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10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHmElEQVRYhe2S6Y+dZRmHr+d93u2sM+ecWTpdbGfoTKdrulC6gWBAGooSUCNK1ATZUiIGSEQUMFhMQKXEQIoQjYISCwgxaiKBgFZRsLSFaQu0M93b6UyHmTPnzNne827P4weTwmD4C+yVPF+eD/fvyv27BcDEgaresuE2PGliaYXSBqlsns5Zc4m0IPQBw8NokSg3wXuHHuGa6/pYtWYuO9/cy/oV51MLNSPjkzjSgFCw49EEa601nEyWKYaS2FWEBiQCRbtMcNO/bxEABh8jGdv0t/fQk+qiw7fpCdL0xxaz9Uwmjxxk+QUv8+Cjl5JKNxCxRWs2xZnxcXr7FzK/dwGGNAnrddo/d5AJOca8qJWCSOEqg0xkYMeCqBmczTMAtNZnP+oy5vDESRr4nB4boWb4jLrw/JHvctPjCjOXojgaQZBEBTHppIlpOmhMpOmQzRVIzOqmt9vjcNcrCFPTJhWLVI7FcY6F5Ok2ctMFPoqFAt+jcmqYma6LYzY4UPkJT2y/kuP7Rlkyq4WjR99n7vwcYdygWtZYjovSmkxLlnyhjY58TDq5hiu/2sLTo0+SnHJxQ00yADOIMUL1yQKhCvFMybL+pXS25Xnq4BPcsfXLDLyym8KieRw/dpALlqwg6eYZeO8AHXMKFLrmYUqTZrXCkcOH2b93iKlKiTPFD7jzR+vYlduJig3sMEFsg/WRWPPjAkoYSCF449A+TGGwVK/mok0Psuv1H+KVyow2JHMKLkNvvs2nMjPozM2ivb2d4ydOsH//fqQhiYlJZ3JIq49ExufqG7p596kiujoTUxlE8mM3MK2CyCCtoW6VmXKrjKhRvp9dxm82PMx9d/6WhatXMllp0HAkYVoQ0GBoaJDBwUEC38eyLTLZPLVmhcA3aIY+omOQ3w3dQzl5Gjs0ia3UJwtE6TQNF/4y9k/2qkG88ntky0WWkeS203N4/6rneOwLv2DwzSms1HlIladWq6PimLa2NjLpDK6bxnR8LNekUgErlWXxFes4WaoiQ0GlWZxegWWaoDRIzaHJt9gV7qUr38bA6Ds8k1lOWBvD0gZtfkRn5NDLPHixwr0vPsxLliKMNKtXzWDDqvUs7svTYtcphq0cOTrMq8++jDfpcNfKLbjJJK9zgFLUnC4QRhHNyKOpLQoiT0rlGC1VaSFEVicRcPYZgEJgoblHLmPBeUl+8NbfePyJx3n0sZ/x2K//zLLZS9jyyDYuX+vyjadG+IMaZ9fwPlINh7A1xE0lp1egpCKIAvw4QOoU/en52DrJbCxMfCQQA00VodCM4DFixqBDgrTESTX5zl13MXRogM233Mi+8Xe47NIVdKxZxl5VI+smaVgevhHRbNYpTZSmb0ChUEKhhaIiFDN0C252MUZlAC0cIh0SAVVCHGFS0YKWWFHUDZrvlxgaOoVq1nng7n7uu/FCCsnleOYZnrv/GZKBIo6aSCExkKBt0Nb0DURGCU/bqEjhWCUs36XgJ6kSUNMKic+k7TOsKpSlwkaTEhamMFjrSbavvpjXfrqc+64oUzj5J753eUD96JeY2PYwc6IEuyhRwSdMaUwZggqmbyBtxBSi17hqYw+6OYxkP0kz4PkRm9yxHKoG+SDEx6cjEgSWTTS/jZ6N67hw5SLOv/56bl+dp+RmMFwHszJGZtTg1lc/yz8+s5sjU1WuPr0fP+tgZpvYSQcm/ysgAE4e3KO/vfJ8Qqlp82CeNvFcm1Gl8JuCTXomCQwCV7P4qvX03byJCUcT2wZJLfF0zEsvbuXaBVVU/QzFisEbRRh/cpK/Bjm0O0nGcynZAaZU5CP41YkTpLrmChOgKwub11mk4wCkw8DffSZlzNeXpHlGVNmz6zQr3B567/0aw12CYuUMPTNnk4gFFgZBY4xLrtjMjt8/wGWr57Bn3wfIP6boE0t5gR3c0BBM2D5Caz69thXR9LBk5cMbkNUmhnbQKk3QdKhJiBoaL2Gz0W2joy/DQ+4JTs+ysZSkWfIYenuIE0eGGW9WSVmfIpfopPva+/nKtjK9n3+EysUL2Grs4I5VNjMWw5q+JCsWuDQn6gRpFyWsDytQZ47qe+f20qJiYg2usoh1iO1CpMDSJrVMO8+Wx6nbBtdct4l16y7CsgWRriNVK54KUUqz+187ee7p5+l34O6NPTiTR0kkBYGv0WGWne9UyPiSm+NYnBUAuLu1U1+zVKATZcJGiJWI8RswsBfsBthacADNZNLipLIpRwGnwpAA0EAamIFBp5Ug74YUGgGXdGcplisUBZgRpDyYCqAwq5sbTh2bLrDnl9t0afsW3KCGVi6RrqGU5NgQeGWLKjVUyiLRUIypAF+DL6EaC1yh6ZDQFkEKsJwkkSGoex7K1JhaomINImYqYfPNl7Yz9+IvThcAeOGB+/W7D23BDROIOCDWIWbSRDUiLt9QoGJWwBSYsUmsIgzSDOyexKpJCtLGjQMkCgtN1ZCMEeNqQUKDJQVFJ8GirT/mws3fOps7TQCgOHJcP7vt5xx/azc69lBaIpVDe0eWSFVA+AhMED7oJONnIiwn/sgEgWdECMCKISEkjumycP16Nt1+K4mWzv/JPMc5znGO/2/+A6avd2i560GtAAAAAElFTkSuQmCC) 15 16, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrklEQVRYhe2Sa4xVVxmGn7XX3vvscxuYOXPhWmDa4Q7h0rHcamtECCSSVo01pjapNDU0tWmbSNCCQTCxRiAqUms0ikoEaolRE4mmVbS1hFsZmBaYodyHuXQ4c87sc+bs+1r+MKGdNv72D0+y/q73yft+AmDwnKu3r3gGT5qktUYFMfVGntaWyZhNDm+Wf8KmXSs5f6aHOW1TONrRwax5rUhhc/liH5OmTKVt7kL8WDHiDuPXBrjVF2PJG/xocy+Ppp/GzmikEoQqQgiDVZ2PCQCDjxCpCM+UzJ85j5bGBvZeeJnndn6Rjr+dpDB7KlevXOATcxeScRroePc8zZMLFMZPxZQmfsXl0nvv0Xmmm2G3RH/xfZ7/7lJO1B9DJQZ2lCaxwfpQrPlRASUMpBC8dfEspjCYp9u5f+33OPHGd/BKZfpqkskFh+6jb3NXfhwt9RNpamri6rVrdHZ2Ig1JQkIuX4+0ppPOBzy0fhrv7C2iKxMwlUEsw9t5H2vAig1yGkasMsNOhV7Vx7fq5vOb5TvY8vxvmdW+iCG3Ri0liXKCkBrd3V10dXURBgGWbZGva6Dqu4SBgR8FiOYuftf9AuXMTezIJLGy/1sgzuWoOfCXgTc5o7rwyu9SVy4ynwxfvzmZc+sOsvtzP6fr6DBW9m6kaqBaHUElCY2NjeRzeRwnh5kKsBwT1wUrW8ecNUu5XqogI4HrF0dPYJkmKA1Sc3HoOCeiM4xvaKSj7zT78guIqgNY2qAxiGmJU7QxFQ65bD60g8OWIoo17YvHsXzxMuZMb2CMPUIxGsulyz28duCveEMpNi7ahpPJ8AbnKcX+aIEojvFjD19bFEQDWVVPX6nCGCJkZQgBt58BKAQWmhfkfGbcneHbx//BSy+/xI93/5Ddv/oz8yfNZduuPaxa4vDY3l7+oAY50XOWbC1FNDbCyWZGT6CkIoxDgiRE6iwzc/dg6wyTsDAJkEAC+CpGoenFo9dMQEeEOUkq6/ONjRvpvtjBhq89wdnB06z89EKa75vPGVWlzslQszwCI8b3RyjdKo1uQKFQQqGFwhWKcXoMTt0cDLcDLVLEOiIGKkSkhImrBWMSRVHX8M+V6O6+gfJH2L5pJlueWEEhswDP7Ofg1n1kQkUS+0ghMZCgbdDW6AZio4SnbVSsSFklrMChEGSoEFLVCknAkB3Qo1zKUmGjyQoLUxgs8ST72x/g9R8sYMuaMoXrf+Kbq0JGLn+BW3t2MDlOc4ISLgFRVmPKCFQ4uoGckVCIX2fd6la034Okk4wZ8kqvTf2VelQVGsKIgIDmWBBaNvE9jbSuXsqKRbO59/HHeba9gZKTx3BSmO4A+T6Dp177DP/61EkuDVd46GYnQV0Ks87HzqRg6L8CAuD6hVP6mUX3EklNowdTtYnn2PQpReAL1uoJpDEIHc2cdcuY/uRabqU0iW2Q0RJPJxw+tJNHZlRQI/0UXYO3ijD4syH+HtajnSHynkPJDjGloiGGX167Rnb8FGECjK+DDUstckkIMkXHPwOGZMJX5ubYJyqcOnGThU4rbZsfpWe8oOj20zphEulEYGEQ1gZ4cM0Gjvx+OyvbJ3Pq7PvIP2aZLubxKkdYXxPcsgOE1nxyyViE72FJ94MbkBUfQ6fQKkfop6hKiGsaL22z2mmkeXqeF51r3JxoYymJX/Lofruba5d6GPQrZK27qE+3MO2RrXxpT5m2z+7CfWAGO40jPLfYZtwcuG96hoUzHPxbI4Q5ByWsDyZQ/Zf15iltjFEJiQZHWSQ6wnYgVmBpk2q+iQPlQUZsg4e/vJalS+/HsgWxHkGqsXgqQinNyX8f4+CvX2FmCjatbiU1dJl0RhAGGh3Vcey0Sz6QPJkk4rYAwKaxLfrheQKdLhPVIqx0QlCDjjNg18DWgvNohjIW15VNOQ65EUWEgAZywDgMWqw0DU5EoRby4LQ6imWXogAzhqwHwyEUJk5j/Y0rowVO/WKPLu3fhhNW0coh1lWUklzpBq9sUaGKylqka4oBFRJoCCRUEoEjNM0SGmPIAlYqQ2wIRjwPZWpMLVGJBpEwnLb56uH9THng86MFAF7dvlW/8+I2nCiNSEISHWFmTFQtZtXyAq7pgikwE5NExRjk6Dg5hFWVFKSNk4RIFBaaiiEZIMHRgrQGSwqKqTSzd36fFRuevp07SgCg2HtVH9jzU64eP4lOPJSWSJWiqbmOWLkgAgQmiAB0hsH+GCuVfOgHgWfECMBKIC0kKdNh1rJlrH32KdJjWj6WeYc73OEOd7jD/5X/AFC7EyWHIn+7AAAAAElFTkSuQmCC) 15 16, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhe3OL04DQRiG8efrzHZ3WwKiUCQajlBIcAgsN8BBEByBFAMC2WDwReC5AykJAoWhitCQ8qddumm7Mx+GkBIOgJnfAd7nFb7dXrT0rd0kmWSoTyg0w3vD4wPk7xFDMnw1Ih15en7CWGFsYOiERJS6gcUCqkAUVyhKwmee461i1eCdgjg+0jK7121WNncEQJhxdXyk9ydNkmmKuAlOp9iKxY8KttZrDOwArGCdxfmCEnPcdV6JMkPNlEncBIMnQhmWDD0ciQqpQmSEfpyydnbKxt7BT/fXAYD+U1cvW+d0bzqoy/FqMD5mqT5P4QcgYwQLMgat8PJcEMVuZkHISwUCRA5SMcQ2YbXRYPtwn3Rh+U8zCIIgCIIgCIIgCP7VF6bPcASCgaANAAAAAElFTkSuQmCC) 15 16, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhe3OL04DQRiG8efrzHZ3WwKiUCQajlBIcAgsN8BBEByBFAMC2WDwReC5AykJAoWhitCQ8qddumm7Mx+GkBIOgJnfAd7nFb7dXrT0rd0kmWSoTyg0w3vD4wPk7xFDMnw1Ih15en7CWGFsYOiERJS6gcUCqkAUVyhKwmee461i1eCdgjg+0jK7121WNncEQJhxdXyk9ydNkmmKuAlOp9iKxY8KttZrDOwArGCdxfmCEnPcdV6JMkPNlEncBIMnQhmWDD0ciQqpQmSEfpyydnbKxt7BT/fXAYD+U1cvW+d0bzqoy/FqMD5mqT5P4QcgYwQLMgat8PJcEMVuZkHISwUCRA5SMcQ2YbXRYPtwn3Rh+U8zCIIgCIIgCIIgCP7VF6bPcASCgaANAAAAAElFTkSuQmCC) 15 16, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzklEQVRYhe3NMU5CQRRA0fv+zPj/EKMFEdeAS0BrC3eisXAJRhopKIlbsHAlhMLCBVAZjcHiayTAvBkrE6JL8J0F3CtseRhel6fbG5pNRHSNlg2+48lfidPjLq1vwQtePZoTFbs8zt4Jn46u26HRNY5MoPBROV5RmiLEAsEJizpyNB5xcn4pP0/hl8XzvNxP7phPZxRdkovD5ZqD3h4ptyArBA+ygtLh7SURat0qCMsqIUBQiOKofUN/MODs6oK4f/jnaYwxxhhjjDHG/G/fESNBAzjWGhkAAAAASUVORK5CYII=) 15 16, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAd0lEQVRYhe3NvQ2CUBhG4fN5IVcssFJnYAVGcBQrlzGswCzEIaiMibGxIST3h5awgM37DHCOsfF9jbl/dIzDkxwnUna45Dmda0L6gc0YBdgM+cDnHSh9XBWMaRcwoIxQmcMXe5q25Xq/UR0vtn2KiIiIiIiIyF8tRIodAtemE24AAAAASUVORK5CYII=) 15 16, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 15 16, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZUlEQVRYhe2UeWxdxRnFfzNz733X971n+y12NgJOiBMTgxUSwo6qik1AhRBCpUgVFYKytCqiVNAFaCmUIrVQVVBQUDdKKRRaSilqKRSoVCioCYuTAIlN7NiOY8fYz89+z2+5y8z0D0qEI1H1/+ZII80ifefMOTMfHMZhHMZh/L9DHLrx8kOv2ud+/zdoSlLWRyAA81+LSKXQSYIQ/ymn27FOmSQRCDL42Yi6WOBz113C8RetX8S5aHHtphtsV0sP0kjiKEYI+b/dQgiMsXzEb0SCkDVUM0OQ3sXJZ00wPBCwd3QzTneemx65/CDvQYafffkxa0YSdBhRixpo1xA5EVpFGGlIHENDxei0QjuS0P/wXJiEit8EUcNqDxHF2FSTWGVQqSZX3/oHNp3xRy6+8jesX/sm8++M8ex3XrAf8TofTcbf2YuvFNIaAsclSRIcKREWLKA0+I5HWqaoJ2W82CEWLguupCDbSNQMDdXPkfE6Vs10EQuoZwbwLNBYieOP0btCkby1juSZERY5UB2etxO7RtFxgz0HhijNlzBRjLQKLRQag7EGx4CMNN1xO92NTlbJIm0Zy18HfkLftfs49/ZN7E9XGQgS9nVW2GcLvLv9OOpyikp9LS9ubWFM1hinyWIHappULEBospU6mzqKtMs0SaJIhEChAbCxASlwUmmm9SwVd5jh2vPcefvRZFWF5R0HeDW/jfx8gahSYTrWPPP055F/PhsbpWgoH5kZo9UetViAtgJlNZG0hC0wJubZH9ewysdai4+LsArrGSIb00ym2Dr5O+6641KWjrbh5JZQmv8Ab05zzjV9XHvZ1/hC9xYcM4EOR2nJFKknIb6OyS4UWZmqLo4gcR2MTIilwNGWodEh9len0WlJFDiUlGXGq1Jua1Jd6tFf+zmXXr8UNxihMafJpzzacysYGhxgdt8I37/rEiYr/6Q36aSYaqVe1mghCV1NzY8oOe5iAR9HoD16OlazOr2MztBjdZShR7scYZczO7SbDSc+z933nUk6U0dol/bWNAemp+nuOYY13euQyiGu1ej4zG5m1BRdSTsFkcY3kmwi8bQgaUaLBVh78FdQU5o9M2PUCdk/NcGCDJn04cmhr/PFBw1OLk1pMoEowESaTODgOCksDspJ0Zor0LJiFd2rGuxZ9gLCsRSVYb3J0atzHEOeVTL3yQ64GAgbVPaNs9z3STl1dlV+wJbHL2BkxyTHrmhjePg9jlqTI9Z1qnMWN+VjrCXb1kq+UKQzr8kEJ3HBZW38avIhgnkfP7YEETiRRsbmkwXEJqbhKPp6jmNJMc/Du7fw1Xs/S/8Lb1BY38XI3t2ceOzxBH6e/nd30bmyQGFZF45yaFYrDO3Zw87tg8xXyhwofcCN3zuFbbl/YbTEi1vQHrgfo3UOFWCERAnBa+/vwBGS4+xmzjj/bra98l0a5Tkm64qVBZ/B19/iyOxSluRW0NHRwcjoKDt37kRJhUaTyeZQ7lpasiEXXbmKdx4uYavLcYwkUYe8gUURJJKMhZo7x7xfZcJM8q3WPh457R5uu/HXHLN5I7OVOvWUIs4IIuoMDg4wMDBAFIa4nku2Nc9Cs0IUSppxiOgc4LHBW5gL9uPFDtpNf7KAJJOh7sNfpl5luxmgMfcurXMl+gj4yv6VvHfhE9x/8U8ZeH0eN300yuRZWKhhtKZYLJLNZPH9DE4qxPUdKhVw0630nncKY+UqKhZUmqXFEbiOA8aCsrw/u5Vt8XaW5Yv0T77No9kNxAtTuFZSDBOWJCm66YKnKtz61D085xrixLJ501JO23QqvWvztHk1SnE7Q8PjvPjb52nMprh54x34QcAr7KKcHNKK4yShmTRoWpeCyJM2OSbLVdqIUdVZBBwcEjAIXCy3qD7WHR3w7a1/58EtD3Lf/T/m/l8+S98Rx3LHjx7gnJN9Ln94gqfNNNvGd5Cup4jbY/x0sDgCowxREhHqCGXT9GTW4NmAI3BxCFGABpomwWCZoMGEo8HGRBlFKt3kpptvZvD9fq675ip2TL/NWWceT+dJfWw3C7T6AXW3QSgTms0a5ZnyYgcMBiMMVhgqwrDUtuG39iIr/ViRIrExCVAlJiUcKlbQpg0lW6f5XpnBwX2YZo07v9HDbVedTiHYQMM5wBO3P0oQGXTSRAmFRIH1wB7SihNZpmE9TGJIuWXc0KcQBlSJWLAGRcisFzJuKswpg4clLVwcITm5oXh886d46YcbuO28OQpjf+Kb50TUhi9h5oF7WJm0sI0yFULitMVRMZhosQMZqSkkL3HhuauxzXEUOwmciCcnPHJ7c5gFyEcxISGdiSByPZI1RVafewqnb1zPCVdcwQ2b85T9LNJP4VSmyE5KvvTi2fzj028wNF/lov07CVtTOK1NvCAFsx8KEABju9+01288gVhZig3osg4N32PSGMKm4Hy7nBYkkW/pvfBU1l59PjMpi/YkgVU0rOa5p+7l0nVVTO0ApYrktRJMPzTLy1EO68+SbfiUvQhHGfIJ/GJ0lPSyo8S/AWB/dFV2iEaMAAAAAElFTkSuQmCC) 