@keyframes rwdcur72642 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8ElEQVRYhe2Xz2scZRjHP+/Mzu78SLJN2qbZbLJrSExs05gQqbSlHloQBD0UaXuQHnpUxIN48OhJBKEU8R9IQRTaQnswIBZUaGm0rdqQ1FhtSLObzW8SJ5udmd3ZmdeDpBrSJMJuc+r3NsP7fL+feXjel3fgmXZYUfWC1JRP5dpzZKeCI9aAJPAI/ABV/PtebF5SHWl7r0ol8AhLJQQLhOUayt7bj3OfWgeM1HUpZYAs5ZGlcdpSDpncC4QyXLeu6gBW9x2JLBG6S0jnD+JalpbWOiLmizyaVSjbZ9Z1vWoAif4h6SgmgbNM4I5hqlOknw9oq7fYnerj0jcRpBpsqKsY4MShi3LejZP3F3FLc2ixHEZ/SEITpBcd0s3d3J7Q8UoK/sJrG2auIoA3Xzkvi46DodgsFGY4/PpfGC9JhoM9dHxl0+kpLIRNjM8YCFF+okdFAIE3j+nvpj6m8u5H37Iv7tJkuCQWiuSWXW60fMjQ4i5WihHczPEn7jilEoDCyjyrTobaYsDItcMcjNh0+8vEJyW1x7sYT/YwPmuBiG7qURGAUyhge/N4bo5Hw2kGvjiBM2MSrkQYLvcythQn72sU7h/a9LypCODW1CUhCVlycxS9ae7d7uH8l2/gehY3Y6eYnvAwQ2dLj6qchEeTpyUK1OvN6EYSvXUfhVDnYTbG6OjJLTP+1xAe63lPlldXEEEBIQW3spfXmd7KXRZHWk7JZXeGOCFKFnytlkbD3NZ72w6cOHRRGqGD6edZdbPY7hySkKGpKxtqj7aellJIpGoRqanj5sjn2/pvu+DgwWuyo7WIpXh42Tk8N8eyNw3hP1++Xf122nIIE/1DMqypId3bwGd9n3Ag/RDdSNJgJJFCcqTllNyqvmIARzFpbtM5VryCoRf44K2v6Xt5hJjeTIORRKBwtOVMRRCbAljdd2St5rO/waY3MoxSV8ZMOJw7+x3P9U6iG0nieiOmZVWSv0UHZIn2pgLtuRHy3z/ATgvua/WMluP0nPyRfEylxkxh1TVWBPDEbWikrsu6WImOPSvMjs3wcf1Z7i3F6bUXcX8W/Dq4i5SloWkmMV2tPoCUAe0Jn7gyywNdMr47Tn5Q5Yc/E8hikri5DzcMcBWbwRvvVLQTNgBoe69KPVriQFuZyUyGSc8kd1fiBE2oxn7U2npKocPoL0eqcopuABCBT2eyyN2ffmNqtoDtt6KYnShGA1JEse/2CrsayWt562isARmJKKSSv/MoZyL0LkS0FiFU3MyrT+UGvb4DgUcoVpnIdKFEo4RhBD+78RpVTT02j6oXZEAUoamg6pQL5576PwP8pwNS+qgCSt77OxL8TGv6G8SXjyB0jdPqAAAAAElFTkSuQmCC) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYhe2Xz0scZxjHPzOzP2Zm1xV1dWNWV1NBbZo1OUQaocEILQmFhlKSQOixl+bQQ0/9HwptDqX3BBoKWppCoVgSasVAUkxLE21qbSSbXVfjuqvddXdmdmdn3h5KWkRdC6ue8r3N8D7f5zPPvM8z78ALHbAiylXRKn8snl97Dipxo+eaULBwhIMi/Xdf2jlkb6R5bwqfbCG5FYS0iuIGWau+/2/efauApt0SQjjIYgNHLNB9xGA52U/VdTet23OAQHhaQAW3vIaozNPVlqC/LciKcpxkQqZQvbSp6nsG0N55VxjoONY6jv07veEEp+RFhqQp/hz6lB++8GELZ0tc3QDnB6+LNbORpY0sprWC159m+KUiZ1M3GAg+4/HRj5j8VceyZCz73JY9VxfAu6c/EbZh4JXzlKxlpGMqvqhLdtXllUqeQE8PidaTLPysIUnVbT3qAqhaGXS7hUa/QvZKG26ziqZDU/Axp4Ihxh++ydTtMAXTg2mObNtxcj0AG4UMBSNJqOwQn3SIBMscb0wS16fJdbUwmRlhIRkAfDt61AVglkqsWxkMM81AzqX/6wJRZ4FWqcTkzDkezYfZKHspZQd3nDd1AUwsjkoCl6yZxrSWiCVVgt8eQbMV7v90lpWEhY5R02NPJuFI9KJAhhb1MLoWxd8ZwXBVnqb83Jl9u2aO/7UJX49/IKrFAsIpIQuJidTYJtOJ9Jh0puOCyJnLOLjIKbC9DTRr+q7eu1bg/OB1oboGur1B3kzxl7mCwOXHxa+2xI50XhSuJJCUAJ5giNszn+3qv+uC1459I7o6y+iyRTm1gmGmyVlL4P7z5LvF76aam7C9867Iu0HCvc0MvPc5cjyHrkUJa1GEJDjTcUHUiq8bwEAn0q1y8tXvMb0OxbeekIxZaOphwloUCZmRjkt1QewIEAhPiwa/zdHeLMPxcVZFgLTSw9w7IR62yOhalCa1DS0QqCd/rQpU6ImVGG6boOVpjhljkAf5GCtFPzPDCgW/QkiP0RBqqwtg2zbUtFsipFU43bdG7JfvuDdWYP0QNLQ+w5+W8c1a5CPt+Lw6XlXZewAhHHq6bLqX71N6tMBvxUOEfTLzMzLCjhJQI9iugyXnGZ26UlcnbAHQvDeFX60wfKKCZ/wGX4rL3PN3MP9HN4r3ZRS1CdM1uDM7tCdTdItJyDcq4idcIs4D5jJFFjLdyL5eZH8z4Kv5YakboNFzTXg8Mu2xORIJHSH14UgNSJKCab6xLyfoTa9AwaLqFll80oci+6i4nm2PUfsCEFGuCkc44AZxEOTLl/f9n2ETgCtsFAmy1Q8PJPELPdffI8OKsFuHUBsAAAAASUVORK5CYII=) