Planimetrics
Planimetric elements in geography are those features that are independent of elevation, such as roads, building footprints, and rivers and lakes. These features are represented on two-dimensional maps as they are seen from the air. These features are often digitized from orthophotography into data layers that can be used in analysis and cartographic outputs (Wikipedia).
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wPcVh/s3eONIb4JlL65VLmY3Gcrh9hJKnOOeM15t8M/iJ4OsPCsYvPEzXWoLNc+XZ30mTEokcrtHZSMU6lDFU516inf2clHlSm9uZPaWl+X8d+6nLAVKajLCU+/wAMf8ul/wADttF+MUWtTWEa21xG011LasfKyMp/Ef7ufSqOi/Eq91rxVdWkF262tvetbGFrZexxgsTmvna5+I2o30135Oq2kEP2+aYor7CGbHIOORim6X8YNH0PWtUt7pHn87UmuUuYJRwrAcjj1FelWwWMpe2VOm3K2itUdru999bJ2XoRGrgpct8PTS0v7ke22x9XSfECFtL1yRLxnutLvVtZYYow0i52jO3uCT1ptl4wGtaRqd3FO2oLZbc2/kjerEZAxjqR+hrx74S/tBeG9DtfFWs+J5BNfalfCSFIEAkwERecD7oxx9DVr4Q/tAeFtW1rxnqHiKJrH7ZeQTWogBPCwJEwJx/0zX8zXFLLs0jSqxhGXuqEr8s3/wA++aK1u9XLVbdUaVKuXTqKawtO2unLHzs9vQ6ix+MUumTJZX9/dXd43PkLDF5i88AooB6c16Vc+JJbVY5ysr28+1Y8AZQkHJPFfJnjDxlpHjj4heKHj+z6J9otIUs750YEFM5OQM5Of0Fd58N/i14W8J2t7peu688tvFFCkE7OZN5BO4Djjk9+wozTB5jKrTVCMo+6nL3JfaSeln0elt9yMNiMHTUo1KEG3t7senyOrf4wXmpaxPpdqdWhkVFYXC2iMMscDgrx+Nb/AIs+I1z4bsbOPzr24mT93PNDGmWbap3MMEDr2rx1f2o49D8f6sg0a213QdqRJdQ7lZ8Hg8fWvS9J+IHgfXPE0VwbO+EetWwD2aRE7JFAPU8HgGubGrMcJWoqrTUdnZa3ul8XvXWjvZozp1sN7KSdKPN35Vp6aFbU/iRPbeG4lGo3SatK6vFHGYluTucqIgu3Hoema77w742tLhtJh1C9No0lt57STuoaU7ymzGBz34FeP+Pvi74b8D65b3EOgi7sre9KH7QqpKFMTqwU88hlXk+teVeIP2gLaPxZoGqxWUV9Y6dqD3kdsYwgEZBUIeMkgYbJPWurD4DHZlFQpc1m5PmUbq9n7q7K/RvR7bHbHH0KUk5UobJbL79tz6/j1YzT3V5az3WoW9vLgRrEQrAjtwDx+lc+vja91Hw3qd1YpcTqpkUzxypmEhSeDjA5wOQeteV/ED9rDTtX8M7vDFm32iaAieGRSI4yy4IZu5yeOnSqfwr+NX/CLeHdI8P32lLL8uZZIlcocsWyzZ5PIB4rnr5djsLh5YivU5W5JJSjZ2SbdvnZN21v1IlmVGUklTgkr30W/wAz0fw58SJn+Hv267numkilZXklcNOWD4K/KoGPwrsZPE0upaPqTxxNE8FpK8JR/mk2qDuGehya8k0Hxl4J0fwbqGo6/cRjVJ764kg01VZyAzfL0NMj+M9rZzwy2j2UulrFKslqqM+6PEe4ZxkHG6vKzGniuaX1Wsviv8OlnbS9nexvh8zo00pVaaaslolv326npHhbxhNqmgy3I8xpor22gaOWXLLvlCNnj68d6uSeNs/EQ6dFFP8AYltvOFwwJiOYw4GPXp+deV3Xxc8OXmialLoMdrokWn3Njc3iW2fOlcXSEbcj5gEDfnWUnxs0/RfD9r9p1O3u9XN26tLJZSxrJAPukY/iOP1rllHHVMRX/eJJ6RtC9rxj5LVb/M6Y5lSjTpwcVdb6LXV6fc19x7D448ZPpkNhFHDesLiVkZ7bcGXBxngd8/pVTxR451XR9Yjt00q4urNkX9/GxA3EnIIP0rkvCP7Rej6xcSz6zHb21gyF4WljdZIznhWJ4P4dqzZP2oItP1nGpWunyW2FEjxKzKh5KgHOT8vetKE8woxpc0lKSvzLkjfXX/yXY562aUptxikua3RO1vl1Oh+JXj5dH1Dw46aZby29xeraStJneyuFG5Dnggt+ldxp0ItbW3jKYEMZVPbDEfyH6V4j8R/Hnhz4jTeELbSryJ78anHMY1H3VDqT07cV9Aywpb207qQx2sdvcfMf8a+yw8ubKafttZqUk3azteDje3m2cuIlLE4mjVptRalNLRbexqNr58vyPK/2iYw/hO8OAcBiD+L18b+GdRbTfEEEnVDIFceqngj8q+1fj5brJ4Lv/wC9hz+h/wAa+HrNcX4JG7BzivQp1HSp06q+zOf4NP8AU+Uw8FWoQg/tUaP400v0Poz4R6sdD+K0CSS5gvHkt3JG0fOCF/XFfQnh+1Phq81OfWtQ+2SXU6rbRwyDdEvPUHtn09K+R/El41i+m6hbp5chMc6tk54FfS1xDomuW/h7xjcXt3GbiKIG2txuWSQHpjtzkV8NxBhlTjVjDanN6cqndXta3yR7eTVudU295wS+Ll1heS181Ob/AO3D1SPSdBykk2qrI45YkMWNfP3x01uGHxheJpmnSLpEMEay3sULbS44xkj3r26w1i1VJJ9S0q8V2Yny7WNgF9Bgnr61g/FrXY1+G2qx6No19KXXDlo/u5Bwcn0xXPhZ06lOnL3U3ZW5HF7pf10NsVTvzRf53/E8CsNYPhWzudeMe/7Cm5Nw5JPIH0OP0rxfxF8X/E+vajNctqc1ursWEULbUXJ7CvXtdhkvPhj4hWcGO4WGKYx9x1z/ADFfNLda+6wU5YbBwnRfK5N3a30tZX7dbeZ8/Rpwqzkqiulaye3rY9K8E/GTWNG1WI385v7V/kcTfMQD3Br6DjuLfVooJoj+5mUMMV8ZqeR619P/AA9uJY/B+lGcnJHfr7VjmK+tYSVarrODWvVp9H37r5jqU40KkYwVlK+np1X6/I6G+tUiO0LgetbPhWFLdorm/wBO+26VvMcgdcr05x7jrVC4/eKcjIz1ot7y58n7KJmSDdv29s9M49a+KhKzFTlyyOO+ONjp954V1KW0iYW8M4a38wfMqk/4V8yV9O/F4tH4G1AhcgsgPtz/APrr5j2lmwByelfb025YSg3/ACv/ANLkdGF+Kr/i/wDbULkLjJxS11trZwafHBayQwrKsYaWadAx3HnAz6Cr+nWN9c6hFDFb21wXcKi/ZlG4k8V31KWFw7cK9a0lvaN7eV7rYlYqpP3qdO6e13a/4M4IsFYKeDSn5SAeM17cnwv8e6trH2FvDUOlJ0+0iFSv45rQm/Z98b29hqF5cXumRw2cLzNtQbhtGR/D1rh+tZUt8Q/lG/8A7cdajjWr+xX3v/5E8GRZtuUD4/2Qat2/h/UL4YS3dFPHmSDaB+Jr2PR/hf8AES+8NWV/pcNjfWt2rD5mRZOGIOMjg9fyq/dfAP4kahZp50drJHcNvNvJONy/Lgc46jocUnj8rh/y8lLy0j+svyBUcdNXjTS+9/ojz3w/4K0iyktFnH2i5mkVBIx3A8gEqOmM+ua+hfEUc/hTwdeiCNTbwlYbe5YkYbpuOOvevOPC/g2fwx4wttD1IwzS6WZN0SNkEgb1GfXJ/SvUNd0l/EHwz0eXexSRmlbac9C3UVtHP61KhOcUnCT0ilZJRattZt69W79TzKmXwdONSreU+Zq++0JPZ3W6T20tpY8Y1jxJqXh7TzfqFeVsYZcFT6HOM15l4g8Wap4ouPO1G6ec9lPCj6CvZpk03VNBuLJo5Zgx8tGZgG3HuPYV4lqeg31pqUtnDbSTujY3Khwa2oVJ4zD+1w1PkTdpRjFLXpflSun0vtqjlwNOFGT9uveWzfb57eZnqpZgAMk17L8H/CJ8PsPE16Ea7hdUsrN+pkbo59h1rE8B/D0tIL2+AZoz8sQ5UN7n19q9l0rT0vIRuljt4oztyRlif9kVy4jErLdFrVfT+Xzf97sum71sd06n1iXJFe5+fkvLu+uxBfwm4S91HVLx5BHG9xPIzdTiuc+HHjW6vLG1hMpm6kljzjPHNZvx/wBc/s/RbXSLGWRPtEn73P3pcevt7VF4J1Xwx4H0Owub+7+2Xfl82cIy+739K+bVPmo3fvOTOlx013P1u/Zoz/wpnw+W6mNjx/vGtTQf+Sja79Iv/Zq5v9knxFH4q+A3hvUordrWOZH2xMeQAxFdJoP/ACUbXfpF/wCzV9DRi40op72R3R2R3tFFFbFHD/ED/kKaB/1/J/6C1T/GCJpvhX4rjRmV202cBlOCPkPSoPiB/wAhTw//ANfyfyarnxWjeT4Z+JkjIDtp8wXPTO00nJxTa6Clsz8Pm+E7JqCTXepc7PMCZIkb3yT1zWffeFr/AE/VIpdOuJLa5VNjyRykMwPfJPpXX+JtDlXxFG8cZeWNN7lnOzd3x7e1Vn1h7SV7FEWUlQXK4bnHQHrmvKp5pjq0L1KzkmtU3pb07HlUlzRU3qzl7jw6dajhXU5r+4+z/KCrgt14zmtdvDOkR24gt7PyoGRVa6eUtJvHXHp2qy0zQWzyRrIzMMqy5PzentRp+uQ3UKRXFqYJW4G75QzcDv71UMZiqUOSjUlGK6KTS+5Mbhzamenw20S4jaWYXJ2DO7zuW+vpUTeD9N+xymKQrCh6XLBpMY/gPat1naC4cIrof4yGOG9sdMcVFfWrPasY9jo3RUUkZ9frV/2nmGn+0z/8Cf8AmNRtszMh8I+HbO3ivtSle6MhASF5CXP+8R6UjaDE10vmT3UGnSAbnjkdy6r95MHp7UkdiPLSDfukyRukUAAnvUdnYyaXeN/pc2oWsi7f3ZOUYdQMdutZVq2JxFva15Stfdt/d0/zFyNPSRv6A3g3SrKRRY6hNIshk8yQAMi9Bn61hzXVj441C5dgLOC32rbi3BRguOevGM1buNQhmu5JBdqXiRQYY+GK9ACPUcmhdS01Y2tNLePUGjXCGRCJgST0x1Ax+tc8YWfNdt+uxpy9Xe5kabeJY3gs1uLy3AVkjlku2UYHGMLgAVS17w3Z3bJJpNkQinaXZi3mH1qXW9W1q9R4ZLW2WBmCyXBjAJJGM89PTitfTbPULeCO2094YWlTO3GQAOp/Gu+lVnh5qtF69ru3zG421v8Aiafwz8HantNrHfWcbSRmUW91Du2e4Oc5rf1L4W3CrJqWoarpkSomwSNa7Qnv15NYsmrXWh3lnqNvLHCJGEc6EcsehAPpXpq6bDqPg02V9eG63J5rSzHBC5yM1jUzbFJqfu6/3V8zOHNJXZw0nwrtYtD03Wo/Fkd5HcXy6fJHawhX+6W2gnI6YP0rU1L4OpJCv2HXL6KXJJXCKDznHA96r6RElj8P7aNLZmji8XIfJyAebTjFeg2+sadNrD6cbpEvgu8xE8gCvezjF4nBqh7GS96Ck/dj1foGEqOq5qX2ZW/BP9TybxT8M9T8O6VLqketXM7QqMRzsrAjvnI7VY8V/BF5/DZ1GS+uJbiK2jui77Y1KlcsAuMnGetdh8Xo55vDE9nYzql1s8wqzc7ARkiux8A2F38R/h3pKPK0F4lslq8pZclCvy9epxnj2FcVPOMRTwca86kY+/Ztxjta/bbc7VTjUqcsVqzyb4efs96vrXh1dS0+9kkdoUlMEcu05ZsDj9a27z9nPxzHfaa39q3U0MnmG4KTsv2cAAqDz1PPT0r6N8H+FJfAuh2NvZMFijWOGZZRuZgrDBB+ldhLdH+3l0iONXEsTXL3OcBMYwufcE/lXh1uKqscXOSnpJ6JwWzvr8P2bprz7noU8uqTipQjf0d9e3+Z8e6f8JJG1CbS7rXrqW6jB2qZGPOQQz5HCnn3OKk+I/wrttK0xftVsL26VEi8u1thHKC2/YxbnshJ/DPWve/EjR/Du6nvrbR01rUb+WSSERnGJScje3oFKAemPevIPEUmvaleSz6k0KaguI5rCC5BNszlnyAOpznknpmvBoZvVxyp4qc3Jc1tlFaOz2Sevyt6nl47L3gJ8sr82nyOL8PfBu0GjR2crTyXEoEkqxTH5mAJ27R0A4rvvDv7MttcacEeS/hUnLtNcFFGcHgd67T4V+CIPBWk3viDUR5jOS0CyMWc8YGSe/auf8TeMdX8Wa5FLBq3k2VuqtNYJkJnd0J79q+mqZpjZe9KvJLdRTt/wy6I5/Yxb126t3evomrvvqraLXVJW/ZX8GaWzS3WrzKEVZJFknYL/vHBrSsv2Z/BN55c1vcvMjK239+xBGcZHPTtXR6rodz438KahqIMNktxaSwSSCQsw2OMYB4xxUXwu8a+HvDngvT9Fmb+09WiZ4ntrSFpGwXbB3AY9DivnJ8SZo6LqR5uZOzTnJWVnd3vrqreZ9AsuwUaiTqys1e9o6/Jr/hjmYP2T/Ca30d6ly3kuMeWrnY+MnOc81lax+zb4LutXikfxFDawqzKts0vBZThvvHqOle2R+O/Dtna2sNjol6YbaJw1obUqVUAkED0PTjvXgfj250DxFrtrAjTW9xaIZ7uO4iCiFpSGIU9SCVJz710YLiPNMRXcaraSvqpybteWvlst+5niMHhacFOE5OXpFdvIua3+y7aWtu8mmrFf2yRb4wzF2J2+hODnj864rUPhv4X03S4ru60K4kubhvL+zHK+WwB6jNeqa54gv8A4c+INSnkupLy18uK2ttOgA2ELDy7EjJ+YdvWp/A/jy1+INnaWviTS5re5+U/akhbyxJnAw/+NdeHzbGYmm5qtUg1bebs7ra++j36eZwYnL4UXy0pcz8t16rW6fk1LtBniV94b8MaXpNndaTp4stThMN2XkLbwpkXOOeOlfWlmqz2c0gLGSSJl3N1xuJx9Oa8D+NfhO38J313ONiGe23IxTO5UYYwT0OT2r3/AE2Fl0+A7tplh3ZHuq/419TTr4jEZO3iJOTVR/E7vaDtdmmX3VSin/z8/CVCsjlPjJbi58H3i7csVwPYFVNfBo/c35wwXac8196/Fhm/4ROYj5gygkjv8i18DX3/AB+Of9rND/3a3/Typ+VM8jBfw6H/AF5o/gmj2q+RNY8JaTeYw8UYD84QLnH869Y+DmoaZqHge5t9SWS8/sm5EsUasVyD86/ky14V4L1r+0vCd3p0j4W2KyZxklMgkfpXqHwJuo08TajYyRfaIri2LJHnG4oQc/ka8rH0uepeTf72Pz1vF6+clddr+QYGX1eU4p/w5KS9E03/AOSOcT6Pi+I+pXWmwX0Pg99QW6AkUSTpGduPvdKwfiBqHiPx54JudNtfDS6QBIJ5dt6jHy0BLdB3FdP4I1bVrzShfPpkKW0LNawWKvkhVbAPNdJqKX2tabe6dBp62JvIXgebZwN6Fc/hmvlMBVqPC8q5049NJbO+6e1z6nF0/wB402nfsrfg0fFl1NIPB3i8XUDW7i32xR7gx2AryxHU185yqFbivoWCz+y2fiu0VhcB1eDaWLEBQoH4YUV893A2zOvocV97Tt9Sp8uylNfhB/qfN0NK9SPlH9TU8KaWura9aWz/AHHcZr6ms9PjsbeBVUBYlAVew96+XPBszw+JLAxjLGVQPzr6naZgsIJVg0eW9q48yclgYKL0cnfzslb7rv7zGv8A7y79I6fe7/kvuL1uwkjYN1psFizyHbJ5YByTTbR1XkjjrmoHvpWkYqNo7cV8fHcmNk1cqfEDSBqXgzVY2PWPd/wIZxXy34f097zXLeMDKI++Tj+FeT/Kvp7x9rUOgeA75riTMtymxF7nP/16+e/Dv2jTLcPDa/aL/UpBBAjLnClgCce5IFfouWRUcLSnWWkOaX/bqtZfOV18yZSlzVFS3laK/wAWt38lZ/I92+EXwWsPiV4Xuta1iCZL24nZLTaxHlop5JXoeePwr1BfgNoNrJafZmuLWezlUtPn/XFcEkDtXceAdLn0HwfZWkK/ZrqC3WN2VQsW/GSB+J/Gsrxtr2o6xb/2XpEken62twEklYqweHHzsAR1+lfl2YVcRjKsXCq4zneWrfLb8e/Z+h+g4TBUKdNRnTukkvP+vmjvbeDTreFrxsK5OS8h5OKratqWnyaC8z20M9tMNihiAsjFTgf7Wea8ri8A31vqkM+oa/PNaxsziFiq7wRja2ew56VlXfwobVryHy/Fl8mnQXQu4okkDIjBdoUY4wMY6etdUMvxNSlyVq1rxtbl6/g7v8ulyZY7C3vDXXdNtW73V1bzuemfDG80688NWztpdtpLxjItIWBEZIVtxHYndnHvXQr4osL+1mNgsV49uWQgHaRtIB6+leAeJPDcfw9k8R63fa7qEkd3CGtorNyrKsSqw27ev3Rk+nWum0BdXkudY1G2c/ZG2R2lnIRuZniRjJz91juwevOa8OpUrYWgvZTd1eNuVq8rK6Tab91ySvppFvqepCNOq23bXVNO+nR6aWa/M4PVpLHxB4207W4tNk0e4u7+aC4t5H3b2jG0uPr0/CtHxJHd6f8ACHQ9TsZlhNrJI0iucK6hmABrjddg1nT/AIwLHq0qxNBatMttDJujhAjJHXv3J9TXc2eqQXHwHs5b1UkgheVX39G5J5/Ovr8BTqUcsp87u3zPvbWGmu9tj5TFyhPllTVk6