data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dDbCkRX3v8e5nzrBCCe5VdwlvigiFRHwLSVCvKZdEgePunqefoUajqGCZYG6MiAoGzVW4vpRISk1yAwLyssj1xqrJTvdzDstaGq2VFzWsGMUYLbmJRgrK3UUCRJaFs/P0refcGeqwd9k+Z07PzNNPf7dqa3eln+7//9NP5ZfnzDn9SMEvBBBAAAEEEBi7gBz7iiyIAAIIIIAAAoIA5iZAAAEEEEBgAgIE8ATQWRIBBBBAAAECmHsAAQQQQACBCQgQwBNAZ0kEYhNot9sHPfHEE4dbaw+XUq4VQhyeJMnCv4UQtxtjNsdmQr8IEMDcAwggMJRAu91+1t69ew8viqIM0YXfSZIshGs/WMv/bfBvKaXcKYTYJYQo/9wppdxlrV0jhJju9XovnZube2CoQrgIgUAFCOBAN46yEfAtcOmllyZ33333QqAOnlTLPxc9qS6E6aLfvxJC7OgH6ZPhWv67DNiiKMqA3blq1apdnU7nwaerN03Ty4UQx+R5/mbfPTEfAlUWIICrvDvUhsAKBdrt9jPn5+cXvuxbhungyXQ/T6rlf1slpdzRf0LdYa3dlSTJzvLPQaBOTU3t7PV6u5544omdW7dufXyF5T15uVLqW1LKL2qtr/I1J/MgUHUBArjqO0R9COwj0G6315Rf+h0E6iBcFz2pLjylSinLMf9ZPqUOQrX8c3Gwlk+oS3lKHfUmZFn2KmvtrVLKl2qtfzzq9ZgfgSoIEMBV2AVqiFrg3HPPfcYjjzyy8KXfxU+q+wZq/0u/h/YD9Smhuvhz1fKz1lE8pY56k7Isu8hae4Yx5nWjXov5EaiCAAFchV2ghtoJtNvtZxdFsXbweergG5Oe5im1/FLu4kBd+Hv55eDyabV8Qi0/T33GM56x80CfpdYBUSk1K4TYboz5eB36oQcEDiRAAHN/ILAEgXXr1k2tWbPm8F6v9+R3/e7zDUqLv+z7nP09pfY/X10I10GwPvzww7u2bdu2ZwklRDFkZmbm+CRJ7iyKQs3Ozt4aRdM0Ga0AARzt1tP49PT0YYcccsiT3/U7CNR9foxm8F2/dvFTav/pdOEptQzUXq+3o9lsLjypaq3L7w7m15ACaZq+I0mSC7TWLxtyCi5DIAgBAjiIbaJIXwIzMzO/nSTJFUKI3+n/TOpTPksdPKX2er3yx2rKH7HZwVOqL/2lz5Om6fVSyl8bY85f+lWMRCAsAQI4rP2i2hUKKKVusNb+Is/zS1Y4FZePUEAptVoIcacQ4kOckjVCaKaeqAABPFF+Fh+nQP/zxe+vXr36uZs2beJz13HiD7FWmqYbpZRXc0rWEHhcEoQAARzENlGkDwGl1OeEEI8ZYz7sYz7mGL2AUurT1trncUrW6K1ZYfwCBPD4zVlxAgLl4RXz8/P3NZvN53U6nV9OoASWHFKAU7KGhOOyygsQwJXfIgr0IaCUurR8MYAx5k99zMcc4xNotVqvLIriNk7JGp85K41HgAAejzOrTFCgfBVe+fTbaDR+b/PmzT+ZYCksPaQAp2QNCcdllRYggCu9PRTnQ0ApdYEQ4neNMW/xMR9zTEaAU7Im486qoxMggEdny8wVEVBK3ZMkydu63e53KlISZQwhwClZQ6BxSaUFCOBKbw/FrVSgPFVJStk2xrxhpXNx