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhe2XS2xUZRiGn/9cZubMDNN2SltnphdqBcSAlgVETTQRA+IC1ARYGeNCE4xIgiGwJHFhIqmBoOxcQNy1JtXqQmlMjJpguCgEAgasbWlnJr0NTDtzzpk5l98VaO1Ncwor3t05+b73ff7bucBDPWDtU4/JvcpRefdae1DB+7VT0sdGSA9N/H3/vgMc0HulVGykX6UsSsT8OJ+6B+4h3DeAQ0a/9KWHI2cYlwOE2k2Stx7H8/1ZdcsOcDh2XnpUsfwCk/IGWmqQ1oYQUbGZ4pDCCXeP+Gf9sgEcSZ2VFTNK1btN3rtOTWaQ9KpetryuMXXxAy5/HkZKb05fYIDjm05L16qhODNJ3hrDjORIrbzAlrd/5slX4Hzfy2R/iyFshWPOdvHv/kAAXc99LFXTpKAUuWbnmUroJNNVLC3LYzviyKm1WMM7KQ0YKMKd1yMQwIQ9TL2TIBKu44eQhqOCOxllxfq3SKgf0pl/iolLj1CZ1uiyXpgzegAlCMD4dI5b5p9olSI7krXYWhQn1UTm6TpuXllH4czzlAZiqIQW9AgEUC6XGLcLZK1BnpBFdhoayZRGXbPO+tE9ODeSVGZ0Pipvmnf0gQG6R78VPj5Za4ycPcRmpnlxdIyY7tFxsw0nZxOOmot6LEj2f7Q7s1WiKKQjjWSMdmpbOnD9COZImINXX1004z9twnc3vCdLpQnK3h2ElPSMfDfLtCfbL3Y1b5N5awIfYMTH0DNoRnRJ7yVn4Pim01L1TSwny4g1zJg1gY/PF6Nn5vTubnlJSiGIqbXE4w2cvPLJkv5LFnSt/1JGWypois2dkQGy1iA5exx8n55sf+AlXHQTHkmdlY4fJ7wmyTdvGFyKR8gY7WSMJqQQ7GreJhfrDwxQMaPo6QgDq4cpOyrfNzdxjgTpyCoyRhMKCnuatweCWBDgcOy8DK9w0NcUuNrcze1Rh0Lepc9yuSZqyBjtNEaSxGLxIPkLA3hUiXeUSW77kdUbrpP95TZ6foyIa/J14Q5uuIbW6KM0JtKBAOY9hoeMfqknqjR0jvNs6jIbPcH05GdMrdxKIReivupiV3Qa9AwNkbrlB/ClR7zDwWjrQ9Rf5I+vwJjsRJ2M0uamaa1pIuF7eEqRgz+9E+gkzAE4oPdKGamS2VghnvyVk3vrKQ+9RjHbTou6jpBah1I1OXj1mWV5is4xeT/ULWs6fUx5jtxEFTffzkplDWEliUpo0RdLYID92impagqF1t+pDkVpFGvRxQoUoXLU2rqswXc1awl8bGb8ErWDaxFKCOFrdM3zGbWcume+Tz0mBSGkUFGIcMJ9874G39W9GXClgyaY9dPwUA9CfwExMoheyGlaFgAAAABJRU5ErkJggg==) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhe2XXWgUVxTHf/fObHZnN2vUfGyTzSaNqYkhigZqsVAFC1JRsC2oLZRaH9qiD6H0pRRKKUUEKYrQlPrQPMRKX2qppWAfKtiiggEtWmoaNWo0m48musbsZnd2d2bu7UubGmOMZVef/L/d4Zz/+Z1z7x1m4Ikes3YZ+/Un8jP979p8XIX3mF3aI4vQHoj/nj9ygH2+I1rJLErlSYlJwqqUj933pxAeGUCHdUwr7ZHTKQb1VXRDhtjAEpRS0+KKDnAgdEa75Mmo2wzryySeusb8xRZLks+Suy75wN0q7o4vGkBn9WntZoLY3jgDXi/jDZdwNgySa0uzons7yUMWaG9GXsEAB1d2aWHPJ5W6xQ17lFxlP/LNXtRrvVyZcFjf+y76XBgjK3nPWS/uzS8IYN/qT3UmM4Ytk/RkR/Av/YZXd9ssao7w+u+SpszbVHY34ly1kMK9r0dBAGPZOOWOheGvZtPevRiGJvFnCSe7MvT9uoOG1grCqQqSSZN2e+2M7gsHSI6Q9gzqkPy2u56KTXdI3Axxu38VzX6XteEYzvkQJnpWj4IA0ukUacAQA0StjYwfHWG0/DK+QBUvLqkheNPCTvnYmV5+3+4BZCEA3w6eEArNkH2L4Wwcy6im3l6H6/loq4+ihrOYwcwDPWYl+z/aEn1BIyU1gXKiVh2RWCs+VYYb97PtwisPrPFQW9C+7B2dnBwl7U0gtOZw/MQ008NDp8Tm2tV6xE6gAOKKsC9G0Kqa03vOCRxc2aUzaoyUEyduDzJqJ1Bovhs8OSN3S2yN1kIQMsqYVxqh44+v5vSfM+DrpT9oM5bDkROMxnsYsgcYziZAKQ4PnSp4Cx94CDurT2tPlWI2LaQ724fnLyFq1RG1KtBCsLl29ez3qxgAbiaIrAlw7sYQpuFwwzqG7Y1QE4gRtSqQCLbWrikIYlaAA6Ez2gw7ZCptjl8cRufHiDSOs2DjcSbzR4ladVQF5hMKhQupP/stcMkTbHT5ORXnUs7kpYZuWp67SWlZnvplE1z5PEIdioTfLj5Ah3VMG/PypJpu49swxuLgId5aHuTapRBHPqog1/cGrZFSwr4YRuARACjtEWh0GFx1lSuRTlrKfHzxZQvq0MuUjjfQWhYhrDy0vMPOk9sLugkzAPb5jmgvkEe02fQEfuGZ71cgf6qF/maeNlqwjAWY+QzbLjxflLfozAkIh5KmHOd7zxL4cRHlfy2iRjYRlAsxdQk7JpYLJopR+p9ydy/2mF1ampJ43UXE9SC1ohm/CCOFQbu9rigd36tpE/DIckdNUtvfjJQlSGXe9zOqmJoy32Xs1wYlaGFgEOBDt7DD9bCamoCrHRBM+2l4osehvwH0Y4wrxb107AAAAABJRU5ErkJggg==) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhe2XTUwcZRjHf+/MLuzssizQwgq7IJXvBOyhoaQmmvRg4snQpm1qjDHVg5pITE9NvaspiXKoB9OLJV4aawr3akw0kSDpgbSxn7TI7kKXr2VZdmeW2ZnHg1+lfGkWOPV/m8nz/J/f87zvO5kXnmmPNaD3S7/2ifz97Nmrwpc8l6WAhYgN6t/3uw4w6B0SR7Nw3FXSaoWQW8bZQt8/CLsGcMW4Lo44WJJhUiZYPZCjdaodx3XXxO04wLXAmNissuIuMiX3+N0fJ1BTweHQi8ikxruFU+rJ+B0DGK4dEcn5yTopJpzbPDJi3DcUcyrMx0faYVhDibMur2iAwe6LEjIjmJl5Js0kifAE80ez/Jbs5PYvwpluA+NBCQVL4037NfV0flEAn798TnK5OdKayYSVwvPRPXJnxpnIFZg51kF7MEtPRQQ1bqCrwoYeRQHMWgn22SXopbUcGh/CbzhUOh6mbJvR+kGaq99j33SQ/LKH0+bRdd0DaEUBLD9mKhfHySe5ez7E/KKH2aVZKpMxmnuWaTFqURMBvJRs6lEUQDabYdZKkzDjhG50MXnWoTSZRVmgz7UgU2W4GS/Hs90bdl80wLfxUeUiJMxFpq0EVQ9fYexcHQWzlGbjQ5i2UP7clh6bkv0fnYx0C5pGna+SiBElXN+Jz62kNBak99bxLWv8p03Y1/WWLK/MknWWUeJyNTa6xvRqYkydiB6WGTOFi4KYS9AbxW9Ub+u97QQGuy9Kzp0jY8eJmTMkzUVchO/iv67LPVnfI6I0Ano55WU1XLz5zbb+2wYMd16TfH0GS0uRjN0iYcaZtlLgulxNjBW9hFtuwuHaEcEtx99aR9n750lV/EDEiBIxqhClOBE9LFvlFw0gOT/U+XhgfonHyNN9YZrFF36izhchYlShoTgV7SkKYlOAa4Ex0YI2qmEFp/o+4oN8OEDjgE760E0iRpQaX4hAIFhM/c0BbFaRpiz3zRkejJaTCtdTU1HD/qoCbZ+l0UvDNPij1JQ/VxTAhsfwinFdVPkqC7VZBkcWeFz6NjfsC3QtF6j8+iCFr1ppCofwe3V0X37nARxxUE02o0uL3MkE6ehSNH3xOv4fA+xfaKIxFMZwbdJagg9+7ivqJKxLHvQOCQEd6XX59Ps7VEuGFlM4YNbTpHcQ0CtR/hy9M0d25Cu6bgKibFRrnrGRu7yUXeL5XJQGrZUyrQqvlHAsfVCR3onSf2pNF5c8l0X3aNxruEPJpJ9G1YZPBdGVzmnz1R3p+GmtmUABiwV3heZHbehaCbrr2fA3alcABvR+EbEJuWUIwjv5N3a18DoA+68by5OXhmfaC/0BWK+SP/n6sB0AAAAASUVORK5CYII=) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhe2XTWwUZRjHf+87u9ud/ZjKtralW1oK2Aq2FI1g1BACatKbhgBBNNF4AQ9GPWKMRzEmysELBw6QGCRggkcjkQSJoJREaSuIWlvo1/ZT92t2dmfnfT0YjXVpq5m2J/63mTzP//973nfemQzc0wrrqLFbvy+f1X9dB1Yq+ETgoHZw8HQJRPHv+8sOcC54WDvSoaQK5ESZmArxZvkTsewA580j2tMeWZ1lQKewWyUP3qlGKW9O3ZID9ESP6xIus2qWn/Qdfk6mMDfex2NT65FDafaVPxT/rF8ygCurj+mIbfGbN8tNb4hbrXe4vb/EeLfkjdPbiHw9i6erKvp8A5zcekhXFxJMZ6eZKNzmds0QqQO/cO1lh8HWal75fBfWVYV0JN3uEfHvfl8AH+zYru1cD2nZxbhTIrvjMnrfDJnNAVKJjTx0fTPbLiQxB4qUhXFXD18Ak8KhJuZi2DaZ179CCIHor6Xu43U0DL3I9qcdVvcGCWQUOwuHK6b3D2BnyEuP5vANGi7VMJ4IEphOYP/6KE2ZWZ6abCE6kEUTnNfDF0DezpMHDEuQzJk0ZUP8XtrCRE6ya1Mt5oxNMBukK//SXacHkH4AzvSPCAWMZgqMKYeAsLnfyBMQQTo2S5yxSexIZkGPecn+j/Z2JjVIGuNhkoZJvbWDsLKoGtY81//ughn/aQte6+zUGS9HXnoIoTnbNzzH9GzfqNjT0aTHMwVUDMhdJJ4LEjG3Luq96Aqc3HpI26qHbMxluFhgIldAAZ/2j1T07u1co7UWRJWBZcT4qK9vUf9FCz7reEsX1wgcmWEic5FRr8BY1gEUZ/tGfW/hgg/hldXHdEzVkmjbxBff1SDKT5I0TJKWidaCPR1NeqF+3wAR2yLcWEd/r6KsXaa8KGUdoVGGSVomEtjnE2JegJ7oce3GXQo1ES7cmCYeUzirvmekpUQxpkkaJnWxMNFI1E/+/AAlXPLrPb6sm2IkkcDccA31yCCyY4LU9hkMZxPNVRHqIpYvgLsew/PmEV2yXCYellx64Tqpd3qZTN2ktreMOFOD9c0TBOtDRFQQIxZeegBPe7jr4equUX7o6qV1MI11ah2JUxtoSa+lvjqKp2zSMsSrF4/5OgkVAOeCh3UprLC3SS439LLzvVpaTjfSPtjMRmMtq4wEdinD4/2HluQtWgHgiiLFtjDf3rrKlv2KB0YbaJMtJGSCkA7SlT4gSC9F9J+aM8WJwEEtAwY/NqeJDCnaRTNxEccQBs/M8z33qzkr4OCQU2XaB+OEpElASbrdt5cluALgqLFbe7pETIXQaJ4vHl3W4AoAV3sginN+Gu5pJfQHBM6PwtOaZLAAAAAASUVORK5CYII=) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