atqbaYrhsC8xr7+3/G5VDobnkQv89LNPEXB87sGU5cxDyR31EwMou1+dtAJfA0EPc5AppkqQfTYmDtO0u3NcyorsOljJ+seVNjcPQC7/24PuOTGre2ONqX/Wns1QHmepYs6tP2bwReLya63D2rBeqBXoCQ3LHZJXnXVc2Qehv94XFvwvNX+o72xU8tAj4A3vx3+1pOb5kzygoohdUUPkqPArunwDWNaUxjGtPgH0G/oq+M6SzRAAAAAElFTkSuQmCC) 4 6, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2WWWxUVRjHf/fO0jtdptOBDrRMW9ppi60txJaAAQVBUaFCMCIPyoOJvpi4BINRo5EQF8RgCMEHEhJ9MJpINETFoIGCUTGxEYykUsrSKQVbOu20s/fOXX2YMgzTKbQ88NR/cpJ7vvM/5/t/yzm5MH00jo+7DteGRc+YwCnglEcqGwXy75r31QvW//DVO4dMrUM3T7x+yWxr2pwEtmVQWsbHtCDejiDh2VFvW2H+fuF44cr7VhEJaCiaQmVJrRX4oMqy+MADvqdNYB+wr6ygwgTenaoAYbKFGuv9X5gYW/xah/Lass/sa5c9RH6eBJiEo0ESyQSSVEz7maOsWL2QjW0r8f8d5rNvP+dI5zeHT/WdXD8VAdZsg292w07J5nizylv2184XP6H/bNJuxT7uPKW5wOHEWehGEEQ2LdtEiUtiyC8TCijUlC5gTmHVfDg5pQxYsubiaGL4u/0vHLS9vfXVcqtSQDIsYhWsaLpKIDpAoeREFC0Iwo3kyTGNkQEZTTEwdIPugW45MiTvcYuVlSGz//tbCZhQgtZ5q8xX1m1n5fJWBnvjaKoBgG7oxJMRnI6SNHcoOgBAaVFZ2qZqKoIgMBoLs/HT5g6gE3h+ygKAo4sqljr3Pvv1EpvFnjYahkH/cD+h5DDVpT4KpKJbBQZAKBGkbU+zAuRNxpnQA8Caf678abb/e1hZ1bjOnmdN1V4URTzuOeTLEr0DffwX6QUEambV4/P6EHLEounabUVm98B1XAhdFpbM83pc5a7KG2TRgsOej6fEg29uPb65dbid7pzOAfa37wpIoSrnNe3cjskE5HwH5gh1Xz756BPlzd7Ft40gFzRdpT/gxy2VuoZV/y25uQQcnect71h9b1s6/dOFaRjIyhitlcvtYr7yB3BoMu5NJWiwP3yiua7Ru3PzgYU2i+2OnEOqX1RNIamOMb+kqWJ0JHFPQPa/B5gTuBnfs7uU9totrS/Xa5p6x84hdRVjiRAAVZ5ymqubIoAO2LO56Qw02h8Jr1m4wV49u9oWiYfA1BFEEU1X0fSUIIuYu2d1Q8c0DDRdxTANrgZ6UFQlvT6/tCbPIlgS5wbPvATsztybvoZnlWPWNcUPWgEMQ2coNMhQaDBNLHQUUTG39mbH48JGo0EARNFCODZCUpFv4gkIlBV78wEjW3xmCT7c+8v2HkVP5owyNhblcv95ovFREnKMuBzl2nAfF692AWCYBsHQIHIyMWGvYZp0X+vqBXqy1zJzehzYIWsJxZ1fmueUXPiD5/nt4jHUuJPiwgJMUycSDxGOjaQiVZOYpklCjjEmx4nKCdq7jtA3colZDi+S3cblkQv82HlwOHjFEAf187XZArJfEBHY5bAUbRvTo6eLrO6WMU3ZXWdfum1RQ1NoqW+Jq0hyTYgwqckMhPt4/+etsUKhfH+FteHxLrVdAVggrWjpln/9GHgjV2Yn/R8g9d939vqkKW+t2Zk80vNYw1M12cTeYPfp7kBnC/AR8FbGfjLPmK6AXCgHnsthPw38NM2zZjCDGcxgBgD8D7KhxH0P5l2OAAAAAElFTkSuQmCC) 