/eQFOCVr8ntABf4ECGB/lsxUQQGl1HellP9da/2VCpZHSUMIKKWuE0I8yilZQ+BxSaUECOBKbQfF+BTIsqxlrb3QGPNqn/My12QFBqdkSSkv1lp3J1sNqyMwvAABPLwdV1ZcQCn1dSnlF7TWX654qZS3TIEsyzZYa6+RUr6El18sE4/hlREggCuzFRTiUyDLst+31v6tMeY3fc7LXNUR4JSs6uwFlQwnQAAP58ZVFRdQSm2WUn5Na31VxUulvBUIlKdkWWtvzPP86hVMw6UITESAAJ4IO4uOUkApdYoQYs4Yc+Qo12HuyQsMTslqNBov4ZCVye8HFSxPgABenhejAxDIsux6IcRPtdaXBVAuJa5QgFOyVgjI5RMTIIAnRs/CoxDoH9bwg16vt2Zubm73KNZgzuoJZFmWW2u3G2M+Ub3qqAiB/QsQwNwZtRIoXzkopXxca31xrRqjmQMKDE7JstameZ7fBhcCIQgQwCHsEjUuSWDjxo3PbTQa9xdFcezs7Oz9S7qIQbURUEqdK6V8n9b6ZbVpikZqLUAA13p742pOKXWJlPIIrfWfxNU53Q4EylOypJS/1lq/FxUEqi5AAFd9h6hvSQLnnXdec9euXfcVRbEuz/N/WdJFDKqdAKdk1W5La90QAVzr7Y2nuf4rB19pjPnDeLqm0/0JcEoW90UoAgRwKDtFnQcUKF85aK09J8/zb0GFAKdkcQ+EIEAAh7BL1HhAgf4rB99kjDkTKgQWfR58h7X2i5ySxT1RVQECuKo7Q11LFihfOWit/Wie57cs+SIG1l6gf0rW7Y1G42ROyar9dgfZIAEc5LZR9ECg1WplvV7vg3mevwoVBPYVyLLsQmvtmcaY16GDQNUECOCq7Qj1LEtAKfUP1trr8zz/38u6kMHRCHBKVjRbHVyjBHBwW0bBA4HylYNFUVyR5/lJqCDwdAJKqRcKIbZzShb3SNUECOCq7Qj1LFmgfOWgEOIfjDGfX/JFDIxSgFOyotz2yjdNAFd+iyhwfwK8cpD7YrkCnJK1XDHGj1qAAB61MPOPRCBN0+ullPcYYz41kgWYtHYC7Xb7WfPz89ullBdrrbu1a5CGghMggIPbMgruf6Z396GHHrr2pptuehQRBJYqwClZS5Vi3DgECOBxKLOGV4Esyz5rrZ03xvy514mZLAqBLMsuK4ri+XmevzmKhmmysgIEcGW3hsL2J9B/5eB9zWbzuE6ncx9KCAwjoJTilKxh4LjGqwAB7JWTyUYtUL5yUAhxpDHmXaNei/nrK5Cm6alSyjs4Jau+exxCZwRwCLtEjQsCp5xySvOYY465r9FonLZ58+YfwYLASgTSNL1QSskpWStB5NoVCRDAK+Lj4nEK9F85+CpjzJvGuS5r1VeAU7Lqu7chdEYAh7BL1LggUL5yMEmSc7vd7h2QIOBDgFOyfCgyx7ACBPCwclw3VoHyJCMhxB/yysGxskexGKdkRbHNlWySAK7ktlDUvgJKqe1Jklza7Xa3oIOAb4HylCwhxKPGmPN9z818CDydAAHMvVF5gTRNsyRJPqi15pWDld+tMAvsn5J1p5TyQ5ySFeYehlg1ARzirkVWc/nKQSnlDVrrL0XWOu2OUaDVaq3v9XrXJklystb6V2NcmqUiFSCAI934UNputVqn9Xq9K3nlYCg7FnadnJIV9v6FVj0BHNqORVZv+cpBKeU3tNZXRNY