kv/AE1NP72jF8F/C0fFrRRrG250u3gJnM0cZZmIPKqM9K9Qt/2c/Dumq015f6kNP+yedLcTEKNxP5gj0966n9mrV9M1bwMJNO0+TTgjCNo3YlSAOCM1s/Hq+ktfAchjO1XlVXx6c8V6tOdTD0m4Sav0uzzpU6fLzSV7dzybxjqXht/D9v4e8M6esFhFN5r3BXaztjt9cmuMjsxaZmdcKo4xTbFi8KMfvHnFWtTkxamEkDC8kV85OrKc7s4lWfNdo+dfiD4gbxB41WEdLYOF3D+P1PtWd9hGl6fHLJtHmJvDL8xJq/4ihtG8daoASJPJbAxx9zk16Dc+A7bWfh5peoLHLKyxhTHbjknOBxX0dKrGjyro0jZXb08j9PP2GZfO/Zh8GOF27oG/H5jzXe6D/wAlG136Rf8As1cp+x3otz4e/Z38I2F3bNaTxQEGFxgr8xxmuo8OuW+JHiEH+HygPyJ/rXrrY7VsegUUUUxnD/EH/kKeH/8Ar/j/AJNV/wCKUkUPw38SvO2yFdPmLt6DYc1n/ELjU9AP/T/H/JqvfFbyv+FaeJ/PJEX9nzbiBk42Gon8LE9j8Zte8d2+uXWNOZFs42CI0nytJxz+FZDJbWeooHwZ/L3ssWckk8Zb6U/VbK01+Zfsmb2OJvLLYAeP6j39ajktbm3aJITsg6SFlDN7HPWvnKMIQhyx0PMpxUY2RnXmsjTr8tFA0SxneImLMZex47UmuXt75P2+OzhuLY8CTJOG9MeuK2JfDa38gEEqyjqZN/QdwTml1LT9Q0uxgmjjhkWQlVihkAVzjqffGK09pTTS6+Y+aPcitY54bBJ9RK7WwR8+FCkZx+HSoYdMXWLqOa2lubEsMIVkwkgHTA9TTtL8P+IbyFJLbcsTsT5Nxghe5wDWpL4T1mS3mcWElsv3lAPBP94CodSEXbnX3i50na5UubFk2QzpskU/OxABfHv61YvNOm1KFpLeT7JaKuGdlIKH1HY1Tmt7tbcDUEkjXuOmSP7vrVDTZtTtplaG6XTbYOGW3my27qMlffNUk3qmO3NqVr6wttBuLa7tYftH7zBaT70wP3iR26mtDStBNs082kPFFqAG/crcIn8WR69qW4jeCQSQ4lYSANzwynjcq/X1qXU9IE/lxtMI73g3DxsRlc8DjuMH861cm7JsrsV5L641m3EOoW8c0K8pMFxG3ruI6Ef1pdMmF4blrdTa/NtzvyCB0x3FLYNDazzRwSNHGowY4nOWHrzw309qlvobHfHc3RntHdAm3y8HA77KTtskD3sjo/8AhG7S6hW4FvJeSqyxHD8dM5Hau51CCwh0Vkv/AC7VJYtp3HsBnH6VB8P7E3ljbjSbK41SabG4RR49gcHpVf40/CXxM2kW093sgRbhBJZN8xXzCEA47jdXLg6KxVeGHqy5U3v/AF3foiaUJyg2kY3w/wBFXxV8L/EMsupw2iabrcV4twsfmKf3OwLjPuK3vBfw317xJY22pvpUb3hiVZJ5peZGZAzEBc45Y10Pin4Sw/DP9nbxNpUMitc3Cw3NwsfGw70/oKsfs4+MNO+Hfh99B1u7kt0ub4yWhERb+AbwSP8AgP619PjswwmYZdRr0m3Fvli7WfLBJPvo272s/U6KdD6riKtKatK6v/4BBnn/AMePCviHw3oemzz28Zv7jzY/MhLYSMgA5z35Fcx8FbPWY4F1C51YWelwCOQyykgIR0Ax3xX0z8dta0DxlodxDaW8JlsxLsunbc7cDIXHY4FfMnht31Lw/pKi48rRLVTLew5wwcMcE+owAK8f4crlTnonNa2V7NTt89EjSMv33Muh9XXPxa0ZZlgjleRgUQTBGZCWGc4Azj8K09K1DVLnzBqU1mY5pHWEQIQdnGN2e/XNeKfC7xRoNjqGqT+IPtn2UCJ4b+yRpMgk/Lwf1NdB4q8WW+rfETwjdRWWrWFqt9OI4riAos24FVPXnGRXnxw+OqRjU55NJPayTcUn2631NcNhcFz8vsY+89brm02WsrvRbdjoPFUHjrSLq5h8KGw1OxyoaC9JDwfJggMD32g8+teE6jpOvf8ACU6yPEZtdMuhJDPcfZIGUyttYqQ46gAnNe2fETw/4b1LUr691vUl0HYIS91Mj7JF+cYBHGen5ivPNeuvAlrYQJb+KYtUmjZXRrRmi8sAEfPj7w+vSu2knUw86VCnzWm02qd7a30s3d672T6kYmcp0IVZS1cYPe97pHu9wsMWlaW1zALmGO1VvJ25Ut8vP865T4q+F5vilFpPh/wxNHoJl8y4ubgr8+xABt468kVN441qGHRfDWnTi4mtdQWMSXFrJsAVcMSSP4T7VP8ADLxVp1549XSbC2YpDYsI7xp/OAOcsu4n2HFfIVqdWONdRLVW10a5eRbekv61PdpSoSwiove8vv8AaSucZ4V+DNzot1H4X8U64brThbzFWju3hQktnDcjGRXdeCV8HeDfD32I2j6KVuCABKGZgpwpLE85xmuA+PGlvHdTT2Wo3ciXUoW/WQ7SVU4IUdga4aG6j1bbZCyvLi2SFHhluYvM3sCRwDxnB/KuiopTanJ3V3e+107dGl+B4lTG/VJ8ijfz/wCCfVmm6x4N1WzbULfxNaSWSgq5W4UbCOobv2NefXVp8Ofih4gu9PtYrK7azhGNSVwGcquMbgQeAcAH0r5/uPhrc+Kmt5fscWkQec8j/Z8B5V24TOOCCSan8NX03gbTYLe8shayJbu9ySvzmXaTx+Y/HNXOKmm6TTmu2lvO6eu35EyzRyVuW7PVPBvwdl8UwXGoy+Jrm7tYZ5orWFzv8tMg7WJ68EflXUa58QLTw/4Tgt4NPJuF3K8yAIWET4OF9wKX4CXVhdeG9c1K1mlLT3mJYZX+TcE/hB9Tu/IVz2lahYat4i1PUNT0nNrZ3EiJbTW7SsrMMnYQOOAPzrgxVNSt7Vc0U3dabdkl52PZwk4UGqjdpNb+ZU/aFiGufCOz1qS3e1kUL+7mwGRXKnBx9K9L0XMmmWuTj/Rxznp+7SvNfih4mi8ffAW91DS48W6yNGY2IG1VDA5z6cV3ng1t3hnTyH3A2iAA9f8AVL/hX6RgudZJy1FaSabX/bkV+aOSk4/XYOOzrJr5uov/AG8zviJC03g92CkqsKk/98gf0r8/9SXy76UE9GI/Wv0P8WbH8GXJILD7KP5n/Cvz015RHrF2BwBK3866v+XD8pv8Yx/yPnsHpTor+5b/AMBnOJ3Pwn8iWTUraUczQ7c57d69C+CuqSWPxH01olEr/PEE6nlT+fSvIvh607a5HHAwSSRSNx7YGa9N+DEzt460mGMrDeSXSgyr2GD0/GuLFq1GjN/zNfK8X+rMqitWxCXWm/xjNH1fpdnqWq3bahNttry1uPLtI9q/MCoyeQcc5611k6+KlWJ9R1hbG2ztLMsKAHsc7f0rmdHsraG41f8Ata+TfJIDblpANi7QMYJ9a1bfS/D9xJ5d1rdnMsJ8vZcOpyfbJwfwr83y/wBkq1anFQbTe0pRe730a/pn3eYSnNxnPm172/D+ux86eJvDNl4V8e6zpFhPNcwNbyvvlUdRvByQOtfKOoR+XfTIRghiP1r6n8azWn/C1NfbTpFNnNII0SKTcpxwSPxNfMvii38jxBfx5+7M38zX6TgXz5fHyl/6VGP/AMifGw93FzXdL8G/8zT+G5hXxfp/2g4j34BPrjivp+6hS3WPaMrtH418ewTPbyLJG211OQw7GvXfDvx+ntbCGz1SwjuwmFE44fH9a2xFBY7DxoqajKLb12d7dejVuunnoTiKc41HUjG6aS03Vr/5nt+hRjVb+OFhti5LcdAAST+lLeKb64BihS3tE+VB/Ewz1Y+tHg/UobxbXV7YA2zD5lz2IwR+VautWcGjo13LOosZmAilPTJ6A+9fJ1KFTDydFx95OzRVFRlTU1szwr4lX0fibxNDo0szBbcDEaj72Ocfl/Op/CPhW88eeNns9JdbF9DjMv2zlVRkZdq/727ke1cpr2tJH4z1rVx8scZNtA2D88nQ4+gB/SvqL9m3wmdN8Fx6jqEUbX+pSNfTqzYkZST5efXg5/4FX2WeXwdL6vHSU3b0hHRfLR/dFhlNL61OMn8MVf8A7elq/wA197N6PxjrHgL4Yxz+J4pLu48wRF4l+dVLbVOR19a4f4U6HcaedV8Wa3LHDeX00kNrJJMWUKzcHJPGSOBXZfGDXrO88J6n/ZWow2mrRiNZbYgGaNWYBSqnr1Bri/ilI2meGvDWnLCl0qus1xC3yCXaOfoc8/jXxeUYTERp1alJ3cnJJ3fTVWTslo9r68q6H2WIgsT7PC0023uu8Uve163so/8Ab2gz/hXF5D4lnPjHVpbjT7xGw8UjO6fxfKVHXAIHHSr+seFzH4FbRtM1C40iC3U3CzTPksuQRlzhgATn8a0/Cvx28A61DFa6lI3hrUoysbC/Jxjp8rDg/Wuv8Yaf4Y0/SrrxXJI2qpFbNHG9ifMYIwIxx15I61zYvD4+TpQxUryj73KoqPNJLRx+z5X1XXfU2p18N78qTtzK19dF+ZxdrdR3Pg/wlqeqTW7mO62ynb5glVomEkagf3sE/hXoGgvp3mPqNlJDFFc7JILS4TasICgbgOvJz1rynSm06T4QWs13plzaxS3JnsrUIWljk8xmSTaAOMZJ9ga9E1bxf4a8LObmawaPUIbRbl1gjyZIQ2Dtz6N19M1vm9SGExlBTcovVNNKztbdpvVXXe1uxlly/wBmq2s0pS1/7ed9PW6+R5N8WtFvofif4h1SbZLC2mM6uOOqBAAPwNWdC0We5+B+m2cKJI13cthXXIILen4VV+J3jLS/HovLzTnmcrbLBNbvgY/erxx7ZrtPhOtxqHhvwRCkIEUcxkk6jyhluv8AKvQo3lhacLW0k/lz2X4I8OrKMlSjDZzk/vhVR6v8HfDM3h3QRFP5kZi+Tbt2ow6ghawf2gPFNk2kR6KkgkunkWSRRztUA9fzr0XxZrkOjeGr68NwsSxxMFkU5+bGBj3zXzKuiz+ItKuNbubsqWlKRCTkz4+9g+ozWteThD2cTmqysuVFCx8hYUOOAOlZupXoZ5TkfKuAMdSa1ZrWOO3KoNpAwK89+IHiu28M2MgeULdtGXiT1I4/nXhU4OpUsjzIq8zzbWLQL481S+ADQxwlSPUlcEfhXufwv82PwDp7ZYfuzIF/HIxXzHfahd32oMzyZkkjVWySOXIP+fpX1P8AD1obXwbpxmkWONIurHCivosXF0cFCT1cpK3pFfq5fgdVNtTufpd+z/r8fib4S6BqMeR5sPzBuoYHB/Wl8N/8lK8SfWL+RrH/AGWZrWf4J6FJZyrNA3mEMhyM7jmtjw3/AMlM8SfWL+Rr1qcuaCfkd++p6FRRRWgHDfEL/kJaB/1/J/Jqv/FSKSf4beJo4v8AWNp8wX67DVD4hf8AIS0D/r+T+TVrfEWQxeA9fcHBWylIP/ATUy+Fha+h+Lt1pc0Vxexqf3kmIppFj2Hjrlh1qsbvTk097SOF7mRCUkkUZUDuc1634ksLbxfo0mnz4tLiZT5ckJCCQ/SuGsfh7N4J0O4/tRo4rM4xMy8den1r5OE1GPLPe+nn/XY4JUnR92Rx8v2eymjaKCR7V02SIzfeIIIBx24/Wum8O6zo+oQRaPPaQtK9xIUAjAVSACufQkfyrjdW1B7CObFr+7dv3ap0ZOzccZNa3gzXtEt7e5up33qIdrDbl1YEDOPXGfwBrecLRU7P+tB0/ckpM664urnTb4n7AslsDncMMAPUCrmsaZL4s0L+0tJ1GWNJY9qRs5Cr2wB2rF+H1rLa3TWKSC9tpgzRXW/cNo6KfTg10t5Bp+peEry00l9scEuxgh2lXDcg1lUtDVLbqeiqS5JSe1jx+a31TSJI9Ojvt48z/j5vCG59BnoKsHUZrOaPdEbvXJsxhlA27