4 6, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhElEQVRYhe2WS2xUZRiGnzmX6cx0pnRKubSdUkptSYe2pEAgGBAEuS0wEQ2asNAYFrogbEjUuBJiCMhGjfGCxpUrg9EYIgjBUsCgAkWBKZZaehnaaTvTmc7tzJyrC2zpZYaLxLjpuznn/773f7833385B/5n2B6F7HNXH0B3OFLZNFGrB+AdIPmfOJuKpoqV7wN/Hn7tU+utlw5ZO1e8qgEasOxxdKV8iRWVaz7OqKaUCKsUCK7dNwcut/R9HanzuD2MDChcLb4pZTNW6LvrX35YJS/v6tEuZ4AMsOdRDORcgh1LX442NzfonoI5pcGuOHOdC2mua8BV4ADANHWGowMYlo2sBiHXZWLxIc5ePN9xruOUDiz51wa2+V+84V9UX/Tum2/7MgmLW5eiqBljEseyTAxDx7RA9Bg8ubma0SGNttbbHPh2b2dP10hStzLng+a1B3ZDnOYo6j20tmFr6Vy5inBQIZPWp7u22RAEEVEUEXSZTNxkuDeNljUolDwltb7m+cc7P2exvO5oxOw5CBjTRPIZGDF7F5wOHHM917h7Dsa9tKpn+WuondnueeMx3dQwLZNsykTXTDRDxdItVtStYtfqPRUOt5Tu6e/ZH9eGXcDphzIAHAc+chV4YksrVzrGgko2TZl3wSTiaDqKqmdx2l0ASKJMSdEcBEFAFiXqyvxyYaGT1o4TZcAHuQwIeTqz6/e+i7FJRJvEmT9aaO+7SkJJMKpEEQUZp+zOIwGWZWGZFrNtC/Ny8h5DByWTxi6Hiw1N6xlNRrk92E3WiiLhZJ6nnPLSipwaaTXJZz8ebi2RasIRrfvhDcyz1X613r9ZzZWb5fbS5Pbm8z0OJZNgMBJkTd12f8et7mA+Xq4lOFXhK/91vX+r/YFV7gNN19A0lXV1W0pvqCeLACsXb9ImrLdv/Kmx1u87uPNokyzKj1MfSZSJp2OIAtQVPe39ue/7QKXY3Bi3Qscn8iZeRKVA2xe7TviqympwFhQ+loHRZIRQOIhpmQCkMln2frOjG1gNhMZ44x3w258Z3dT0rL26tFqOp2JgGdgEAd3Q0A3tLlnIdWrvQtWzgA3TNEgqCUKRe8UB7JKEr7i66Lfec68D7wEmTNiEAfW0tGnWWgnANA2GY4MMxwbHBdxOD5Xzn5heWFWwbDZSShzTNMFmIxIL3X2fgoay5QIQA4qB8KQOAPZfulsqtvpf8IrC9MOh6ippJYEoCBimgaarKJkkgyN3SGdS6IaOJMqEYyEsK+d+41LPRfVK8LwXeGMsNvVjFN24eLvwVM22ooriKm5HOrh2p41F7tXUVpZTIOe9NsbROzxA28BZKt1+GhcsQZZEWjtPMpIe4kJ7K1GjvxBI5zMgAIecomefYiSueKSSZYquHqm1r9q3tL4htqpmZbHHUZyzcDwT5dytM+HOrv7SQOrskWpp2b5O/cIVAL9zgxlQzrQACWD/xHn3+yXzA4GxQUPBNut69oeuLfXPL8pFPtl+rB8on6Lp/+cZmD7jwQZyoRx4JU/uE2DkEfVmMIMZzGAG/A1H8dhkgyyMkQAAAABJRU5ErkJggg==) 4 6, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhe2UW2wUVRjHf3PZmdnudrttKe0CIW4Ctba03WBFFCHGREAJIBDvikSBRGLCg+HFBw0+6IsmPiiQ8CDGEGOiBkiAEDRgNTwQ0FYC5dIL0su2W7rb7nZ3Z2d35vjQi+22FQTf7O9l5pzzff/z/+Y7Z2CW/zvSPeQ8PvrMAef/Qy//TLkxf+/q2g1irnveGZ9r7hngZ+Dg/epO+wW2hLalb0RajGhfenyuy/7DOvvRJa2qOkgimqXlYjsfn9zT5HJpoY62MEIIsiLzSZ9zbc99GXhp2Q5RV/9g7+vrt1ZEOtL0dibJmjYlXj+KogCQy1kMJwfxePxIkkTnQA8X+xs5fv6rC4qjNqi50iOXbp/ZdDcG1Lzx9kKjNPLm6l0VuqIwLLso9ejYujM5SdXwF80dH4dqK3muuoHtl3c0/NnWyYEfP2+IDHQJr1JGW+7cOuDETAaUvHGFbYtlywNrK4YiNskhC+GI8cXu2E0c4WC43ONzKSsJWYVY2CQZzzKcSvBw8BHf5sfeoKjEa2ZSUn1DcOWBa32/VwPf5RuY7gycfChQ79+39chyTdWxHZuMlabA8E5bQcft6zxQuhhJGpFKmgncugdZksdjbkXbeHn/ykEgAJgT8/NbALCpJdwctuwMmqojSzLRRILfrl9FNeIsLq9HURUcsgAUu8uxchlUxYUiK3iMwimCPt0/rfmZDAAgjXZHkiQWlAVYUBYgY6XpGegnlR3GEkMA6JKfCv8cPO5CFDm/oyN8/esX0ZCxsaTJPGrmr+Ub0GrKV6SfXrIhXqAVTBHSNTfBwMIZq8nHcWwi0S6K3XN8TeaBXmA/8PbEmImWNSDz6oqdqecf3eYd6+n9kjaT+I0SOeiv80Z7zKqoc+swMDS2Pn5SQsbG5GtL302tq31xaun3iOM4mFYKgJr5S1hSWW8Bp4EvJxlYrD4hmsyjF5YHVxZ0999kKHEbIZxpRe+W4XScvlg3STM5spEssS70bMlnW76pBEJAFYyegfbcBYLFVSpyllwuS3igi75ozyRBn6cIv68M3WUgjV4xIRwylokjHDSXTn8sjKq6kCWF/lh42iK8uo9Vi9ZUNraeWgtcVQFsTKkjdlXc6L9C7bwGhBDYwp6UGEtESaTieNw+ZHnEgO3YJFNxbMfG4y4km7OQJJmMlZ6y8d86CRpbTwHsg8k/or2G7HnfUAoa33nqvVUtvc2D3zcfageo8zxjvLVmZ7XH0O746ZNmht0/bD4HGEB817JPnywtVvml9afWs23H4m65aKlw9A9NIh/kGxjjMPDK6HsNQI225vCcgM+7sLxiUXlhYMbNW3qbOX752/aAXHMs7Fw+uFBZuhvEzqjTR1ALtV/KnFgPXJmY82/u2gvAoruIOwT03ClolllmmWWWMf4CHwOLF+SvCboAAAAASUVORK5CYII=) 4 6, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe2WWWhcZRTHf3fu0lnuTDrZl+k0qUkrSUmLxCYxQWO1rUpVqqCiokixSl/0QZ9EXCD4IIhrsW/60OBCUboIEtuqWENREqa2SUnbqWaa6TTNLJnMTCZzNx9CQmaSQFIRH8zv7TvfOf9zOOfcjwurrPIfI6zEublm2weW5vIloglCxoAJPAek/p3SCtjqa/sIGDj4So/1zt4D1tNt+zXAArYDa29WVyo833vrQ0f9GyoUT5GbRCRLNmPwx59ntztkb3/oq/hWh91BPDLFJvmiZOpSrP/Kb90Xon217fX3DPZdOsF6sYWoGf41ZYVfX04BeSPY0/yM1bJ5W6qtbYu61qsyci5FMjZNbUkDkijP+RmGhqZNY7erAAyHrhBTzzE5kSQQuMw35z7NbrE/mAlkj94NnF1uAaXAwOk3Qr7yajeKQ+JaMIWhmXkBmVwap+LKsyUzKdY3FJOO6YyGQ4zFx+k9fyz89dlPrjYpO20mRmYod+KuxQoQ52sD72EKmWLRJxuTCpZpLQgIxYJ4XaV5ttFEEIfhxdAt0tkUNWV+Whs63c92vFyjeoqqS8u9Rb//deptoAM4tFQHABTgFFDZ++rwBqeiEp0YQ5YcmIKGQ3YiSwo2wbZkVwxDxyaKCAXSP144zmuHn08B7vn2wiXMAW8BX5rWTOs9Li/B8FWmrRiyaUO3FFJmZC7ALpSiKm78FVWsURyIYqEkmKbBVFqnXurgkn46767Qe2e91Nm9446dNpcys2CyJLPJXwfUouk6hmmgW+vmAmxI2AQRWZYpxDB0EskxklNJsmkdl1QCer7P/AIU4PsH7tydua95j1MoaDMIyJKMjAzYFyRbDMuymM5l0bQc/jIfgeyRcaASmGvh7KBUv7NxcnfrI5kn219cJPnNYVomU9k0kWiInDbNd4HjCZs8pV68MagHRs+UASkBoEHqtLpauvTWDe2S11OKQ3HgUYv5p4WMxcNEE9fzbLHMDc5f69c/P/OhBAgC4Ad6Dz5xZKNom/kqBUFYsOlrVS/lJetYDMPQMUydiXQcl91NOjuJYejEk1FmXusCf1PnhS8eHgZ2SMAI4Pvhwre5XY2PKjAzO8My8oLiqRjmAqkZNG0azdCQJYXxeATV6SGVSS7ZmV+GT+cAHzAyuwNOr1x+Oa6NhZ+6ff/muuIGZSgSSBwOfBYEaHbdb9+7a1+jy64sKTqfk0O9iZ6B94NA8nHfu13+jSIO2cHHJ9/8OaZdVyuVuupI7sotQKbwIWoEzs87NwE0KbsOlVZ5VH9FZX2Fu2rJxEORALqpExodZzD5U5NfvO0ll+jdF9Eu4RKKWGNz9VzW+7qBwdmYlfwPPAbUL9P3AJBYgfYqq6yyyv+YvwHgsJOMdCiZOQAAAABJRU5ErkJggg==) 4 6, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe2WWWhcZRTHf3fu0lnuTDrZl+k0qUkrSUmLxCYxQWO1rUpVqqCiokixSl/0QZ9EXCD4IIhrsW/60OBCUboIEtuqWENREqa2SUnbqWaa6TTNLJnMTCZzNx9CQmaSQFIRH8zv7TvfOf9zOOfcjwurrPIfI6zEublm2weW5vIloglCxoAJPAek/p3SCtjqa/sIGDj4So/1zt4D1tNt+zXAArYDa29WVyo833vrQ0f9GyoUT5GbRCRLNmPwx59ntztkb3/oq/hWh91BPDLFJvmiZOpSrP/Kb90Xon217fX3DPZdOsF6sYWoGf41ZYVfX04BeSPY0/yM1bJ5W6qtbYu61qsyci5FMjZNbUkDkijP+RmGhqZNY7erAAyHrhBTzzE5kSQQuMw35z7NbrE/mAlkj94NnF1uAaXAwOk3Qr7yajeKQ+JaMIWhmXkBmVwap+LKsyUzKdY3FJOO6YyGQ4zFx+k9fyz89dlPrjYpO20mRmYod+KuxQoQ52sD72EKmWLRJxuTCpZpLQgIxYJ4XaV5ttFEEIfhxdAt0tkUNWV+Whs63c92vFyjeoqqS8u9Rb//deptoAM4tFQHABTgFFDZ++rwBqeiEp0YQ5YcmIKGQ3YiSwo2wbZkVwxDxyaKCAXSP144zmuHn08B7vn2wiXMAW8BX5rWTOs9Li/B8FWmrRiyaUO3FFJmZC7ALpSiKm78FVWsURyIYqEkmKbBVFqnXurgkn46767Qe2e91Nm9446dNpcys2CyJLPJXwfUouk6hmmgW+vmAmxI2AQRWZYpxDB0EskxklNJsmkdl1QCer7P/AIU4PsH7tydua95j1MoaDMIyJKMjAzYFyRbDMuymM5l0bQc/jIfgeyRcaASmGvh7KBUv7NxcnfrI5kn219cJPnNYVomU9k0kWiInDbNd4HjCZs8pV68MagHRs+UASkBoEHqtLpauvTWDe2S11OKQ3HgUYv5p4WMxcNEE9fzbLHMDc5f69c/P/OhBAgC4Ad6Dz5xZKNom/kqBUFYsOlrVS/lJetYDMPQMUydiXQcl91NOjuJYejEk1FmXusCf1PnhS8eHgZ2SMAI4Pvhwre5XY2PKjAzO8My8oLiqRjmAqkZNG0azdCQJYXxeATV6SGVSS7ZmV+GT+cAHzAyuwNOr1x+Oa6NhZ+6ff/muuIGZSgSSBwOfBYEaHbdb9+7a1+jy64sKTqfk0O9iZ6B94NA8nHfu13+jSIO2cHHJ9/8OaZdVyuVuupI7sotQKbwIWoEzs87NwE0KbsOlVZ5VH9FZX2Fu2rJxEORALqpExodZzD5U5NfvO0ll+jdF9Eu4RKKWGNz9VzW+7qBwdmYlfwPPAbUL9P3AJBYgfYqq6yyyv+YvwHgsJOMdCiZOQAAAABJRU5ErkJggg==) 4 6, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
60%,61.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZElEQVRYhe2WW2wUVRjHf3PZ23TabUu7vdOWuNhCSwARhUQiASMY5BIxMQb1RWNiMJEYYtSoUYyKIfHFBzS+ircYNWBAhSA1IYJSpGClFWhpocBQdruXdmd3Z+b4UKSXvaTUxKf+38453/9//ud8831zYHqYN03ef0Ot3rgDSAAnAt6qMKD/b5u3eh4SQNfFLw1x8MVusWXpc+mF3g3pm8sLgBgggBO3o6tMJWiee7WorwsO7X72sxqR8BKNRglo1bKlmYZqlu4aGD571/Ytr7pe2fROUf/lS2FzJLFs2Ip/MxVtKcf8coAFnnVfx2yjssc63n5gW/fiQk1HCIFpxnC7NRRF5VRPB0uaF9LY6ud6f4K2Y0f4/tQX+/ae/vzhaRnYfO+Tfx7tPGwIR7By/qMNmxY90VDg1dB9BTjCxqW4swq5vQrppM3g0DXWf7ioO+i678wV63xnXAy8djsGdOCaaBdaOulw7niEsGECkLZTXA5fpKEseCs4mhgCoMhXfGsunogioXDo9EG++vVjLsROeoBULgPq+EGwvCW2deN2q7cjhqrKxMJjPJfiJqBXERkJo3uLUGQFj8ubIaj7igBYv3QDqObIzv0nk1kOmt2AJ1LDz8eOpZYEHlCzBWtena4rHQhDISWP6pYXVFI1qyqr+Iqm1drO/blPD5OqwLDPv2vakbeiiZARNcOuhrJgRpWUFQbQfDoFXh2/Vozu1XGprqzi3/22J9XfZ7hj4vqbuQzIk8ap3sHuA5+07VL3/rFnIDtFQvNolBSUUlJQis+jZUQ4jkN0OEzfjfNDFe5gFo3cBgDWAs/rUk1eYj44jkU4YrAquClw0vw2bwqyGZCBT5tqm4qzrE0JQghsx8alKtQXNv8O5GxKGTme67/b2bz8qejjy57xS1LOjzcvZFkmbaVIphM0lLTUhUMjTYbZs4PRVj0xdtL46cbShcb9c9YWOSIjdspIW2niI6M9oj5QTWtjSxSwgYwuNv4GVODw2tb1/llamRRPRJBlGSEElp3Gsi0UWUaSMrNmOzbCcbDsNI5wuGRcIJUeS31D+RyPIikjZ691bAV2jeeOr/diYKipskUHSKZMBq733VqUJImK0hpKisrHNrZHf4bh2A0AZFkhEg+RTJkTDEpIVPlrNcDJdwMjwOyIGbpjUe2yzNoChs0YiqIihEPKSjIYHuBqaADNW4AjHMLRQVLpZAbPEYIj3T/29oTOXgV2TzQ3CT5FF6ua17Gm+RG8Lo0j5/aTSDjMLb2HOTVl2XyNGUyatHX/hFtVWFK3Er/u42Lob345d3Aw1I/VkdyX0TKzfeavA4XAY4ChqyWmZGtHY+Lyljce/Kiyorgct+KZQEhaJlcifbz9w7a4LlXvrlOb1/yVPpQCuNO7YnGX2fY+8FI20/nqrAwIAJ0AVfL8D9yS74WiCqmz2j97wpuw90ZXe5dxZjHwHvDyzel/Yzrz7JHXQC5sJPNR2g4cmIbWDGYwgxnMgH8AtQKuE6GyxcQAAAAASUVORK5CYII=) 4 6, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkklEQVRYhe2WWWxUVRjHf/feWe4sXZlO99KNWqAFbBCUhIYKhEKAuJAgERI1PhgUI4mJGhMJhqgYCYk+gMSEBx+0wbhWQQFJMRJ9KWErLRBaoBvTdqbtDDP33rmLL1C63JaCr/0/3Zzz/77zO993zsmFh9QCeb0FWMBPDxtrJ3G6xqBQvnd99RZr87a6/gNbvyc/ZXZmQCj5+P8CSNMxVbnrL2VnFi94Zd32jNXVa72W4mJR3pNFVyOtrgyldEu/2X5xobzxSljv+chE3Qgcmi7AAysgE9x9UT1WvmPD26Ul6XPo67qDZRjMzilj34uHl2QVpWUCX9Rvqhn8YddvLC9fLQfl3K+nCyBMMbcMoEiq+Xtb7Zs8vXg5sstja3R5JIqrUum7leD0v038eq6h8ZcL326YDsD4Fjhqy+u/8btTj+gqZS7Bv/KlVa8Ha6tWOD1uD4apI4kTu2boFtFwkvhQEgknuxt3MMe5vE6z9GqN6KmpAMZUYNOil62S/NLY5g2b/AE5n4EuBSWuA5A0NLoiNygOzBnxDycGAUj1pI+MxRLDCEicvHCCI/8c4nr0rBvQHggwP6dm36Xe5nVXD4cqS+YF6G6L03M9hp40R8xxJYZhmnhlH5IooeoKAG6HbJv85+aG+N6jO73jNzpajnsfhZllyzI8OUqoXUOPDTHYp2Aa1hizV/bT0dtJV+gWmqgCAlm+HHJn5domr61c5d17dPLdj6nAXalLy+p6t9e9X5SXMRuvy2cTYhFXEyO7lx0yHrfXNnnDma+075oaXN3mpUkrMP5E7emKdKxp6znXryQTBQsKn7BldjqceFwePC4PTodzgsM0TaLxQf5saRzQB32+Xr1192QAdu/A2ss954KdkfbQZEEPkm5o3B7oZHXFc8Gzyo+dwP7JvHYv4fGFhUuND589UGF35aYjQRTRdY2koZKfUpka7kkEI2bn53Zex/iBEt/CVa+teBen5HqkxQEEBMS78Fm+AvwpKaVEEAFzvHd8C16tCC4JpbtmYZjGIwMkdY3onQgARVnZVBXPGwYMYMKuRtfYAZxaW70xbZY3IMQSQ4iiiGVZ6EYS3dCRRBFBmHhsDNPAMk10I4lpmXSGrqMl79++4qxStyRI8dbb598APhsdO7oF6cBgZU6VH0DVFLr7bo5MCoJAdmY+GalZ9xc2kgBEogMAiKLEUCyMqiljAAUEctMKvNi0YHQF4kDRkBIuf7zgKduLfUeJIkkOLMtE01X6I930hrvxyj5MyyQy3I+WVCfEmZZF05U/OtrDrb3AwbFw4+SR/NbKueupn/s8stNL07WjJBImFZlLKc0P2HHdB1QVTl85jsshsbiwjjS/hxvhq/x17UR/+Bb6ebVxwpNp90J9AKQALwAhvyNDEQzvmajVtXXXmi9zstOzcEnuMQGqrtAzdJM9v++M+YW8g4WOufWXkyc1gMfk2po25fSnwDt20FP9DwSAINACkCvO3+8SPG+lZgsteWlF80YbOwbamttCF2uAT4D37g7f87RMscaUAJPpmVHJ76kZOPYIuWY0oxnNaEb8B6CsrwI5X2SeAAAAAElFTkSuQmCC) 4 6, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2WWWxUVRjHf/fO0jtdptOBDrRMW9ppi60txJaAAQVBUaFCMCIPyoOJvpi4BINRo5EQF8RgCMEHEhJ9MJpINETFoIGCUTGxEYykUsrSKQVbOu20s/fOXX2YMgzTKbQ88NR/cpJ7vvM/5/t/yzm5MH00jo+7DteGRc+YwCnglEcqGwXy75r31QvW//DVO4dMrUM3T7x+yWxr2pwEtmVQWsbHtCDejiDh2VFvW2H+fuF44cr7VhEJaCiaQmVJrRX4oMqy+MADvqdNYB+wr6ygwgTenaoAYbKFGuv9X5gYW/xah/Lass/sa5c9RH6eBJiEo0ESyQSSVEz7maOsWL2QjW0r8f8d5rNvP+dI5zeHT/WdXD8VAdZsg292w07J5nizylv2184XP6H/bNJuxT7uPKW5wOHEWehGEEQ2LdtEiUtiyC8TCijUlC5gTmHVfDg5pQxYsubiaGL4u/0vHLS9vfXVcqtSQDIsYhWsaLpKIDpAoeREFC0Iwo3kyTGNkQEZTTEwdIPugW45MiTvcYuVlSGz//tbCZhQgtZ5q8xX1m1n5fJWBnvjaKoBgG7oxJMRnI6SNHcoOgBAaVFZ2qZqKoIgMBoLs/HT5g6gE3h+ygKAo4sqljr3Pvv1EpvFnjYahkH/cD+h5DDVpT4KpKJbBQZAKBGkbU+zAuRNxpnQA8Caf678abb/e1hZ1bjOnmdN1V4URTzuOeTLEr0DffwX6QUEambV4/P6EHLEounabUVm98B1XAhdFpbM83pc5a7KG2TRgsOej6fEg29uPb65dbid7pzOAfa37wpIoSrnNe3cjskE5HwH5gh1Xz756BPlzd7Ft40gFzRdpT/gxy2VuoZV/y25uQQcnect71h9b1s6/dOFaRjIyhitlcvtYr7yB3BoMu5NJWiwP3yiua7Ru3PzgYU2i+2OnEOqX1RNIamOMb+kqWJ0JHFPQPa/B5gTuBnfs7uU9totrS/Xa5p6x84hdRVjiRAAVZ5ymqubIoAO2LO56Qw02h8Jr1m4wV49u9oWiYfA1BFEEU1X0fSUIIuYu2d1Q8c0DDRdxTANrgZ6UFQlvT6/tCbPIlgS5wbPvATsztybvoZnlWPWNcUPWgEMQ2coNMhQaDBNLHQUUTG39mbH48JGo0EARNFCODZCUpFv4gkIlBV78wEjW3xmCT7c+8v2HkVP5owyNhblcv95ovFREnKMuBzl2nAfF692AWCYBsHQIHIyMWGvYZp0X+vqBXqy1zJzehzYIWsJxZ1fmueUXPiD5/nt4jHUuJPiwgJMUycSDxGOjaQiVZOYpklCjjEmx4nKCdq7jtA3colZDi+S3cblkQv82HlwOHjFEAf187XZArJfEBHY5bAUbRvTo6eLrO6WMU3ZXWdfum1RQ1NoqW+Jq0hyTYgwqckMhPt4/+etsUKhfH+FteHxLrVdAVggrWjpln/9GHgjV2Yn/R8g9d939vqkKW+t2Zk80vNYw1M12cTeYPfp7kBnC/AR8FbGfjLPmK6AXCgHnsthPw38NM2zZjCDGcxgBgD8D7KhxH0P5l2OAAAAAElFTkSuQmCC) 4 6, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2WS0xcVRjHf3fmzu08geFdmE4KQm0AadXaUq2KjQVpWkw1qY8aE22sphsToytj1AW60IVWrelOF2LVNDElNTEoWiIxjQYyVKDhVctQGIbH3A7zvi8XFBxGi8VqXMgvOYvzne/xP985OTmwxhr/McJqnGtLt79rKA6PPCvj13p04Ckg8u9Iy2Crp+49oOfEi63Gm4ePG0/UHVUAA9h9dRhXx9Bq8oqZ8/s3N7d5y4ukrGwXciBBIqZx/tfe3TaLu9v/eWirzWojFIhzs2VI1FVxrvviTy0AB5v3B+srmgrfPvmG2Ofv/vSSPPLY9QhYdgQHap80ttVsj9TVbXHmuJ2M/RIhPJdkY14lotnCbCSI1WLDKlpRlCRWq3Mp1pktEZ1XkK/MsPfYLYkt1v0xX6LtPqD3egXkAz1dr/o9hSUuJJvI5GgETdHRdA2TYCKlJjCbRESzZSno/PjP1JTejiAspJoLB5mcCdDe1zbxRe8H49VSg0lHiw2kvr33LzsAGE/f/UKs+dZD9gLX+iVjPBljfHqKmDJPQXYOJbnelTaFruvouoZuGHT2dxKYvyR/ePYVO9ABNK0kQAK+A4rbXxost0u/tzieTKDqCvL8DMOBMaLGJABOoZTajZvJzSpYUdT3F87w8qlnIoAr3Z55CVPA68BnuqEvW7CtswJWXDYXGwrLViyWia5rxKMqFeJdDKtdy9YyBTRUiLta9tzZYHKk7f7vomkqcjhIOB4mEVVxiHmgLvdJFyABX++9Z1/sgdoDdkEw3bAAwzBIphIoSgpvgQdf4vQMUAwEFn0W74DTa6+a37fjodjjO5/7R4oD6IZOPBElMOsnpST5yndGNlnizqHpftV3+VwBEBEAKsVdRv22enVH+U7RnZWPTbKR5czlRoUEQxPMylPLbHOxafomu9WPzx0TAUEAvED7iUdPbzKbzAAIgoApo3iO001h3oY/LaRpKpquciUawmF1EU3Mo2kqofAsC69zhr+u8uzJBweBPSIwBni+ufBlqrHqYQkWzk4ztGVBocgc+h9SLaAoSRRNwSJKzIQCOO1ZRGLha3bmh8GuFOABxhbvgN1tKRwJKcGJQ3ccrSnLrZQGAj75lO+jUYBaR5P1cOORKodVumbSdDoG2uXWnndGgfAjnrfqvZvM2Cw23u94rXNOmXIWS2UlgdTFm4BY5kNUBfSlzasBqqXGT/LXZzm9RcUVRWkvZCYDAR+qruK/PEN/+Gy113zb8w6z+0hAGcYhZLPO5GgdUX9sAfoXY1bzHzgIVFyn73FAXkXuNdZYY43/Mb8BlFmBTDXXF/MAAAAASUVORK5CYII=) 4 6, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur61437 4s linear infinite forwards;
}