67U5IgFOyJgQf4bIEcISbHkrLrVbrt4qiuNkYc2QoNVNn+AKckhX+HobSAQEcyk5FWGf//a3/prX+ZITt0/IEBTgla4L4ES1NAEe02SG1OnjlYFEUvzE7O/ufIdVOrfUQSNM0l1JuN8Z8oh4d0UXVBAjgqu0I9SwIpGn6WSFEL8/ziyBBYBICnJI1CfW41iSA49rvILrNsuw51tr7rbXH53l+bxBFU2QtBTglq5bbWpmmCODKbAWFDASyLPtoURRH53l+HioITFpAKXWtEGI3p2RNeifqtz4BXL89DbqjdevWTa1evbp8+v2DPM9/GHQzFF8LAU7JqsU2VrIJAriS2xJvUUqp9wohXs0rB+O9B6rYOadkVXFXwq+JAA5/D2vVQZZlPy2K4p15nt9Wq8ZoJngBTskKfgsr1wABXLktibcgXjkY796H0jmnZIWyU2HUSQCHsU9RVFm+ctBa+7E8z+eiaJgmgxMYnJLV6/VOnpub+0lwDVBwpQQI4EptR7zFKKWUEOJiY8wr41Wg8xAEOCUrhF0Ko0YCOIx9qn2V5SsHhRA3GmNuqn2zNBi8QP+UrO8aYz4efDM0MDEBAnhi9Cw8EJiZmTlNSskrB7klghEoT8mSUt5ZFIXiGwaD2bbKFUoAV25L4itIKfX3Qohtxpi/ja97Og5VIMuyc6y1HzDGvDTUHqh7sgIE8GT9o1+dVw5GfwsEDcApWUFv38SLJ4AnvgVxF1C+clAI8TPeOBP3fRBq99PT04etWrVqu5TyQ1rrbqh9UPdkBAjgybizqhCi1WodVxTFPzebzSM6nc7DoCAQogCnZIW4a9WomQCuxj5EWUX5ysEkSXpaa145GOUdUJ+mOSWrPns5zk4I4HFqs9aTAoNXDjabzRM6nc4voEEgdAFOyQp9B8dfPwE8fnNWFELwykFug7oJcEpW3XZ09P0QwKM3ZoV9BPqvHLyv0Wi8fvPmzXcDhEBdBDglqy47OZ4+CODxOLPKIgFeOcjtUGcBpZQRQtzFKVl13mU/vRHAfhyZZRkCSqmfJknyR91u99ZlXMZQBIIQ6H93f/liEU7JCmLHJlckATw5+yhX7p8e9BZjzBlRAtB0FAKckhXFNq+4SQJ4xYRMsByB8pWDRVF8fHZ2dnY51zEWgdAEOCUrtB0bf70E8PjNo12RVw5Gu/VRNs4pWVFu+7KaJoCXxcXglQgopb4mhPgirxxciSLXhiQwMzOzXkp5bZIkJ2utfxVS7dQ6egECePTGrCCEKF852Gg0rtRanwQIAjEJZFl2lRDi2VrrN8bUN726BQhgtxEjPAj0Xzn4TWPM//QwHVMgEIyAUqq85x8yxnwkmKIpdCwCBPBYmONeZGZm5hVSylvyPD8ibgm6j01g/fr1/+Wggw7aMTU19YJOp3NfbP3T74EFCGDukJEL8MrBkROzQEUFlFIfE0KsNsacX9ESKWuCAgTwBPFjWHrwykEhxJHGmIdi6JkeEegLSKXUI9baU/M8/xdUENhXgADmnhipgFLqM1LKglcOjpSZySsokGXZ+4UQL9Nan1PB8iipAgIEcAU2oa4lDF45KIQ40Rjz87r2SV8I7E9AKXWvlPKNWutvI4TA/gQIYO6LkQmkafpRIcTReZ6fN7JFmBiBCgpkWfaOoijKs6DTCpZHSRURIIArshF1K6Pdbjfm5+fvF0KcYYz5ft36ox8EDiSglPqhlPIirfVXkELg6QQIYO6NkQhkWXa+tfY1xhgOHxiJMJNWVSBN00xK+V5jzLqq1khd1RAggKuxD7WronzloJTyj7XW36xdczSEwAEElFK3FkVx5ezs7JeBQuBAAgQw94d3AV456J2UCQMRKI9cTZLks8aYVwRSMmVOUIAAniB+XZdWSt2ZJMknut0urxys6ybT134FlFKz1toteZ5fDRECLgEC2CXEf1+WAK8cXBYXg2skoJR6uRCia4w5rkZt0coIBQjgEeLGOHX5ykFr7U15nn8xxv7pOV6BLMtutNb+yBhzebwKdL4cAQJ4OVqMPaCAUqr8rs+rjDEvggqBmASUUsdKKe/as2fPC7Zu3fpITL3T6/ACBPDwdly5jwCvHOSWiFUgTdO/TpLk11rrv4jVgL6XL0AAL9+MK/YjUL5yMEmSr7785S8//NJLLy1AQiAWgXa7/az5+fkHrbXH5nl+byx90+fKBQjglRsygxBCKfVOIcTHjTFHAoJATAJpmv4PIcRz8jz/s5j6pteVCxDAKzdkhr5A/72/DxljPgAKArEIKKUellL+V631P8fSM336ESCA/TgyixCi/6W48meA39/tdreAgkDdBZRSFwghTjHGvK3uvdKffwEC2L9p1DNmWbbBWnvN6tWrj9u0adOeqDFovvYCaZr+u7X2LbOzs3fUvlka9C5AAHsnZcIsyy4riqJ8DeFb0UCgrgJKqXOFEC1jzExde6Sv0QoQwKP1jXZ2pdQd1tpr8zy/IVoEGq+1QJqmPxBCfCjP81tq3SjNjUyAAB4ZbdwTp2l6qpTyjiRJXtjtdv89bg26r5tAlmWpEOL9WuvX1q03+hmfAAE8PuvoVkrT9EIp5enGmNOja56Gay2glNomhLjaGPN3tW6U5kYqQACPlJfJlVLGWvvtPM8/jQYCdRDIsqx86v0brfXL6tAPPUxOgACenH0UKyulXiiEKH806cxut7s9iqZpstYC5f9TKaX8itb6qlo3SnMjFyCAR07MAv3vFr3AGFO+ro1fCAQrcNZZZ7107969c3mePz/YJii8MgIEcGW2ot6FKKWutdY+kuf5++vdKd3VWUAptcla+2M+UqnzLo+vNwJ4fNZRr8QpWVFvfy2a37Bhw/Ompqbubjabz+90Og/XoimamKgAATxR/rgWb7Va64ui+EKz2Xxhp9N5LK7u6TZ0AaXU54QQjxljPhx6L9RfDQECuBr7EE0VnJIVzVbXqtHp6enDVq1a9dDevXuPvfnmm39Rq+ZoZmICBPDE6ONdOMuy24UQ12utr49Xgc5DElBKXSKEWGuMeXdIdVNrtQUI4GrvTy2r65+SdXuSJMdzSlYtt7h2TSmlHrTWvjbP8x/WrjkampgAATwx+rgX5pSsuPc/pO6zLDvfWnuqMebskOqm1uoLEMDV36PaVtg/0OA7WuvLatskjQUvoJT6Nynl27XW5Ucn/ELAmwAB7I2SiZYr0D8la3uSJGdwStZy9Rg/DoEsy94uhHij1nrDONZjjbgECOC49rty3WZZdo619n2cklW5raEgIYRS6ntJknyk2+1uAQQB3wIEsG9R5lu2QHlKlpTyEa01p2QtW48LRiUwMzMzI6X8YJ7nrxnVGswbtwABHPf+V6L7s88++7BHH330u1LK8v2qN1eiKIqIXiBN029Ya6+bnZ39UvQYAIxEgAAeCSuTLlegf0rWNc1m83hOyVquHuN9C6Rp+ntCiM/neX6y77mZD4GBAAHMvVAZgfKULCHE0Vrrt1amKAqJUkAptdla+/U8z6+MEoCmxyJAAI+FmUWWKqCUukNKeR2nZC1VjHG+BdI0fYmU8hZjTPnKwcL3/MyHAE/A3AOVFOifknVbkiQncEpWJbeo9kUppa4TQvwfY8ynat8sDU5UgCfgifKz+P4ElFIfEEKcYYw5HSEExinQarWOLorix/Pz88/bsmXLf4xzbdaKT4AAjm/Pg+iYU7KC2KbaFamU+oyUcl5rfXHtmqOhygkQwJXbEgoqBVqt1nFFUdzVfxK+ExUERi3QbrefOT8/Xz71nmCM+fmo12N+BAhg7oHKCvRPybrAGPOKyhZJYbURUEp9REp5lNb6T2rTFI1UWoAArvT2UBynZHEPjEtAKbVLSvk6rfUPxrUm68QtQADHvf+V7356evqwVatW3SWlfB+nZFV+u4ItUCn1Hinlq7XWbw62CQoPToAADm7L4it4ZmZmvZTy6oMOOugETsmKb//H0bFS6p6iKN45Ozt76zjWYw0ESgECmPsgCIE0TcufyTwmz3NOyQpix8IpUin1Vmvt2XmeT4dTNZXWQYAArsMuRtKDUupbUsprOSUrkg0fU5tKqe3W2o/leT43piVZBoEFAQKYGyEYAaXU7wohbhNCnMiPiQSzbZUuNMuyDUVR/EWe56+qdKEUV0sBAriW21rfpvqnZJ1ujDmjvl3S2bgElFJfE0LcaIz5X+Nak3UQGAgQwNwLwQlkWZYLIb6ttS7fnsQvBIYSyLLsNdbaa4wxvznUBFyEwAoFCOAVAnL5+AX6p2R9TwhRPglzStb4t6AWK2ZZ1hFCbNNaX1GLhmgiOAECOLgto+BSoH9K1nuNMb+FCALLFTjrrLNe3Ov1vtZsNo/pdDq95V7PeAR8CBDAPhSZYyICnJI1EfZaLJqm6ReSJPm51vqTtWiIJoIUIICD3DaKLgX6p2R9T0p5AadkcU8sVWDDhg1HTU1N3dNsNo/udDoPLvU6xiHgW4AA9i3KfGMVSNP0DeUpWb1e78S5ubndY12cxYIUSNP08iRJpNb6oiAboOjaCBDAtdnKeBvJsuwya+1Rxpi3xatA50sR2Lhx4yGNRuM/er3ei+bm5n62lGsYg8CoBAjgUcky71gF0jT9dnlKljHmurEuzGJBCaRp+mEhxLF5np8XVOEUW0sBAriW2xpfU/1TssqD9F/EKVnx7f9SO1ZK/VIIcaYx5vtLvYZxCIxKgAAelSzzjl2gf0rW640xZ459cRasvECapn8qpVxnjHlj5YulwCgECOAotjmeJpVSs1LKb3FKVjx7vtROlVI/kVK+S2v9zaVewzgERilAAI9Sl7nHLtA/JeufhBDlkzCnZI19B6q5YJqmb5FSnmuMOb2aFVJVjAIEcIy7XvOesyx7u7W2PCXrlJq3SntLFFBKfUdK+SmtdXmOOL8QqIQAAVyJbaAI3wJKqfK7oR8yxnzA99zMF5ZA/2fFLzHGnBpW5VRbdwECuO47HGl//VOy/slaewEvWo/0Jui3rZT6ipTy77TWN8YtQfdVEyCAq7Yj1ONNoP/kc1X/0AVOyfImG85EaZq+Wkp5gzHmxHCqptJYBAjgWHY60j6VUp8WQhxhjHl7pARRt62U+nL/u+L/JmoImq+kAAFcyW2hKJ8C/W/AuUZrfb