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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3Xl8VOW9x/HvcyaRPZmAqCgkYNHW7drWXrtXJFSvepGg4ob7vhQXyAT3gApKJiwVl1atSxUXaCVArS0SpK21vdfaemtrryskuCPMJAgEkjnPfQV7W9uqTJIz88yZ+eT18i/O+f2e3/t5Xv02k5kzRvwggAACCCCAQNYFTNY70hABBBBAAAEERABzCBBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQIIIIAAAgQwZwABBBBAAAEHAgSwA3RaIoAAAgggQABzBhBAAAEEEHAgQAA7QKclAggggAACBDBnAAEEEEAAAQcCBLADdFoigAACCCBAAHMGEEAAAQQQcCBAADtApyUCCCCAAAIEMGcAAQQQQAABBwIEsAN0WiKAAAIIIEAAcwYQQAABBBBwIEAAO0CnJQKBCLx9zSj1bhsVSC2KBCMQiaxQyayngylGlXwXIIDzfYeZL28Fev/p+pdTfTrWtA/c/EwQQ5at3rpn2Wtt33p9TOl9QdRLt8ZOr5bv2fvl8m+1Hvl0Vvumu760rzNmL0lRReNHpX0PFxa0AAFc0NvP8GEVGLLg1op3D317zR7Ldh259vxLXgtijiOOOKKkV69eTZs3bx66fPnyTUHUTKfGyCNsSfs2NbVFNPTd5SZrfdNZW5euSV5RJnWske2oUNm8ZJfu5eKCFCCAC3LbGTrsAgOemnNF++APLmjb/7rhQc5SVVW1zFp7/5IlS34UZN0d1aqotD+x0n3NjSarfXe0ri7/eyK2XMa7W9FZC7t8LzcUnAABXHBbzsD5INDnxWn/k/KLFm3b/5obg5xn3LhxZxpjxjQ0NEwMsu6OalUcas+SUWXTSpPVvjtaV5f/fUP1+fLMfygaH9/le7mh4AQI4ILbcgYOu8DOD8wdsuHb697cpaF8/3cuuODFIOeZMGHCwPb29teSyeSQVatWtQVZ+9NqDT3cDox06DWT0pA1q0zW+gY+X+uUneV7rynVNkyD5rcGXp+CeSVAAOfVdjJMIQgMeHJerH231sltB1w3JBPzVlVVLfd9/9alS5cuzUT9T6pZUWmftFa3NK80y7LZN/BeidgqyX5XZfWLA69NwbwSIIDzajsZphAEev+59r/lRZ5o2+e62kzMO27cuPONMV9taGg4IxP1P6nm8DH2Qt/qy82NJqt9A5+xJTZJVt9UNH584LUpmFcCBHBebSfD5LvA0IVzBr71jfff3/WJIQe/ffak32Vi3vHjx+9irX0xmUzutmrVqo5M9Pi4miMq7a6+9GJTSrtqlcla38Dn21Szu9rtn9Vmh2q3+vC+qztwGAr+swABzJlAIEQC0Se+O7mtvPWqtv2u3TmTy66qqlplrb1pyZIlP89kn3+uXV5pf2mNZqxdYbLaN/AZk7FnZLwZKp31eOC1KZg3AgRw3mwlgxSCQK+/XLfK2shvt+1be0Um562qqppkrT1gyZIl52Wyz8cE8KWetO+aRnN+NvsG3isZq5bR51UaPyXw2hTMGwECOG+2kkHyXWDgg7UlLYemEgOX7zJq3ZmX/CqT8x599NG7e573hwMPPHDI9OnT/Uz2+mjt3Q+zw4pT+l1To4ZIJmt