15 16, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhe3RS2hcVRzH8e85574ydyaZJpMYW6tpdJrYYlGC4saVr40LkUIVRBeCRgQRxJ1gUap7caGgG0E3ilpEtCqu6qaiVKi0EZNmJk2amFdnJnce956HC01wXIg7N/ezOg/4//7nfyCXy+VyuVwul8v9z8Q/D75756z78uNvoCsJXYRAAPZfi0ilMFojxF/lTBnnbaO1QFAkKqW0xQ6PPnucOx4+0pfZt5mdecFNDEwjrSRLM4SQ/+0VQmCtYzffCo2QCapbpBBf5O77VliYK3C5didedZiX3n9iL3cv4d3nPnR2UWN6KUnawfiW1EsxKsVKi/YsHZVhYoXxJL3oz3thNc2oCyLBmQCRZriwS6aKqLDL0y9/wsw9n/HIUx9w5PCPNC7U+fyVr91urre7uHLhMpFSSGcpeD5aazwpEQ4coAxEXkAsQ9p6myDzyITPji8ZkUNotUFHnefGbIpDGxNkAtrFOQIHdA7iRXWOHlDon6bQpxfpm0BroeFWLtYwWYffVufZbGxi0wzpFEYoDBbrLJ4FmRqqWZlqZ4xDssJQ0fHV3Fscm13iwZMzLMct5gqapbEmS26EX36+jbZco9k+zLfnBqjLhCt06Z9AYggzAcJQaraZGa1QljFaK7QQKAwALrMgBV4Ys262aPoLLCRneO3kzZRUk/2jq5wd/oHhxghps8l6Zjj96ePIL+7HpSEdFSGLdQbdTf0NGCdQzpBKR28A6qLBcpbgVIRzjggf4RQusKQuo6vXOHf1I069eoLx2hDevuvYbPxOcM3wwDPHmH3sRZ6svo1nVzC9GgPFCm3dIzIZpZ0KB8NW/xdo38NKTSYFnnHM1+ZZbq1jYkla8NhUjo2gxfZQl9Z4wPnkPU48P45fWKRzzTAcBpT3HWD+1zm2lhZ5/dRxrja/56geoxIO0t42GCHp+YYkStn0/P4G/q5gAqZHJ5mMr2esFzCZFpk2Pje4/WzNX+L2u87wxpv3EhfbCONTHoxZXV+nOn0rt1SnkMojSxJGH7rEhlpjQpcZETGRlZS0JDAC3U338v4AdUxej3blKqgAAAAASUVORK5CYII=) 15 16, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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93.75%,95.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABB0lEQVRYhe3PvyuFURjA8e9zzst93XuV/AUW0t10UxabP0AymCxKZLHYlL9DmRSTpAyKMlltSha/BqvIdd973vPDgFvXIJvl+WznOfV8e0AppZRSSimllPpn8nNwvn2RTg7OoDBUUo4gQPx1ibGW4D0iX+vCECl7xntBqJMPOt7ljYXVeSZmGz3NnsdKcz2NDIxjoqF0JSLmb1eIEGPiux/FI6aFLepUa9dMzTxxe1Pl7mGSbHSYjd3Fbrdb2FnbT/HeEzqOlmsT+iIucwTriCbis0jbloSaJWSGTv75L9HzmhcgLVLoR1xJqhSUto6tFCxvHtKcPmJuaY/G2CUvV48cb52m7+4H4Ipe58uWreYAAAAASUVORK5CYII=) 15 16, auto;}
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div.testarea{
animation:rwdcur34349 10.666666666667s linear infinite forwards;
}