3PeZmr2gJZlp1krd127733Hn3XXXfNV7taqotRgACOcdcj67k8Jcta+00p5UmckhXP5mdZdlVRFPfnef6xeLqm05AECOCQdotahxZI0/RCIcQf5Hk+PfQkXBiMQKvVOqIoip/1er2j5+bmHgimcAqNSoAAjmq7425WKTVnrb09z/Pyc2F+1Vig/4asJj+GVuNNrkFrBHANNpEWlibQPyXr+9ba1+d5/o9Lu4pRoQm02+2D5+fnfyWEeIkx5l9Dq5964xEggOPZazoVQmRZdo619j3GmN8GpJ4CWZZdbK09wRjzznp2SFd1ESCA67KT9LFkgSzLrrfWPmiMKT8X5lfNBJRS9ydJsqHb7X6vZq3RTs0ECOCabSjtuAVmZmYOTZLkB1LK87XWN7uvYEQoAmmavktKebox5qxQaqbOeAUI4Hj3PurO+6dkfb7X6500NzfHKVk1uRuUUj+SUr5Ha/2NmrREGzUWIIBrvLm0dmCBNE0vT5LkcK31OViFL5Cm6ZuklH9sjHld+N3QQQwCBHAMu0yPTyuglPpHKeVVWusbYApbQCl1h5TyM1rrbtidUH0sAgRwLDtNn/sVKE/JEkJs6/V6L56bm/sZTGEKpGl6hpTyk3x3e5j7F2vVBHCsO0/fTwpkWXaRtfY0Y8wbYAlTQCm1RUr593wlI8z9i7VqAjjWnafvpwikaXqzlPJWY8zl0IQlkKbpqVLKLxljjg+rcqqNXYAAjv0OoP8FgY0bN76g0WjcXZ4XbYy5E5ZwBJRSX7LWfjfP88+FUzWVIiAEAcxdgEBfQCl1rhDi3caY3wElDIGZmZkTkyS5vdlsHtXpdJ4Io2qqROD/CRDA3AkILBJQSt0gpXxAa30RMNUXUEpdYa19IM/zS6pfLRUi8FQBApg7AoFFAv1Tsu5OkuTPut3uFnCqK6CUOlYIcY+U8iit9c7qVkplCOxfgADmzkBgH4FWq7W+KIordu/e/eKvfvWrjwI0PoEsy54jhFjb6/XWJEmypvy7tXaNlLL8e/nnwr/Lv5f/TQjxeWPMu8dXISsh4E+AAPZnyUw1EkjT9C/L/6NvjCk/F+bXkALT09OrDj744IWwLEO1NC1/F0Wxdt+/l6FqrT1ISrlDCLHw21q7Q0r5y/Lv5f9e/t67d++OJEl2GGMeGrIsLkOgEgIEcCW2gSKqKKCUKr8b+kpjzKYq1jepmpRSqxuNxpq9e/cuPJH2A3Xh7/0n08HT6eDPRwaBOgjVfQO1DNqDDz74l3wj1aR2lXUnIUAAT0KdNYMQ6P98aXmo/4uNMT8Poughimy3241er7e2DNTBl33LUO1/qXcQsAt/9r/se4gQovzMdeEptXwqLYpi4c/Bv8un1PLvc3NzDwxREpcgEIUAARzFNtPksAJKqQ8KIV5rjFk/7ByTuK7dbj+zDNXFn6UWRTH4LHUhTK215RPr4Kl1z+JAtdbuHHz5d/Cl3/n5+UGo8vaoSWwqa9ZOgACu3ZbSkG+B/jGH27TWf+l77uXM12631+zZs2dt+eXfxZ+jliG677+FEKv3fUot/73vk+rjjz++45ZbbimD1S6nFsYigMDKBQjglRsyQ80FWq3WcUVRlD+adFq3293uq912u33wY489Vn7Zd235pd/yM9TyKXUQqIueTgdPqcXip9RBoC7+PLX85qTdu3fv2Lp1a/m5K78QQKDCAgRwhTeH0qojkKbpO6SU/80YU7496Wl/tdvtZz/++OMLYbr4x2gGYdoP2cWfp+77WerCvwefp5aB2mg0duzatWvHtm3b9lZHhEoQQGClAgTwSgW5PhoBpdQma+1zkyT5+uDHaAZPq/3PU8un16l9vjnpKYFaPrWW4To1NbWj0+k8GA0ejSKAwP8nQABzUyCwRIH+KVl/Za399eIv+5bfsFQ+qR522GE7Nm3aVH4zE78QQAABpwAB7CRiAAIIIIAAAv4FCGD/psyIAAIIIICAU4AAdhIxAAEEEEAAAf8CBLB/U2ZEAAEEEEDAKUAAO4kYgAACCCCAgH8BAti/KTMigAACCCDgFCCAnUQMQAABBBBAwL8AAezflBkRQAABBBBwChDATiIGIIAAAggg4F+AAPZvyowIIIAAAgg4BQhgJxEDEEAAAQQQ8C9AAPs3ZUYEEEAAAQScAgSwk4gBCCCAAAII+BcggP2bMiMCCCCAAAJOAQLYScQABBBAAAEE/AsQwP5NmREBBBBAAAGnAAHsJGIAAggggAAC/gUIYP+mzIgAAggggIBTgAB2EjEAAQQQQAAB/wIEsH9TZkQAAQQQQMApQAA7iRiAAAIIIICAfwEC2L8pMyKAAAIIIOAUIICdRAxAAAEEEEDAvwAB7N+UGRFAAAEEEHAKEMBOIgYggAACCCDgX4AA9m/KjAgggAACCDgFCGAnEQMQQAABBBDwL0AA+zdlRgQQQAABBJwCBLCTiIHm3HQAAAeRSURBVAEIIIAAAgj4FyCA/ZsyIwIIIIAAAk4BAthJxAAEEEAAAQT8CxDA/k2ZEQEEEEAAAacAAewkYgACCCCAAAL+BQhg/6bMiAACCCCAgFOAAHYSMQABBBBAAAH/AgSwf1NmRAABBBBAwClAADuJGIAAAggggIB/AQLYvykzIoAAAggg4BQggJ1EDEAAAQQQQMC/AAHs35QZEUAAAQQQcAoQwE4iBiCAAAIIIOBfgAD2b8qMCCCAAAIIOAUIYCcRAxBAAAEEEPAvQAD7N2VGBBBAAAEEnAIEsJOIAQgggAACCPgXIID9mzIjAggggAACTgEC2EnEAAQQQAABBPwLEMD+TZkRAQQQQAABpwAB7CRiAAIIIIAAAv4FCGD/psyIAAIIIICAU4AAdhIxAAEEEEAAAf8CBLB/U2ZEAAEEEEDAKUAAO4kYgAACCCCAgH8BAti/KTMigAACCCDgFCCAnUQMQAABBBBAwL8AAezflBkRQAABBBBwChDATiIGIIAAAggg4F+AAPZvyowIIIAAAgg4BQhgJxEDEEAAAQQQ8C9AAPs3ZUYEEEAAAQScAgSwk4gBCCCAAAII+BcggP2bMiMCCCCAAAJOAQLYScQABBBAAAEE/AsQwP5NmREBBBBAAAGnAAHsJGIAAggggAAC/gUIYP+mzIgAAggggIBTgAB2EjEAAQQQQAAB/wIEsH9TZkQAAQQQQMApQAA7iRiAAAIIIICAfwEC2L8pMyKAAAIIIOAUIICdRAxAAAEEEEDAvwAB7N+UGRFAAAEEEHAKEMBOIgYggAACCCDgX4AA9m/KjAgggAACCDgFCGAnEQMQQAABBBDwL0AA+zdlRgQQQAABBJwCBLCTiAEIIIAAAgj4FyCA/ZsyIwIIIIAAAk4BAthJxAAEEEAAAQT8CxDA/k2ZEQEEEEAAAacAAewkYgACCCCAAAL+BQhg/6bMiAACCCCAgFOAAHYSMQABBBBAAAH/AgSwf1NmRAABBBBAwClAADuJGIAAAggggIB/AQLYvykzIoAAAggg4BQggJ1EDEAAAQQQQMC/AAHs35QZEUAAAQQQcAoQwE4iBiCAAAIIIOBfgAD2b8qMCCCAAAIIOAUIYCcRAxBAAAEEEPAvQAD7N2VGBBBAAAEEnAIEsJOIAQgggAACCPgXIID9mzIjAggggAACTgEC2EnEAAQQQAABBPwLEMD+TZkRAQQQQAABpwAB7CRiAAIIIIAAAv4FCGD/psyIAAIIIICAU4AAdhIxAAEEEEAAAf8CBLB/U2ZEAAEEEEDAKUAAO4kYgAACCCCAgH8BAti/KTMigAACCCDgFCCAnUQMQAABBBBAwL8AAezflBkRQAABBBBwChDATiIGIIAAAggg4F+AAPZvyowIIIAAAgg4BQhgJxEDEEAAAQQQ8C9AAPs3ZUYEEEAAAQScAgSwk4gBCCCAAAII+BcggP2bMiMCCCCAAAJOAQLYScQABBBAAAEE/AsQwP5NmREBBBBAAAGnAAHsJGIAAggggAAC/gUIYP+mzIgAAggggIBTgAB2EjEAAQQQQAAB/wIEsH9TZkQAAQQQQMApQAA7iRiAAAIIIICAfwEC2L8pMyKAAAIIIOAUIICdRAxAAAEEEEDAvwAB7N+UGRFAAAEEEHAKEMBOIgYggAACCCDgX4AA9m/KjAgggAACCDgFCGAnEQMQQAABBBDwL0AA+zdlRgQQQAABBJwCBLCTiAEIIIAAAgj4FyCA/ZsyIwIIIIAAAk4BAthJxAAEEEAAAQT8CxDA/k2ZEQEEEEAAAacAAewkYgACCCCAAAL+BQhg/6bMiAACCCCAgFOAAHYSMQABBBBAAAH/AgSwf1NmRAABBBBAwClAADuJGIAAAggggIB/AQLYvykzIoAAAggg4BQggJ1EDEAAAQQQQMC/AAHs35QZEUAAAQQQcAoQwE4iBiCAAAIIIOBfgAD2b8qMCCCAAAIIOAUIYCcRAxBAAAEEEPAvQAD7N2VGBBBAAAEEnAIEsJOIAQgggAACCPgXIID9mzIjAggggAACTgEC2EnEAAQQQAABBPwLEMD+TZkRAQQQQAABpwAB7CRiAAIIIIAAAv4FCGD/psyIAAIIIICAU4AAdhIxAAEEEEAAAf8CBLB/U2ZEAAEEEEDAKUAAO4kYgAACCCCAgH8BAti/KTMigAACCCDgFCCAnUQMQAABBBBAwL8AAezflBkRQAABBBBwChDATiIGIIAAAggg4F+AAPZvyowIIIAAAgg4BQhgJxEDEEAAAQQQ8C9AAPs3ZUYEEEAAAQScAgSwk4gBCCCAAAII+BcggP2bMiMCCCCAAAJOAQLYScQABBBAAAEE/AsQwP5NmREBBBBAAAGnAAHsJGIAAggggAAC/gUIYP+mzIgAAggggIBTgAB2EjEAAQQQQAAB/wIEsH9TZkQAAQQQQMApQAA7iRiAAAIIIICAfwEC2L8pMyKAAAIIIOAUIICdRAxAAAEEEEDAvwAB7N+UGRFAAAEEEHAKEMBOIgYggAACCCDgX4AA9m/KjAgggAACCDgFCGAnEQMQQAABBBDwL0AA+zdlRgQQQAABBJwC/xdE6m//UfqQdwAAAABJRU5ErkJggg==456Not a square and all 4 sides have the same angle56