9A58vWT1CMs+qtO9QmenhfVd34DAU/KgAAcx5QCAkAtFlt1yyeWTihm371JZmY8lVVVXP+L5/9dKlS5/KRr//71Feaf/LSFc0NZqs9g18xkTsORldqWh8eeC1KZgXAgRwXmwjQxSCQK+/1P5M8l7cuk/t5GzMW1VVNcVaO2LJkiXfyUa/jwRwjZHKmxpNVvsGPmMydpWsPqOy+NmB16ZgXggQwHmxjQyR7wIjf3pLrzX7r9s08JndjnzvxIuz8htVVVVV52Muf93Q0DBUks2WcXml3dNIv2pq1FDJZK1v4POtq/msdtJTeiVZoS/d2R54fQqGXoAADv0WMkAhCJQtvuXCTfsk6rd9rrZfNuetqqr6ne/7ly5duvTX2exbMdo+b60ubn7KZLVv4DMmYi+oyE7SgPpVgdemYOgFCODQbyEDFIJAr79Mf0ye3tr62dqsviw7fvz4zndb77J48eKsvOz9/3tZMdpeI2lg00qT1b6Bn6VEzTTJ7qyyeFb3LfA5KJgRAQI4I6wURSBAgdpar+h0bS19dvcJ6084vyHAyjssdeyxx+7V0dGxYsmSJRU7vDjAC8or7b5GeqKp0WS1b4AjfFhqw9QD5Pk/UWl8uEz2XsYPfA4KZkSAAM4IK0URCE5g8I/nn508cP2t7SOn9QmuavqVqqqqXkilUmctW7bs2fTv6vmVFaPtX/yITl37pMnIE796vsI0KyRiL8vqTA2Mh/vl9DTH5bL0BQjg9K24EgEnAr1fmP6IX2w3bfvcNCfvph0/fvwM3/f7LFmyJKsvB1eMsTdaq6LmRpPRh45kfFM3xG6SpyJF47GM96JBqAQI4FBtF4stRIGi16/ffPCt72za5fW3Jjc0NDyQTYNx48adZoy52RgTW7x48YJs9q4YY79grR5tbjR7Z7Nv4L3W1XxJxXpY0bq9Aq9NwVALEMCh3j4Wn+8CfZffd3TbPmsWHD3p+c9LekjSq77vX7B06dKNmZz96KOPHuB53vckjfQ876THHnvs9Uz2+6TaFZX29ZRU9Uaj+aOL/oH1TFSvkWcnqHR2Vl/GD2z9FMqIAAGcEVaKIhCMQOTVGXfI6yhO7Vl7zkEHHVQ8dOjQGcaYKs/zJj722GMZ+R/zY4455t+ttZ2/7T7W3Nx87XPPPefsM6wVo23cGm1ubjQZ+erFYHYpjSqJ6tky2qpo/VVpXM0lBSJAABfIRjNmOAUir9+Q2On18nO3jDn9R/8/wbhx48YYY35gjLl18eLF9QE+JMOMHz++2lrb+ZGZsxoaGhpdqw0fY79ifd3dtNLs73otPeq/fvLXFIncrWh83x7V4ea8EiCA82o7GSafBPotv++wLfu93uDvPr2fzD8+EWrs2LE7e553vzGmqLi4+PRFixa905PZjznmmCG+799vrW33ff/0ZcuWvd+TesHda01FpdaalMasWWX+N7i6Diolqt+SzJEqiz/voDstc1CAAM7BTWFJCHQKFL06Y54t6tg5Nbz2k77SzlRVVV0iqVrSeQ0NDU90R27cuHFHGmPuklTX0NBwS4C/UXdnOf9yT8Voe4uM3mlqNDMDKeiqSLL6NlmtU1n9NFdLoG9uCRDAubUfrAaBvwlEXr1xXfHaoZe1HXrGp777+Oijj/6CMeYhY8zPiouLpy5atGhbOowTJkzYqb29vc5ae7i19uSlS5f+IZ37sn3N0EPtIRFPc5sazRez3TvQfusmH6riormK1nW+oY4fBEQAcwgQyEGB3j974JtbD3zpSftm1QB96Us7fBPUYYcd1q9fv37zrbWfN8acuHjx4pc/bazx48fvba19xBjz/KZNmyYtX758Uw4y/HVJ1quo1NuK6CtNy83q3F3nDlZmJ0TUMvwdpfxDNGj2i6Gdg4UHJkAAB0ZJIQSCEyh69aY6W7Rtz9Tw2uO6UnXcuHEnGGPmSrqqoaHhvo+7t6qq6gxJM621ly9ZsuTRrtR3dW15pf2esXq1aaXpfNNZeH+S1XdL3muK1t0U3iFYeVACBHBQktRBIECByKsz3ip+c/A1bYecd09Xy44dO3aE53mdL0k3bd269bwnnniitbPGEUccUdKrV687rbUVvu+fvGzZstD8NjlstD3MM5re1Gi+2lWPnLp+/ZTDFfFuVDT+7zm1LhbjRIAAdsJOUwQ+WaDPsvsPbjv45aftaweW6mvHb+mO1ahRo4pKS0tvMMYcZ63d/iYuY8wCY8yjiUSidtWqVR3dqevsnlG2qCKid1NW//bGSvOms3X0tLGt3UnJTe/KmC8pGn+tp+W4P9wCBHC494/V56FA0cszb7DFqS+mRlx7VE/Hq6qqGmWtvb+zjud5py1evPgXPa3p6v7ySnuvpD80N5rOd2qH9ydR/UNJz6usfk54h2DlQQgQwEEoUgOBAAUir8xsKlo3aObWr53//SDKVlVVfaazTkNDQ6h/4yofbcfKqLq50RwShIuzGhuqxyriXaHSuq87WwONc0KAAM6JbWARCHwo0P8nj+y/6UsvPF/2+30GbjjylO1/u+XnQ4F997U7bRqidz3pc6sbzbuhdbGX91Gy6G35qQM0aM7a0M7BwnssQAD3mJACCAQnUPRi3TV2p/bRqZFXjw6uav5UqhhtFxhPT69ZYe4I9VTJ2COSfqFoPNxzhHoT3C+eAHa/B6wAgb8JRF6Z+UrRhtLvbv3yxbfC8q8C5ZW282NZ5zc3mm+H2mf9lOMU8b6jaHxUqOdg8T0SIIB7xMfNCAQnULJk4ciNB//xpf6/23fXjWNPzpFnMQc3XxCVdj3M9uud0tupIg1/4+dmQxA1ndSwtf3VsvkNRezeGlD/npM10NS5AAHsfAtYAAIfChQ9P3uq+m2r6tjrynB/1jXDG1ox2v5YVo83PWW6/BnpDC+ta+WTscfkmWUqqet8dzc/BShAABfgpjNybgoUvTzzz5GNfe/eetBlnU+y4ucTBCoq7URZndy00vT4Y1pOkTdUnyzPnKFo/DCn66C5MwEC2Bk9jRH4u0CfhoZhbV9+tqnPM1/cY/Oxx76NzScLjDzClmzbpjeLjIa+vsK0hNbKTi1VMtUsLzVCpXPD+3J6aDfA/cIJYPd7wAoQUK/fzZuSKtl8SsfeV30Bjh0LVFTan0h6uKnRfOo3Re24kuMrkrHH5duHNbD+Qccrob0DAQLYATotEfhngaJXZj6ntl4PdxwwJdxfNpClra041J4lT//Z1GiOyVLLzLRJxM6Qp2NVGh+bmQZUzWUBAjiXd4e1FYRAv4ULd9v8rT++2es3+32mbfxJawpi6B4OOfRwO9DrUPPWiHZ9d7nJ4a9S3MGgrVcOkt/+ukr7DZOZzoNXenguwnY7ARy2HWO9eSfQ67e3XpYauPG8jr2v3DfvhsvgQBWV9klrdWfzSrMog20yXzoZe1Ly7lJ01sLMN6NDLgkQwLm0G6