e5C1qa4tzPcSQIkYy5TbIM5P17CobOzuZIbj7RpYSW3wEkifOce/YV0QkuRNo8mNlEzrdLQ25eCa4+1R7lkZQS7Z7AHp6UzRftclvNBLB/Z7btzvIRvZSTxj16Vtx3EN75j7Y4fsoDMNwzxzuHrg8c1nXWvWcmoRy+ZBnyy6tIwyxI6g9yD/WtOZy0sO/Swt2Nlr5cmnSswVfLnXB8lSeTgdWPFFtdDUL6K1toZWnVcy3FwcB89R/8AWqeO+huoFRpJriHd5nmKNoWRuMA96h+0fYdWgQywixhdRLbzKd75757+tLo1bUpHpfgDxsnwx8QW6TWeqatasQHljX5V+bPHqK9XX43/AA/vJnt7q7vLGISGU/bLZwjnPQE14VpOiaVrWua1DfiZYkmJTbM48pNowVUV3Xhv9m6x8TzQ3rFf7BunRoRcK/mKq/K55Ixkg/nW9TC4alBwr15JqPSCd72dleW9n2WiKwk6q0jbc63x98RdN+IXwn8dPZ3C3BtbUyNIqhT5e7Kj8lNeM+Gvi74fvLtft5jsXsJg1u38LqRg/wAhX0RB8CvA2l6Lr2m6R5cDahayWd3I0mTGp4yeeMdfwrzuP9kLwlPa3htr/KWyq7XfmbkcEZ4Oe2K5FmWSUMvo0KlWaSc2nyxe9r35ZW6fieq8Hi62IqyUE3dbP+7FLf0MnXvid4c1LSVaTVYEG/ekcZAfP+B4q58D7PwtqHhu0iv7iOEXXnH7OxCreMXYLu9PYe9cFqnw/wDB+j/bIYtJbVjDIYDdW7lvn7McHp0rT+HXw98LeJPBlncTzCXVrW5uIBBNPIgiVX+RgF7da6qksCsvk6E5Nc8H70Ul8M7faf428tTz4SlKq4ONmr/me9eF/hrp3g/RtSin0p49PmjV1skYsWIckqPUe1V9U1C01rU9Mki0qa9ltdWlG1mGbX5mOTnttHT2rQ8K+IDpq2uhvrMNzdNlYkV2LKoAOQGGT3FZV54vNn4qNna6WZZppcXFwkLElsEFiR04J5PvXzmBoY/HRqawSi5Wbb1TSV7+j77n0dHD0ueHsIym0lKSXIktbauU47tfcX/iFNa2bTteaQmsW9wqKIiWZVdd2CUxjAya8s8YeJtO0Xw/d3GleC4baYIkLTLEYlYFgDncOn0rsPi/r2r+FJtMvLO7W2tLcLJcvM3yZLA9+p4x+NcXqXjKz+Jmm3usnVLaS0t4fKaJ0Cn5TuII9OQa75KeHnUcryg53sm0ntvbX7meA5c2Cotqz9nC6/7dX/DHrf8AamlW/h3wdqWqQqW2QrEdhaNGIAPPQZGQM+oq/wCEdJtLfx5IEtBPaXSTXUEzqA0JBUbBjt1rlvEl/pzfDnw5b6jG/wBivFjhZoWwE2ruBz6ZXFdB4C13SH8ZW2m6RqR1dIbKUk+fuKSHGVYn6cV4uMjOOM50n0d3quXk6dtT28PKj9VSdubmn639rL79Dzf4rGbT/iVfarA4khjTyGspGwG6DIHrWn8IXuPGWoPZm7sYdj+eJMgmGIY3Zz3weMetVf2hNKgm1IySbtNubh/Ndo+WlRThR7k15/4O1yw0PW73UIBJc/ZYxD/Z5i28MoQlwPU4P4CuqjTp1ZN1I3SbT07PY+UrRTxE3JXXofXPhf4YaHp1rKsdyJNOa4lmaORMkKy4Xae2CAfxNeFfHrwjZaX4gtNNW8VhLanUhc5wSolVUDAdeS35V9B/D3XtD1XwPpE1rNbN5mIJVHyOrEqoRwTnPzKM9Mmvmf4y6tBH468TCa7+0rp8H2dZCAAIVbISMdwCdufXFevWy/C0o+0w0ffm1b7xVL+zXMlfTY6f9mPTYdGXxI2nstxaNMrwFX3R7xv3BfZSVGfrXRaL8T9O0Ua/9utVivIr1YZtx2jzZI89e/p+Fcr+yjpmo+H9Pewn2tZtbRXGe8Tvglf/AEI4q34is9H1S+1zTLiyeW9+3RXUV2to0yStznOB8pAwOa+dzClTWIqQvzKMmr94qy38108z6PL6sY0qc6j7/rYr+Prm21/4C63c21mbRDFJI8axhdzK3LAdwfWut8AW0tt4b0uCbmRLWBWPv5Vczrk1nqnwj8Z2tjKzR2lm0LK3VWVSSParn2i6bQ9Ons3xsSGZmQ9B9llAI9edtff5WrcPWSteXXolGVkFWpBYj2yd0sRQXybg399zb8SDPhC8GMj7O+PwZx/Wvz48Urt16+UjGJ34/Gv0K17974WnyMLJA7bj3y4P9a/P3xonl+JtQX/pu/8AM12Upc2HqP8AvQ/GD/yPn6cHSlCm+ntl/wCA15o2vhvZy3N5dywf62GBmXj14/rXoHw70tbr4iaRGkjW6PegCTGCADnNef8Awzurux1Z5UPkWzIUaVhwzY+VR75xXqPwiuIdU+IGlRyXHmIrFwwXHzbc/wA65cbGUadCMlu2/k3FX/BnLKS9tiJr7NN/hGbPqPR5tI0nUdWaSUXryOgbdGT5OB0Bweo5roRqXhHEErSzSFm+RDanr/3zxWF4VvDarfnTbFrxZrlRcyTOOGAAO30yK7KPU7C4aPGiO8+fu/aF4NfA4GT9pVc5PWT+Knfq9mv62PtMZGMGoJLTs/zufL/xKuJb740Xhs7L7Lp0RjCN9n8rPEfTjkZDHPvXy74ykE3ijUmHI89v5mvrn4oeKpdW8eeI7qXzLRLH/RVgkIO3ZEFcZHH3ueK+NdSmM99PITks5J/Ovvcv93Lk/wCZr/yWK/8Akz5ZK+Mk+y/N/wD2pXpaTG6jitTvPTfhr8X28F2r2l5bteWvVVBwV9q9I8I/Ei68dXl9ZtbTRaDdkRyKDkxt0Dj/AHc5/KvBPCegt4i1iK1GQv3mx6DtX034M0FNONrZWqLDuwuccD1ruljY4GmsVOEXUekNNdOrfaPTq3ptc8SvRhOp7KDaT1eumvS3d/d1PNNZ8N6pa+JJ9Di0ttSurWV3CwRbwIVIy5HcEHn619