2XS2gcdRzHP/PanZl9JWnTNNk8moQmjdVuCpaqqFBKIdiLhz5QEQK96KFgwXMP4kmUFgMVBKGl4KGVtnjwUnK1ra2YtNVNhTRNNpuneexrZnZnZ/4eRDFuHpVNeur3NsPv9/1+/r///GcYeK5nrHPKUfGZ3Cf+vlafVfBFtV84OHiiBFLxn/tbDnBdOyMc2aHkO+Qlj7Af4Ez5mrTlADeNs8ITPjmRY1TMYbWr7JmI4vveirpNB7gbGhAlXBb9JX4XKR7vXMbYXcfL2Tjyk0VOlC9I/67fNIBbjeeFaUVY8hZJehM8ap9n8q0ghf2d9N/uxLg8hSeCFX1VA1w6cErE7Fr+yC0wa6cYqx9n9H2f4ZMqbibCe8keIr9kkB2JPvec9N/+qgC+OPyGsApDZOQXmHZcMid/ZPldm3h3Aw+Gj3Bw4U323V7EGPUpS/KqHlUBzOGwLeyieCOkvx5CUgSB6QD5QYvGLxvpeX2J7TkXNatyyP6kYvUAq2M9LYCVZcKx8MJFdl1pQ39cQzBZjzbUSs/OMgcjBqFRCKCt6VHVBApWgQKgRCXiUybKYJDpmIbqNNO7ZxvGvI2W00gUPlh19VDlBK4MT0q+gHTGZspzMLIKbSkNzTOIt+k4U7NYZm5djzXJ/o+OJ+ICZJqiOnHVoMFsQff3Ekz5vP3w83UznmoLTve+JLJenoLsISG4OpxaYXp1OC0d29csprM2fhhQUkTyM5hG74beG07g0oFTwlKGyIVdUrbNbN7GF/Dd/cmK3uOJFiGQCPkKUSXMwNCDDf03LLjx4sei2CLjyL8ya6VIl22msg7gc3U4XfUWrvsQ3mo8L8L+Nuq69vLQacIjSFw1iMcMhJA4tq9ZrNdfNYBpRdCbGkiPO7iKzXiLix31aFJ04jEDWYITieog1gS4GxoQbsTFrjf4eWSBsj6JaF9i6vAs+SaLuGqwI6ITMkPV5K8NUMKl0Al3cjbJGRW3d4JizzxOxzJPToyj5IO06iY7zGhVAKsew5vGWVGKllns0kgeqmX69AMSCZPcoxA1324nduM1tAYNM/8bSkjffABP+LidMvdf8bmzaxAtNkf6Qhedl/fQvtRGQ8zE820yXoAPB7+p6iRUAFzXzoiSLrD3G/ykJ+m9lqP5B5nusTg9Siu1Sh1WKcerDz/alLdoBYArFSl2hbiXvEfH94t0zNTQJe+mTq4lIDQSmVMSmc2I/ksrVnFR7ReyqjDSmsd8UqZbaiYiRVAkmSNrfM+r1YoJODjkfY/usTABWUf1ZfrcT7ckuALgnHJUeKJE2A8gELxT/GpLgysAXOGBVFzx0/Bcz0J/AqTskEPH5MgWAAAAAElFTkSuQmCC) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8ElEQVRYhe2X3U8UVxiHn5nZj5ldWD4EFligohEkrS1GNovRXtS2qReNkgbxokljL5pUkybtn9Dbpo1Jm9jLantVMZF61xiuTARE2yomiJYu8rUs3yzMzuzszpxeNJLQBdZkVq/83c3knN/75H3Pec858EovWRePKeKbTlk8+/a8rMCXYx5hSmALAYq0+V/aZU5RdD3qFaYiY+GwYEmU+Bw+H8xtxn1hGbgZ04QtBOtCMK4L0tXNHFQmcXLOlnFFBxjuCArLgWXL4XFG8E+gFq3lAB2+FHJ8gp6h3JasFw1g4ESdCKTSrDg2o7rNWHUz0+9+gN7ewbmxQbT+X7BtkTfPNcCVC1FRtmGwuLBO0jKI76lm9MP3GD37EdmVMj4eHqU0/idyzuTkcDZvzbkC+O7Lt0WaNGu2TCJhMnQ8xMjZcsKt88hDMrHbSd40B9Gmx8lJ2693VwDzpsme8ixKiZ9vv04jFB1fYhV//xo939+n+jhUVT7Gk0rxzh/GtgTuANZS6Dmbpgo4fy/MjapVKpaCHE02YddO0Fi3QvDvcYS8s4crAN3Q0Q1QFIkGAny67Od+0otn1Uf9wVk0awPv+jpv3dV37De7sBXW1b5pyXFgJmEwu26i6QpRvxevaRM58hrmxizpUGBXj6J0wjNdEYGQqa9ViYQ0wv5GVNPBPz9F188Pd43xXCX4ovuQSOU20G0bSRb0/ja1xbS3b0bqPtUgEkkDxwaqpijNeQmUaAW9C2bgyoWoSPsc1tUsU4sGyUUDx4FrN6bz5p453SiEIxFUFEKeEn64NlLQv+CAvk/eEJmaRkxVJpmZYiZlMDtnguTQ2zfjuoS7LsKBE3WiRHeoLGvh4YiJbfmJhDQidRrCkeg+1ZDfW4sJEEilUUvqmbn3lKyqMJzJYgRt6ktVInUasgw9Xe4gdgQY7giKbGkphq+a2Uf15Mot4uEVfqpMMq2liYQ0aqpUglrQTfydASwH9Mb9TCUOo8ztZSA8yVjbCtP7TH48kkRJ+WmqClBTFnIFsO02vBnThKWFWK5oob/uAH99FkCKHSI4Nknnr0vEbmfwvp4hoHlRVLX4ALYQZBv282BvJ0PRMN6KNdou1XD61gOal1KEI2XYisOaJXP+0i1XOyEP4HrUKyyPitF8mDvVKu19vTQM/k7rQpy2oEKFTyGdsThaoMM9r/JMrnb6hNPczl0rhPH0CfvSc7T4ZSolGZ8M0V0OFtcAl2MeIXs8PPI3EViYoFWVKJUkFEni/aHtz3O32lICU4INw6HVjuMLynhsh5N38q9RxdSm+cVjivAJUBwJVcC5/91eX5Q2M5C1/3uxfDX4cgK/0jP9C/FGi809WxlPAAAAAElFTkSuQmCC) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVRYhe3XW2gcVRjA8f+c2c