ylIAWKXrnp10p5P+343NQZBQnQzaGHj7EX+laHNDeaE7tZIjduS8YulOwYReuPzY0FsYpsCRDA2ZKmDwIfIzDg/scGfXD4c+/1f3a//TaOPfl/QUpfYESl3dWXXjYp7bpmlWlL/84cu3LTVUPU3v6/arO7a7f68L6cnmOsYVgOARyGXWKNeSvQ6+k7vtOxS/Ly1N5Xbv/GIn66JlBeaX9pjWavXWGWdO3OHLs6Wf0LWc1TWf3iHFsZy8mgAAGcQVxKI7AjgcirNzYaq6c79rqmdkfX8u//KlBeaS+V9MXmRnN6qH0Ssctl7MGK1p8U6jlYfJcECOAucXExAgEK2Em9vHeimwfPOKvu3VtHXBlg5YIpVTHaXmONpjY3mgGhHnrLlApt9Z5XadtuMvO3hnoWFp+2AAGcNhUXIhCwwIbqo8yWvnXDTptebKQ/mpTOWbPKJAPukpflho+yUevpB9boACtNXNtong39oMnYb+TbGzWw/vHQz8IAaQkQwGkxcRECGRBIVN8n4/1lcNWs2/pEdJuRDrFGpzSvME9noFvelCwfY79hrB600i+2pHTxulXmg7wYLlkzVdbfR2X1Z+TFPAyxQwECeIdEXIBABgRsbZFaNr+j9tTXNHjOy50dKsbYk2V1m6Q5Td/QDE03fgY6h7dkrfUqntbVkibL6OKmFeah8A7zMStfN3lvFUeeUWnf3WSmd+TVbAzzsQIEMAcDARcCyeoxsqpTWf0XP9p+2Gj7GWP0kKzaUr4mvrnKvOFiebnWc49RdmjE0wIZ9ZZ0UnOjeT3X1hjIehLVv5dRjaL1KwKpR5GcFiCAc3p7WFzeCiRjd8jqbZXFr/+XGQ+yxeVRdT6U4yxrdHboP2LTw00cNsaOM1Y/kPSD5qSu0XOmvYclc/f2ROw6GQ1RNH5h7i6SlQUlQAAHJUkdBLoi0FLzllL+YRpY/6dPuq280n7bSPfLqsH4mhzqh010xeav1w4fZXtbT3NkVGV9ndr8lGnsRplw3bKhen9FvOUqrds9XAtntd0RIIC7o8Y9CPREYOOUb6nDu11l8f13VGa3I+zgXlt1nzUaJl8nNT9l/ryje/Lh34eOsQd4vh4yUnO7r9PfWmXez4e50pohEfuTivyLNGD2L9O6notCK0AAh3brWHhoBVpic2TtZkXrr0lvBmvKK3WJkaZbbf/M6/fTuy+cVw0bbS/wjGZZ6brmRt0iGRvOSbq56mT1jTKmr0rjk7tZgdtCIkAAh2SjWGYeCSRjTZLGKxr/fVemqhhjvyCrh2X1Z7tN5zQ/bRJduT/Xry3/hi1TL91rpM/J6KSmFeYPub7mjKwvGet8Y95iReMVGalP0ZwRIIBzZitYSEEIrJ/8FUUiP1Q0vnd35t31MNuvd4fmW6Mx1uqUtStNXrxMOWy0/ZYxetBYrWgr0qRQf8dvdzb2n+9Jxl5WKnWaBs35bRDlqJGbAgRwbu4Lq8pXgWT1zZI8RetrejLi8Ep7grW6wxjNXzNQ12uRSfWknrN7J9hIxQbVyuo7xujCNY3mUWdryaXGyeo6Sb6i9Vfk0rJYS7ACBHCwnlRD4NMFktWvKOWfGsRvNhWH2RFK6SErdbQbTXx7hWkOE/+eY2x5ymqBpIgimti03KwO0/ozutbtr5R4Dyhav1dG+1DcqQAB7JSf5gUlkJj8BZnIYpXGR8gomDcWjbJF5Z5uMEbnyde5TU+Zx8