3uzG42FzVrsptomnTb2NhiMW2DCvogFMTgQxIQAoIWQahYXwTRh+JLUZFS1BeF0kL70gRSCgWhiopCsClKNLY2TZqYvcRNc9tNdmZvc44PxWqbm7pJn/q9zXDO9/3mzDln5sC9uMtx5Kiu3vtAqL+uXXer8InjLmXlIe8oQLt1f9MB/afdKlsU5KXESmuYAcmhN4u3BJsGuNBnKEcqFm3F2LjCyjWyfdskUsrb2m04YPCcT+ULMLckGfldEZswqfTVsHNvBYIJunv+fvoNBQycr1WmtJi3HK6MOkSvG2gjBsEZje1vtyO0szioZf1KBhw72abqKmxmMoskJ2zGYkEy0/tpvexGXRnGeMVFmTmKkFn2dxe0O/uXBHjro6fUDcvCSgnS41lGAgcZ2n2A4s8WLV+9S+aRUUJ792FoQxTFstqlA2LTWcruK1Cre+g/NIQTMHCpWQpP6JyyEhyItFN+fwJXPs0znfaKAlEK4I/pNLFJi6STo+Kzl3HF55heWCKa/Ib55i3UbjXwiTHK3KvnKAmwlMmQns4Si9vsqIjhnOomk/wJsim26jZ+JnHLRdo6MiuPf6mAi2dimpIwH7eJJ7I8WZ2j7txhPLbNwUgDWRJYwlwzx6qy/xKPd4WUQFBZ5yUcMmgN1lPllfg9UbpeGF6zxr+ahD2vP6qS6SXSGQelKS72Rm9Leqk3rrV1htXClI0mQRIlXO7mAdNYN/e6I3DsZJu6YUliiwWmojbzSRslYbAvtqzvnq56pSmNgE8nGPBz6uNf1s2/boPes61qKVfPfFYwnIwSi9ssJLJIJJd64yW/wjUn4cD5WlWlS8L+CO9U7+Hr+UXCIYOqkIGmNNo6w8v31o0EmNLCSx2fjEySMwwSHYf5fs5DqM57EyFgT3dpiFUBg+d8qiDKWaKBa44B3gp8wcfQe87waypMOGQQqPHi9/lKqb86IF+AjGxi6ppN1eh16oNPU1PppxiqJvXqcYK6h3CDyYM1gZIAKy7DC32GyhMgM1PL7MkBehK7ed90KO70sGv8QyLpzwk0BtFNN3ndu/EARyoKoom5HxYov9yM1tJAR+JTfMUvaArPEtxRQbZMkkgJ3njtu5JWwjJA/2m3yhe8SKeZxLdfsrhPoSI/0rLFpqVZp8rUsUSe9ufW3uH+N6CgNHJEuDo4wEJ7hvDDFpGHBNV+QZlbsev5lAapjagN3LERnTjuUkK4+O1qA6Zngm2NGuWGhi40nl3le15q3DYCVh6stGRbZJwyIXC55Iq/UZsCOHJUV3lHYQYkSsGLL+U2tfAyQKFw88Tyz0PDvbgb8SfZpJPLjOcIOwAAAABJRU5ErkJggg==) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYhe2X208cVRzHPzOzs+zsBSiXXWABC1hugn2ilqih2pq0JlUTW5ImPhhImvhgjImG+NA/oF7SVONrQxOjiaiVNLFN6oWmGlp5qRZbpFAJsMAul7K32dkdZo4PxipdLpqFPvX7NpPz+34/85tzzsyBh3rAOn5KEV3vyuLva8eDCj7R6xC6AaYlMJDu3d92gNPnVKEbMqmMjZmQUL02H765co9g2wB6L2nCsgTRuGB6XLCi11DeOIll26vGbTnAhSGPyGRgYclmbFRwe8KP6fXz7G4FQ56gp/Ofp99SgP7BclHo1lm4a3H7lsXwRBmDy2WY7S/ztncCp/MTsERWXc4APWfbRGlBirmFOGPhFIshlfHEY1yp2s/coQO8MDZAofs6GdngjYOmdH99TgDdHzwtFnWddFQmM2sQmJVQ55xU1kK0aT91lo+OHfPkaeNYK1nZuQPMRQxEsUlQyaP5qwVcuo1qa3g5xqdDe3m+8iI1j9xEcsTofCa1JoGcC0AkEiM8qTNrpbG6WsmTAhRU9/CtXkvx6CJ78y+jecZxOtf3yAkgnkySjBiEQykGJJvprkaWgg3cSUocDP5IYclNXGqcQ23JtfufK8DI59MSNsRDKSIzBj+7lxiuO09KMXly3zXmjRmWdfeGHuuS/R/VHw0KBRlvhYtAUOPxQBX5LhtH3hRvvTS8YcZ/moSHX28VkViCRNLClgS3+qZWmY72haTGI5UiPptCsuE6U1T4VIrd2qbem3ag52ybWNRtZuImC1MpYuEU2DDyxXRWbdPRKiELCa9HwZ/v5fxHNzb133TA+1+3iJV0FTFD5tfwFOFQisSMgYXNaF8o51e44STsHywXfq9NQ1E9P3zcTc1iK4Gghi+oIQuJxiOV2XvrVgIUunVKXRX8NPAEmqXSMn6YPXoR/goXvqAGMjR25gaxLsCFIY8wTB/LC81cDD1FrUdQFPqdyjMj7BMygaCGx+/C5/Hkkr8+QCYDqWQdV2MdLNYXc8B9h+jkSdIijHLmBuVKHoFqN35/fk4Aay7D3kuaSGfyCS01802wmlj5VYamP8OLD7ksj3C5E4+apsKtIhTX1gNYliBt1nH5binjxXHKfvuOaQ/UtWcoDgrKAi7ils18VObka1dyWglZxafPqcKleMhkXuG9xE7UwS9pL5yjZeccu5oUSnYoLOtuXmyf3ZJdNKsDhilBup7vfxlkT6KfXfURHq2XKSmScToFHbujEkS3Ihu4rwMneh1CkR3MjlTjcE9Q1yBR4JNQFIlXn1v7e56rVnVAN8BM2AQa/kBzyigOm+41fqO2BeD4KUWYlkD12ggB7xxLb2twFsCK+deJ5d+Hhod6EPoTg0eRFUZ/rZ0AAAAASUVORK5CYII=) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhe2XXWwUVRiGnzM/252Z3e0/S7ttEStbmkqbhlTFhERJiFyYBhLgxmC8MDFGgRi98N4bYkKIemliQMKNqBiCiUqiFySCaVBDIcCSlUL/aCl0t7uzM53dmeMFsQr9WXUXrnjvZnK+73vOe745cw481iNW/yFV9n2oyL+etUdVeMthTXouFH2Jh1h4/9ABdpzQpecquF4AeYEeCfjlndICwUMD2HPakIEvsXOSTFoSLaxFXX+TUhDcN67qAPuGLOl7MHc34HZKUhy16KhbTbQ3woQywg+7/559VQH2n22RhlkgO+szfdmnNBaiR4nR3Gyh9jzHsPI1ui8XxVUMMHhkQEZrHeZmckxNOXgjdTyVCxO1b+PVuFgDzzIWSiEVlxPbiuLB+IoAth7cLLOFAqWsQnHSpf7y2yg3NtPf7HDhybcorV7PfKNBwUijlBbVrhwgM11kvlGgqzWkP0uRdyNIy+fXfpdM3Qe83HgOM3YVtDmOvugsSaBUAjA37VC4WWLa99n46kHMDRkiL3no2ISsNrrWClwrjRpaPkdFDti2AzYI1SKVOEXnCwp3619nOh2wsWUUEU0j9Bwf99lL+0+FDox9kRIEEmc8jzsBM7GTyJkDBFqBbWsuMO5O4BTMFXMsS/ZflNiVlAoQbrUwEoKeeAtWOMCpGeXY9osr1vhXSzCwd4OcmbPxbQ0pYPR46r6k48dTom3nOulM2hAYXGKK+qik1jTK5i7rwOCRAZktBMzmBM5oEWfKgUAy9uW1RbHtu5JSSFCtEk0xi6FPhsvmLzvglW+elsZ8O7arcGlqEmdc4k7YBNybebn4clqxCfefbZF1kYC+hiQ/nT+ImH0eIyEwEhGElLTtXLd4b60mgGEWSIRb+e5GL0rJRDS9T9PcIOFWMBIRUARtu5MVQSzbhPuGLCmLUWSuk/OT7dS6OpmLUWav7WVgU0AqcQrpm6h2ZSYs64DvQdju5Op1iWePUcQi/32IwnAd5z9/l1WqitmhEVtVvtNX0pIO7DltSLwYVr6D+J00b2S+pXesga/iBsqaM8x2f4qux6k3dUKqXn2AwJeYxU5q7jiEb10gVPL4rfs9gmdctCfytMVr8fwALatw8s0zFX0JiwB2nNCl8MI0BUns8Z/JN4T5I/DQ2saJd6vU1qs4BY+PNq28w/1vgGJRYM4n+f3KOW5lptHbbeJJhViDghqSHOjLCshWozbwwEa05bAmNUVDudJBzhyhuUtgRQWKKji6den/eaW6zwHPBS8fUNN1nbqQgtACji1xjKqmFpL3H1JlKAS6KgiF4cfXljlDVVkLDgTFezeWf14aHutR6E/AHopuVPeQRQAAAABJRU5ErkJggg==) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhe2W228UVRzHP2dmZzuXXuz2vtsulluL5SKEoq2aaIMJj2KAGH0hPumDif4DPhsTw4P/ALwQBBVfNCZ4jVoiJCRCkQKtrd1uu9stlO52Z6YzO3N8MDRpelmSXXji+zaT8/v9Pud3OefAUz1hqaeiUvlUkw+/I08qsHU6IgMX/CBAoK78F487cMtFTQaugueFkBOUakPc90orcR9bBpKXDCkDiVeQeOOSpN1NuncKGYar1lUdoO+qJaUHzv0Q+46k/m6Cg8YeCi/MklEmWTxRWpX1qgEcuNwhFdPGXghwbgXU3u5mcPIt2jJHUD88x9fmr6iBXGNXMUD/mSHpNMzhzxfwsg7ev000j75N5+hJ2lPdxN/9nh/rr+ApLrkj/pqeqwjglc/elLa9jLJoUJzNIQtHuT92mPzUXl5ciNHR9xe5Qz8xa4wjSuv3e0UA7lyA32RSozYyf/soQgianxlh646vOGjdwo0f5o+O6yxH8ky95qxLUBFAfq5IUPQgWUfT/lG0WZNYJEubNcJca57Mrjky1jhibemrA1As2lAEoSoYCYh2PsB8kMFQlsg3P8eMcQ9fK3BzX3HD80apBGD6/LAglDjp+7gzy9gRjVyLSkQT+O17mXBnCG1zUx9VOQkTxwelAujxRoyETlebTqgXSdWMMfLGyKYxHqkEez54WS7lSwRFgRSC1IXhVU7TF4ZF57EB6cwuQNhACgWtzscwW8v6LpuB/jNDMrQN/IKJk1rCyS5CKJn+8vIa267jg1JIiWpJausj3Pj897L+yy7Y/c1u2bW8HcW1SGVdnLSLO7NAyP87L2dfTps24YHLHbK2NmRfbAvJiZ+xxAxGQsdIxBBS0nlsYJMBqwKAYtp063G0zHVKvqQlF2CWfPR4DUYiBoqg88RgRRAbAvRdtaTm1xF3mqif/xsnrMV2E3jTceSyhZHQ0VsbsKzNx6ycNpwC6UF7aRs7b7WiZ2Nki7uYyPXg+vXIjCTx0i+QbKDmnld9gOQlQ9Z49fRk91P44h1G/vmYa40ZSsnrNG3/AVH3HctaEs3U0NWa6gPIQNLhb6PlyhAzN/cx3TXB1t6zzPeeRduySLStgTBwUBYdfnv/24omYQ1Ay0VNRj2dPvsQ6eF2sq9+wtiz51jqmcDYpWI2qoS2x7WBzU+4R9UaJ7HzUbk7fJ66Pzu449wgvyONuVPBiCmIKNzs3/hiqRjAOh2RESVCYjRJ2pxE7xFE6wRCFUy9vv59XqlWlSBwQSyFTPVMEI0qhJGQ1DrPqGpqxbl6KiqJBmiqQNWheHKDN1SVtZIB6UsEKu5H3hMJ/FQP9R8+rInjLoVi1wAAAABJRU5ErkJggg==) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhe2XXWwUVRiGnzOzPzP703Xpf7cFZGNbBIomoDbEqDEYQGPUFLxTYoNJSUw0xBuNF8bEBBOCiQmIBgKJxiBNaoxKAvFCiamIeoFFCtrSUrqlpX/b3Z2Z3dmZ44UpofQP3YUr3rtJzve+z/edOSczcFd3WOreVql88LKcfvbcqWDP4VaJJZEOiBtibzuAt2OHVCxwcxKRzuCGAuTfOCRuO4B+sk1Kx0WmHGTPKPcaOpcbS3BdZ8a6ogMEz+yU5BzccQt5cYJw/ySxSAn+puX0KWPktx0UN64vGkB15y5pBEycCRvn/AhlvRnuy6ZZ16AzXt1Mu6cf6chZdQUDrD+yW5qRHKnRSczha1T0Sl48X09j+d/knzL4eayCbs3EUiT2pk/FzfUFATy6531pGCpKMo01dIHmH5posbazMVHDTx++wInUME714/ToSURemdOjIAArkcSOlOIP6rz52R6UrE5fzuJ1+zR9v6apXNOEEdGY8oxhPnFgVvcAc2PdoqYGRzB6LpO1AhxYdojTE4P8NpXgsvcS5akNlFU10xNMgk+d16OgCWTSGUhnED0q+uYYv/i+przzAWxvhorG5QwFx0l5TTJr983ZPRQ4gSvffClwXcyrg1i9CcJPRpl4/k8cf5Ylq1USVpaAoS/oMS/Zf1Fs81apKKBV1qDHY9TVBnA1mwF/mq7n3lkw45a2YM1rr8r0ZBZnIoOUgoFvj80wHTx+TNRuaZHmyBDgMuDU4S1X0AO+Rb0XncD6I7ula6jY11zMvgHMkWFwXa581z6rtu7prVIIiRoNErrHzx8ffbKo/6ILVn/1nqzLhlAsLwNXDMyeQazhBK77b+eL1S+mBV/C6s5d0g1lqV+i0/+2gXkugx6PoVfFEEJSu6Vl9t1aTAAjYFKj+RnvclCzfqId95P6fgJtRQ16VQwUhdpnthUEMS9A8MxOGbZ1qjN+Rrr78NpByrKVPHTqWczjY+jxGFppBcFQsJD8BU5BziGejzB6tZNr4WGW25tYVVJD1Kexvv8VjmpfQHwp/uRY8QH0k22yJOejOmWhumd5aV2cDeGHOVmToF37mN8fO0uldxXe8hBaMFJ8AOm4xO0I4aELPFJaSe5EkP3N73J05SXGVwgilQ24Tggl6XCq7a2CTsIsAG/HDqnlBI15nWh+hM9/dPkrkmL0wYuoKytQo15yBnQ1L3zD/W8AYQvqs1HOnOtkMClJLatCqY+iLPEhfSrJtftEshjJ03kzaA63So+isrQ7RV/ARDSUIcIqQlUwN+4vSsc3a+YELImbnuJSQwjFF8L1gL1p7g+JYum6ubq3VeIDoUrQBPntB29r8LSuT0DaeQSeGT8Nd3Un9A+zfZHl3q1fTAAAAABJRU5ErkJggg==) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhe2XTWxUVRiGn3PvnZl7Z6a/0E7aaRsqpD+KoMamceECkwIbiYmUhS5wJ4mU2KSBlWHhRklNCcjChQksNERMSnADNpK4MGi6ELCgEGoL0590+juduXPvzNx7jgsDobS06BRWvLuTnO99n+/LOSf3wnM9Y+l9B5V27IC6vzaeVbBx+pDClShfIB6KfeoAgf5upbkKmVeIjI2MRvC6vxRPHcAaOKyUL1HpAmo4SWM2yL2WSqT0l+xbd4DI4BFF3kfOOajbM4THZqguj1K2rYVRLYW374R4eP+6AdRcOaqy4Rz+fB7/z0msRBJLDFMV83ilpYvzWhLlq2V1RQO0nTmunDKP9EwKZ2qS2LDNLttAbJ3muhonYu3iTlDiaoLC7j7xaH1RAG9+0auyWR0tNYc7eZP9t7fSfe19st7vHG79CduOE4+3c83KIDxtRY+iANy70xRKNxCqMPm6/xTCt/jZ8JGF15j54V2aO8uZKDFZNFI4O3qXdQ+wMtYTanEiSfbve+RSBp9WnMQ35kgnF7icmMIY3YJV08hwJANB/bEeRQHYGRt3LokzMo7TUUZP6Cuu21NkcNnQrnMvmiYdyGG3fb5i90UDjF38TiAlztQ47ugE5p5KBtou4IUcNr1XyoRbIJwNrerxWLL/onhHp9I0MKtrsRrj1G8uR5oeiVCWoXd6Vs14okP4ctdHKjOdwV+wUUqQuHRuien4wDlRt3OvcqYnAUlCQiBuYYXXtl9zAm1njiuZ1SmMOzh3EzjTUyAlYz9+v6y2flenEkKhl0eIVkX54+SpNf3X3LD1fK+qz4XRXIPE8ALOyDhucgIp/+18rfq1tOohrLlyVMlogabKENqBGtKX57Ea41ixOEIo6nbuXf62ridANpyj1gww+u0iRs6iY3AP7oU5zE21WLE4aBp1u/cVBfFYgMjgEVVSCNGQKWH2N58oJtsiMXpzH2INpLAa45iV1USikWLyV5lA3mezHcWZHMHbdIe36mOUVJeje5V8Mt9FqMwj/EIDpbXVRQGseE+sgcOqNB+gxna5NXuW2rdt2m/uIOy9St/2bzjbNEQs8BKBeBVmRVVRACueYvNij3pdbiA68wu2c4ltohU19CKXIh6zmyOUxRoo8cuwUgaD+z8u6iYsm0Cgv1uZecUWqXF14irT6Tg3VBVOq0BvbUCvCJLPagy9sfoL978BREHQlCvlyq1fSS60kq3biNa0Ea0yhArqpLZ/JlLrkXw/bwnN6UPK0HQa/ppjNJxHNFcjSgIIXcPpOLYuHT+qpRNwJTKTZqS5HC0okIagsHvlD4n10gNzve+gIigQugJTw/vgxFMNvq8HE1AFD4Gx5KfhuZ6F/gEK8Y1VEnUWWwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD70lEQVRYhe2WS2wUdRzHPzOz085jW/oQ2u6jFAvbSnioEYUYJJKAwEkNlIsJJpr4SDgY48F4N8aEcDDCRRKIXJAqJiaGQNQoMQXBV2iwKaCF3W67tOy22+7M7M7j78G0semLOJUT39tM/r/f9zPf/2vgge6zlEOHhfzBh2LqOXK/jCPHjwocD+GD9K/30rwVSyT1zDEhOz5BJUAaGSWILsN7/eC07/+WgH7+pBC+j5goI24OsMpyud25miAIZoxbcgDz8ilBxSXIlxD9aVquj7G8bCI9t5YB2cfrem1G6ksG0NLTLSwjwC9Y+H/8SbzPoeVrn32R3Vx/z+JTo4jwZ894aIBNR04IO1bDxGgJOzeAls3z0Dmfrmvb2cMGvtt9mV8bfBw5grvrwCyCUABb3z0krBEL2RrHudtPrXqXWEUHW+GF6FpGOwTDu+CmDpKnzNkjFICTuYNb3Uh1TMGLnMWmxKhhs+bVamrfb+PWxnZ+a1UpRlzsZ1+ac8fJYQCKw3ewMrcpD/sk6vbiGGNEm0o8XR/n6tbvOfeMx00TqFLn7REqgdJkCSghZRR04nSmXkGNnGalWs+N7U/Q36AzofqUNu6f97wJlUCm5zMJEWDnB3EGs9DfSnVuP5pvkl75FFkHDGthiyU5CeNP7hOyAlp9DD0RJ7muiaBeI12j0vv8iwt63NMUrD9wUEzmivjFEkJIpHtOz2g6+NNpKbF5r7ALQ0BAOgA1WYO+3Fi096IJbDpyQgQjFm56Ajubxi7kQARkLnbPqk1u2SckSaDUmkSbarl64qNF+y86YN2XX4jkhItccEj35rAzgziFLIH/z5cvVr+YFlwhLT3dIogKUs0aO5s/J9qWQU/E0RviSLIgsXmvWKg+NIBlBMQ0SN66hKOUKDedgtRttHgMvSEOkkxiS1coiHkBzMunRI2rkMrbrP72CrfcAmkvT593DKkjj56Ioy1bgRk1w/gvkEDFpb0EO3+IsP7CNn4sDDKZM9GsOjJj3VQ3KxiJVmqbV4QCmHMb6udPitqKzKMZD/P3TRSlx9E/GWDDDp9slU3Za6TcqKIqBpoz9yUTCkD4Pu2uTPNZqPlZ4gzXGGvVGTUUvNgqljW1EfgmcnaCC2++EWonzAJQzxwTWsXjsaKB+YvBO40fM7RHYbCzDuWRh1HqDSqWTO+WhU+4/wwguYJUWeHiN1f4aluJoTV1yKkkcoOJqFIZ39gljS+F85TfDJrjR0VElmntu8GAoSJ1tCHVVCMpCvaOue/zsJqZgOMRTI7zV0c7cpVMEFHm/I1aSk03Vw4dFmgRJAXQIngvh1tc96rpBITrIgHe22/dF+MHmtLftjmBE5uWmVAAAAAASUVORK5CYII=) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96%,96.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2X228UZRjGf98c2p3Z3Wnp2pZ2tw2F2KWKLQY5eEHwmHABCRdAWo2J8U6IUf8Br40J4cLoNcQEUEww0SiGxAuNkkKAWIplNaWFng8U9jQzu7MznxeEhLK01ey2Vzx3M3nf5/m938w3mQ+eao2ldh+XypbP5MNrba2CtT0nJAUX6fkI75H7qx2s7z8nlaJLUCgiRI5Aj1C68rFYdQCj74KUgY+0s8j0MB2WzR1lM4EfLKqrOkD4yGWJXyTILCDn/yZe+IeuhMFc/U5GxxVK5w+LR+urBtBy9KK0QyZ+5h7+7BAd+RS9LaPsbZ3mTP1H/H7dROp+WV/FANv3nZROpI5sdh5ndobY3G3eyi/w7oZf6Wgb43zTe1wat3ADBe/7veLx/ooAdr9+TNr3bZRSGtebYtdIlnfuRunWAhp2z/Nn8/P8UtzBcM5AKKUnelQE4Gdm0QoxFF3lw5SPEGEGn/E4sVFjvGcXb7jbGJhvIYOGc/rVsukrBnAyswg/j0I7F2JRGvUpFmIat7dFyCzEmdV3MuyEQZVLelQEYOfzQJ6IUMkacRwzQdB+n5zq8py1k7uTBll08l/2PHF6AKUSgNT4NwICcs4EuJOUMhpquhGha3Tn1jM54WK69rIeS5L9HyXjh6RQIBxqRRhxmruaCcIhxuxaBs8cWDbjPz2CF7Z9IJ2FDKqfR0jBzbGzi0xTE2dFMnFQ5pwpTALmh6BkRTHqzRW9V1yB7ftOyuC+jZbJUnTGsJ0ZICA1/m1Z7+a2Q1IKia+GMRosrl/5fEX/FQu29H4n28wCSt5lZmgG6UyQdyeRwYPJV+pfScu+hC1HL8qgPkJnTwPXugbROwXCiBMx4iAkycTBpfdXNQDskElrPMRAZBrplfDr5tCsEoRaH0CgkEwcrghiSYDwkcsyikdsncNfmX4ifgjrjku7PU5UFhBGnHCoCTMcriR/mV3gF9lklGjS+2mITpD4McFLt2qxXAMps5xLmui0o9berT6A0XdBWhR50ZrhbecnPkndYvrqAQZKEb6KZbnWEaVZ19Etk5patfoAMvDZFPF4Tb9Ez8wNRsbaOLVR4VRYI924lTqjmaDoo2hpfvvh/Yp2QhmAvv+cDClFdsRs1k/9waeTr3Dm3gZGWpOoTV2o1jqKrs3gFy9X5StaBiA8j85wgdTVfnqntzJR+yxKUyeK1YBUa0gf6xHpaiQ/zFtEs+eE1FSFdu0moxkT0ZhEmFGEouKcfrMqEz+uxStQcAlEjpHaJEpdDQEa3tflv1GrAqB2H5fS8wn0CEhJ4ee+VQ0uA5CBh/BYdGh4qrXQv6JihGjlVPQDAAAAAElFTkSuQmCC) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur72642 1.6666666666667s linear infinite forwards;
}