JgWnGoPUae7pT0/aaUarXK8OSnj26clVFLbLVsarzK5hTm38LDcJB7uEYCuIeA3I5A2gKJ6s6HbpSprH5S2vekeWH5obbSePqhlZb5m3X5G78xW9K8NauX7X6Q7btTVHOtdJQxOmXNCrMqqwsIU7NE9XxJCZXVXxemZbPW9AUI4PStuBKBngm01PxJfuoilWXm8527j7I7F0d0n6QRKaMT31hhXujZgoO9e8Sh9kDf2/7Z3tfapTPfbDTrg+2QZ9USU74lL3K7Sut2+HnxPJu8YMYhgAtmqxnUqcD6KfuqKLJCJX3KM/2g/fLRdpIxukHSVU2N5nanc/+1eUWlvVjSDFld07TS3JoLa8r5NXR+YUfrlmZ1pMZo0OwXc369LLDLAgRwl8m4AYFuCCSrO7/FZ4Si9ed04+4u37L9t02jR6zRSynpbFe/be5RaQcVS/daaaTn66TVT5n/6fIwhXxDsvpuSasVre98Njg/eSZAAOfZhjJOjgoka34v+Vn9lpvOv7cWRzufJKXDjdGp2f576/AxdpS1elDSE+1JXfrWc2Zzju5O7i6r81uz5NUpWvcP35qVuwtmZV0RIIC7osW1CHRHIBn7jIx+q5K2oTLzt3anRE/uKa+0xxnp+zK6o6lD0zL+juNRtqgioumyutAandfcaH7Uk/UX9L12Ui+19n5DVl9RNP5aQVvk4fAEcB5uKiPlmECyJiZr/01l8VNdrWzEaFvhd37PcOdTQKxOXr3SdD4OM/Cf4aPscBvZ/tle37M6JVN9Al94LhdMxB6QMX9UtC6ey8tkbV0XIIC7bsYdCHRNIBn7rXxdr4Hxn3btxoCv7vzNtEjTtv9mKp0f9G+mf/tNW7qtaaCmh/bpXAGz97jchtiR8nSdovGv9LgWBXJKgADOqe1gMXknsL5mqDz/BUX77yEzLSf+Bhr032a3P586pVusdJi1mpgvz6fOmbNop/VV8oM35XsHaFDdGzmzLhbSYwECuMeEFEDgUwQS1ZfI6OuK1p+QS05BvTt5+zc0SQ9Zq5e0VWfm2zc05cyeJasfldWvVVbf+aY6fvJEgADOk41kjBwVSFb/Qtabq7K6hlxcYUWlvUjSzK5/Pnf7dxRPMtINvtUVa1eaO3JxvrxZU6KmSsa/XNH6Q/JmJgYRAcwhQCBTAm9PGqzevV9RhxmmwXUbM9Wmp3WHjrEHRKweSfcJVdufuOXpfhlVpIxOyrUnbvXUIyfvX1czQEV2rdra9tKQ+etyco0sqssCBHCXybgBgTQFkrHzJB2haHx8mnc4u2zoV20fr6/mGek/ra/Tmp8yjR+3mLA8c9oZZCYbJ2OLOz9TrWi880ss+MkDAQI4DzaREXJUIBlbLnl3KzprYY6u8F+W9ddvKbrLWt3Z7Ovav31m+MNvXbpRRucYX+eF5VuXwuKe1jqTU4+X/HMUjR+W1vVclPMCBHDObxELDKVA8ooyKbVatn24yuYlwzTDkDG2vNhqgZGKFNHJNiVjpAVW2tbRrlPe+qVZG6Z58maticuiMsVrpMgIRW9O5M1cBTwIAVzAm8/oGRRorTldvj1e0fhRGeySudITbKRig2olbf/qRCvNbf6GbtR042euKZV3KJCMPS7PLFRJ3f1H16p8AAAPf0lEQVQ7vJYLcl6AAM75LWKBoRRIxJbJs4+qtL7zWcih/SmvtGPky37S34RDO1hYF95SfYp8c4LK4mPDOgLr/rsAAcxpQCBogfWTSuT1WquirSM1gHesBs1b0PU2Thqsjl6vyt86TIPmtxa0RR4MTwDnwSYyQo4JtMROktVZisa/nWMrYzn5IJCMPSmje1QafzgfxinkGQjgQt59Zs+MQDL2I8n7uaKz7spMA6oWtEBy6rmSf7ii8eMK2iEPhieA82ATGSGHBN6a1ld9P3hbHal9tfPcN3NoZSwlXwTev3wPFUVe1Ob+Q7R7bjxfPF9osz0HAZxtcfrlt0Ci5hgZ/1IeGZjf2+x8ug8fcfpdldU95nwtLKDbAgRwt+m4EYGPEUjGFsjqv1UW/y4+CGRMIBG7VEYHKxqfmLEeFM64AAGccWIaFIzAK5N6aXDvdyX7BUXrVxfM3AyafYFk9QjJ/EHr2nbVXvO3Zn8BdAxCgAAOQpEaCHQKtFQfJWuuUTT+VUAQyLhAMvYbGXujSusfz3gvGmREgADOCCtFC1IgWX2P5L2kaN2sgpyfobMrkKyZKvmfVbT+rOw2pltQAgRwUJLUKWwBOyGiluHvyTNfU0ndS4WNwfRZEWit+ax8+4xK1+wisyiVlZ40CVSAAA6Uk2IFK5CsHiOZWYrGDypYAwbPvkAy9pxkpypavyL7zenYUwECuKeC3I9Ap0AydoeMfUul9TcAgkDWBFqqr5U1uysavzBrPWkUmAABHBglhQpaIBl7V743RgNnvVDQDgyfXYENUw+Q569QNL5rdhvTLQgBAjgIRWoUtkBr7Jvydbui8QMKG4LpnQgkYy/I00Uqif/KSX+adluAAO42HTci8FeBRGyepI0qi1+LCQJZF0jEOv/sMUBl8cuy3puGPRIggHvEx80ISErE1sr4VYrOfg4PBLIukJxykKzXoLL4sKz3pmGPBAjgHvFxc8ELJGsqJft9ReMjC94CAHcCydirkjlf0bpGd4ugc1cFCOCuinE9Ah8V+PDjRw/KmrjK6maDg0DWBRI1U2RsTLKn8HGkrOv3qCEB3CM+bkZA0vrJw+R5D8kzGxQpPk/9Z76LCwIZF/jgql2Var9TMgPV0XGyBs1Zm/GeNAhUgAAOlJNiBStgZZSMXSvZc2T8MxWdw0uBBXsYsjB4cnKlbOReebpbJfEbZGSz0JUWAQsQwAGDUq7ABVqrvyrfLJAxD+m9LTfwTTUFfh6CHr/zG7d26XOtrJ2oVGqiBs15JugW1MueAAGcPWs6FYpA65WD5LffKmNGyI+cqLKb1xTK6MyZQYHEFcPlpR6RtEam6GKV3LQ+g90onQUBAjgLyLQoUIFkrPPxgFNlzbUqq3ugQBUYOwiBRM2pkr1Rnpml0rrbgyhJDfcCBLD7PWAF+SzQEttLvh6T0TOy7VNVNi+Zz+MyW8ACicuiMsWzZPV1daSO0eA5LwfcgXIOBQhgh/i0LhABW9tbrVtmyNqxsjpeZfHnC2RyxuyJQCL2eRktlDGPq7X9Kg2bu6Un5bg39wQI4NzbE1aUrwKtsf+Ur1vk6XaVxOvzdUzmCkCgNVYtXxfLM5eqpG5pABUpkYMCBHAObgpLymOBTTW7a5t9ULKbVWzOUf/4O3k8LaN1VeCD2G5qt3dLpr967TRRfWe82dUSXB8eAQI4PHvFSvNJIBm7QtZeIOOdq2jdk/k0GrN0UyBZ823J3rX9v2j9jG5W4bYQCRDAIdoslppnAsmaL0n20e3/Jd6/XiPua8uzCRknHYHVZ/RW2c7XSeZEGXOiSuv+O53buCb8AgRw+PeQCcIs0PkuV69onqzZV7InKFq/OszjsPYuCiSrR0jmUVm9JBO5RNGbE12swOUhFiCAQ7x5LD2PBJLVZ0vmalldr7L4fXk0GaN8kkAidoaMqZXsTYrG7wSq8AQI4MLbcybOVYHkFXtKqUWy9g9SRzWfGc7Vjerhujpf9VBRvYw5SKZjgkrnvtrDitweUgECOKQbx7LzVKDzWb+De02XzHGSjlc0/vs8nbQwx0rGvihpoawaFG27Wmb+1sKEYOpOAQKYc4BALgp8+I7YOyTdqWi8LheXyJq6KJCM1Ui6QEYXqTT+sy7ezeV5KEAA5+GmMlKeCLwX20076V7JWhV3nK1+897Ok8kKa4xNlw1Re9EPJFOkdnOGBte9VVgATPtJAgQwZwOBXBdI1EyRsRfzm1Oub9THrK8l9h+yukMy31O0blYIJ2DJGRQggDOIS2kEAhPY/lxgu0jSj1Xab5rMdD4zHBhuBgp1Pv+7ZdM0yUyQ/OMVnf1cBrpQMuQCBHDIN5DlF5DA+kklivSOSzpIihyv6M2vF9D04Rn1w3ezL5T0P7LtU3g3e3i2LtsrJYCzLU4/BHoqsKH6FHlmmjzNVEn8np6W4/4ABVpjZ8nXNXyeO0DTPC5FAOfx5jJaHgtsmVKhrV7nYyxflIqm8AQlx3udvKJM6pgtmQOkyAm8OuF4P0LSngAOyUaxTAT+RcCeV6zW6LWydqJkTlC07ncoORD4+zO9F+mNpuu0/6JtDlZByxAKEMAh3DSWjMA/CGyMHSJfd8nqHkXjN6OTRYHOb7WSzpXsuYrWr8xiZ1rlgQABnAebyAgI6J3qXdTL3CmjPio2Z6ofnzXN6Kno/F7ndnuvjLYponP5XueMaudtcQI4b7eWwQpSIBG7VEaTZHSJSuM/LUiDTA/dEjtSVvMl3aFovD7T7aifvwIEcP7uLZMVqsDGqfsp5f9Yvl2qslStzNwthUoR6Nz28j5KRKbLM1Uqssepf/0fA61PsYITIIALbssZuCAEbG1/JTfPlLHfkEkdzzfu9HDXWy4fKRtZKJn/UqptqgbNb+1hRW5HgC9j4AwgkNcCyerjJXOjZOOK1t+V17Nmarhk9bmSmSpjr1Np/UOZakPdwhPgN+DC23MmLjSB9ZOHyYs8LOk1eR2Xq3TuhkIj6Na8LZcPlF80V0Z7y0ZOUtnNa7pVh5sQ+AQBApijgUAhCNgJEbUOv1pWp8n4J6l09rOFMHa3Z2yZ8u+y3sMyelglfafLTO/odi1uRIAA5gwggIA2xL4uz94j39yvsrqbZIxF5SMC1holaq6Up7Nk/bNUNvuX+CCQKQF+A86ULHURyFWB1ik7yze3SWagOjrO0M5z38zVpWZ1Xe9fvoeKiu6T1KKIvUgD6t/Lan+aFZwAAVxwW87ACPxVoCV2sawulW+naGD9soJ22VA9Vp43R9a/TWX18wraguGzJkAAZ42aRgjkoEBrzWfl2x9J+plK+9XKTNucg6vM3JLstL5q2TRd0lGK+MdpwOwXM9eMygj8owABzIlAoNAF3qnupz7e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of sides5sidelength50angle36031,67,255,100number of sides5sidelength100angle3600,240,117,1572100