SeFfiTb2fw/i1W/wBLOmXbTxWSDBXk4VWOeQORXnvwLtLzxj468YeKYrZ47CSQ6fBtO44yjSMP++U/OvZPGHh6xuPDdwsw+0RW6f6i4AO5uCCF6HGB16c1+c5xicViKrrKXvJ2bvZvS7Svp5eSR9nleFp0ILonfT8jxrwpqN74+8cXF7c6ZHaLYyyLcXLK370qcIo3DtyTj+6K3r7wfqnjTWIrqcQHQ5ptqx+ZtkESgjIPuR0FY/jL4jWvhr4a2UsOLS51aD9xuTaEVhncccDg/nXUfA19c8TfD221a71b7LaW0myFY4QZJIk6cn1OelfQTweZU8NH2FP2XSXXe+ifVrXa1tlZIxjmKpV51IzurOK22vaXpdq3pFPqec/Fv9n6302xSWC7WJJypMbDeCo5ILnoeRVn4Z/CKbR7S1vYfEV0mhzJ5k9qtwdjhSSFYegrpfjB49/tq61DQIrNmkaQMUL4Ea7cBsf3mYggVFrF9pPgjwTZeG9WluUbUYRbbrYZfzHwPyy2PzrPC16kcPUwtdOVmmla/wB3W7dvl1OinLDRpShCKVWdkm9orXml5NaW0au4p6Nmr4d15fEkWn+IzalILSWaGwSRztkRgY1YjoSx5z2XNdNoPhO203QtXuNZ1O0uInaeeWWbnyY2OSEz0UAD8RXC+DtJ0qbTNF8O3eqO2laPM1pYyTE/vLlD8xbHAwThQfQ1H+0p8SLXT9Mt/Buly+ZeybGnlZgpI27lj985ViPTFfPV5UMyxNWopc8W7Ri/spN2a100d+nZ6nRUlHA4ZUmkrK1u911738/Nnlt/9jKa9c6K0smnXE8KxvMu1zlmJPPb5a+rvgjoMcPh3RWSWNDDbKXhIBLA8j8s18m2/h25X+wfDsrxyXWoTLc3Pz5ILHCD8iT+NfW3wyt7mz8XX8e0rplvbR28UhxtLDqM+vSvq3BUfZ0W7uMUvxcvw0PD5eSVODWsYtvyu7JfdKS+TOf+O1nL4f0pbK0Hl6ddzGdlBP3+4/OvNdMupI9MjtwTtBLBc8ZPU4r2L4x3Uuq+Cbtr60+zzWd4EjOch19RXi2ncRB/0rx8deMzy8RdTuie6wqj+ZrwL4wWb6p440y2by0i8tSznjjJzmvd71xk5OVUZrwr4nXAuvHOmW6RFpnjIJPfcTjFZYK6m5Lsznp6NvyPObWI3GtFpW8zMjSEr0PYV0PiK+17yhp7yz/YbdAVjUnYARnmtLwD4Xm1LxFOrQbYI3ETFl4UDk13HxZt105rGOGcfZ71MGNVAwBwOa+yq1IPEU8KteSC+9+9+tvkbwlzSdtj9Nf2C1K/st+Dg3Xy5P8A0M16D4b/AOSl+JP96L+Rrg/2FIHtf2ZPCcUhJdVkGT/vmu88N/8AJS/En1i/kao9FbHoVFFFAzh/iD/yE9A/6/k/9BarnxZuHtPhl4onjXe8enTMFPfCHiqfxA/5Cmgf9fyf+gtVj4wbj8LfFYUbm/s2fAH+4aUtmB+X3hnxPoevaBBqFzcW9lLghVkIG2THIBPSub8StLreg3umtezG2my7RlwTt68egrzjxFbLJ4fttLuHkeZSZQVXBX1z6123grQvL8KRJdXS3YmQpDuXD7TngjrXyVRKMedOzvp/wDCWI9pBxa16HBXVisafY44HliQARRhj5jkev0qivgq8kvPttvDJBFGf3iglcP6/kTU+p6zc219LDHZKklm5Ers4Plj2966TwPYXvim3uLm3nube0tzhlxnfuz1HsM12SnKnDm6P57nI27aHR+A77TvDutR2qs073CxlljXjd1LH3xjNXfiNY2em6VMNIuV067u7pZCzNgF896oa54VsY4ZNUsDcTy20C+dPEgCfJ/eOflJrzGPxNb+JGurq/S/WEknzkbcIm6gAfWsqVGUoKe3r3O2FSUaKhJWZu3+rXUzQ2GuOLi6U4Ew/dKD2PvVO4sRdNuWY7EGMq5+b8Pp3pusabJfrZy29pNdOiqzzXnyFhjp71N9ot78xFbloZ0O1o2UYHtmqppKCcf6+R58drkH9lvHGW+zw3TS/u1VnO51B7j0AqOSz03ULZls7aPzY2UBHTOB0LfQfrmn6s0cciuYd8xPlJdF8HJ69fxpmn6gdLvBHbxsJpF2RtDypAAByK3V7XRpra49bOa4ndfMjyNsY+cbM9cke/Fa1vbx3U6C7sVmbONy8pEB0J9zVONpIUnuP7PPHWeRdrLnhQD3q5o66jJHFHNHcxWsrkOsLDd6A9OlZTk7NomTaV0e3/BOHRLDxB4nfXLGG/uo1ia0kcjELsnWvUofjFoU2mxpdRyQXGnxeU0MUZfdjv+NeK/DXxZ4Q8A6prthr0TvO628kLeS0zLhDkZAPNczoPiqG98YalY2tpNe2cw85bq63LLEMnjBHSuzHYbEp/WadKXLywfNbSzhFadEdNOp7OmopnsXgHxVY/Ey68SmBfsou7d4prSZdkkLZKncPfOc+9S/DfwHd+H7PW9E1aCSUQXBltXhyUmgkiKdfYlxj3FeT/s531xdfF7W2ubWS0kn0+4J3NkOfMj6fQfzr12y/aK8O6l42j8OwS232WG2ZJL+d9qrKinAU9xnjNeJm+H9jWw1KlDmoSi5ST15bW6/fbuejgeRRqVXK01y213u5J6fIzvGHgrTPh34K1G4toEW6faTPnLn51wpb2xXnnwp09te8IRvJpN5LHHcTt9qspEiQKXJwxNVvjP4m1Ga4m0KS8ebR5pWupfsRyHZmwEyfZQa1vgK2vWPgqWTw2kOoRz3Gbi0mlXMRy+Dg+1d9OlGODq1KSvepDbXpNbs89u+I06I9W8KxWWl6haqNNZjdBRC5lWZoMDl2I6bulYmj32v6XL8VddtZkFlpcJW3hYDLShN7Ej02kfrWto+k+J7nWYdV1aG30+QSrG0SkMZIwDgDA4571zuveDfHd5qHim30PULG30bW5S0kdwjbxmLy2GR/nivS4dVGpLFUq9rNr4vWD6abJ7fmdtfF/VYxjzqLnHq1G6jK+l2r2bR0viNdB8T2elp4j0eW4hltROl5HHvVGwhKH0zk8+1YPiuPw7o/g/VYrLQIdOF1a+VbXstoI9rKpYEH+IEfe9lrr5Ida0nwzDbWlhb6vBZ2sdvNbzEglwEAK+uCDXHeM7XVvEnhu7tDaWNtNHaTMq4cfZy0MiNhsYztZuPavlcYpe2xXs/gUnsr9E938P6bk1XzYOk76uEfmrfjddTpfDOg2t94B8NJfEXVtboZXOBtcAHj6Vc/4R2yHjzw5f8AhxltLOGRoZ4/JADZX5enYY/Wue0UxWPwj0K51CXculKpmkWUqu0DBJPf5e1YGu6nPHp0XiDwjrIvbS5iMimSXa0ciMCFVB689exrzccpvFKSb95RS093a0te+/bZdj08HLD/AFG87c6c797uTkvlZr7ze+O2iprWtWJ8rfJCdoVW+ZgR0xXAL4Bm0iC8u1cSXcg+VWXnjt74rX/4Rfx/8XvDseq/2zb6bH5rx+WLdt6kdcMPyzWevwB8eWdpbXJ8UxzXy/Msc8TsibsDGe/FdkFKLledtddJP5XtY8OrhKteo6kNnY4iG18RWGoSE6dFeLE4cLHMY8scMSAcjggflWjNd6t8QNOurW+0aGzvps2dzetMpYxA87V7t1/PNdbD8FfHE1nJcTeL7db1gw8pbU+UDnGM9elMuP2dfGeuCC3v/EMC2VqNySWtuwkcjlXJ9a9+nj6NOaqKnFTWqaU9GuqV+X8LGay2rF7fidP8HfES6HqniyG5k8i1t7eO484gfIRkYHrhSa0/h74+gbWfEOr3FswtdseZJT5eWOT+HCg/jXmE/gvxL4A1sNrWoNqUt3aMEaGIxo6IRuVyepINbq65o+v2MmmajZrBK14JGgKf62ER4BU9AQcg5r5XGbtRTcbpt67aX0315T1cPXp4epGlWVrX321vY7DwvJoHiDwj4tvNGa1mbUFne7jjbKmTBHzKTxx+dY/wncyfDPTt5VitnDGdzY7Otbeh6fY6P4H8QizHkaalkY4oygBX5DnJHU5Ncx8MdEnl+FujRIArTR204+bonn5x+Vfc5GnLJqi1tdWvuk/a2X3afI5MdVhUqOdPZVaF+2k6K/E9CIN14XjQjazW+0L1AOIzj9a+A/iHH5fi3UARg+aTX3tp1ubfwjbxhvljtwob1xHGc/pXwn8VovK8ZX+P4mB/8dFehhv92qLzpf8ApMzlq29urfz4j8avN+p13geFJvh7cPhRIt3gP3xt5H6V6R8AbGOTXmuntWmjitpSXH/LPkAZ+tebfC5vM8F6rF98+YuE3d8gZr2j4C/btL07xG0FuzyhVWFtuQ7DJKV5uZO2JVVvTli//AYW/NHnYSlzyq0/76i/Sc4p/hJns/g/ULybTba/tNN+zRzzO4hiY7ZGBxucY613VnrGuXV0I00u1hXH+scMMfU4rmNB03Uo1spV1FX1OSNfNjARWgBGSNuPXiugvIddhsL24utRnjgSB3+UJ2Un09q+GymMvq9SdJO/92pdbX669T7XHylKonLX1jy/gfG3jXXPtVn4u1iS6Se4ubiQP5QIRWd84GfY184yne7EdzmvcPiRcpZ/DpFihWAXN86sB1wuSP514Y1fpkY+zwtGC2s3/wCTNflFHymGu6lWT72+5L/MXpQsbMeBk0RrukUZAycZNe9eD/AdjZabDKDHLI4y8uMnPoPSnanCm69aXLBWW13d7JLTs+qNK+I9i1GKu2cN8IrG6j8SCcwukKoQzsuBzXrnxDvrbw74bH2q9nsNSugGs3U7QoJILN+H866zQ9FsdD0w6tcqj7W8uCJ8AM/qfYVynhGyf4ofF2a8uDHqOn6VtZopACDMchVGe2QT+FePjsZRrckqSfLTTtfdtv5210S17meFo1K1e895duh6R+yjqmnN4Ug0ZZ0e9skM8jeYfmZ2ySw7Y6c9QBU/xM+IVjZ+IRp2l6jJqfiC9h2WtrA4MO12AWVx0x82fcCur1b4eR6R4f1W00iGLTLzWlZbm4jOBHlWztxxu5wB6mvIvhr4L0nVNRXxta3FxNPa2ws1juEEYVYYhGGIzxlVzn/aFfO4GTqYySxUPci9FZ6ykrrmktOV+/8AKNup9jV/2XCqpe7ivwXSK3beiXdux1OueJre2+IWj6RFp1vfXEdh+6t2wEAYgEDjHAVq2G+Len+F9Su/DEMf7+bfLamPhLcdw/8AdA5rmPBHiTwzqmsW81zqdrHr8UkgjkViFcOSWVS45GSfzrV+J/hqbXLxbzT7dSzR+SYZNvl7O5/H611Yh4mhjJ1qMeaMlv0Xqt/w76nh4dKphqdOv7tRW917t297laupa3fut+aRwXwusxq3xC1bUdYP2yVm+1x3XzGORT93k9MehruNZ0RNcMupXVsL3VLO4a50qGD96JEXChmI44J3Y96dd6dHo3gO501JUjvLq2ZVMBGWbb91Pw/nWj4FhFtbaAPD81vJdraCPUV3b2XjAXI6EnOe/Fb5njnUilFpVpNcy12tbTsuXS3nZWPSy7Dxcp1pR93VRfo/efzlp6RTJvFfw+0zSfhvDeX8kui2Okxm4+0RyfO7kDnHclsfnXyxos9z8RvigEYPdxLIA7zncyxjGWPvxXuv7VXi7Sm0nS/CUU7G4MzXWoRwMSFSNThc/wC0xx9RXO/AnwZi3vL67gFreX+4wqFG6KDA5buu4cDP1oyvBUcLOVSMXyr59el9byd1+Jy1+Wri3UltFXk+n/A0Lfwi8Lzax8QNU8S6hbtBDZyN5IlXALHhAM+gr6Jk8J3egaKmIpdRlvLpZ5xG+0xEDIKmvHvFWqJ4i1ey8M2d5NapGFurhrfl9gOABjucZ/Kuw0/9oA6xqbeFLPTrmKezV4Lm4lbhdqcNn1zXpc16jlN67/N/1Y4VLmvVno5bX3t9m/m7uTXRya6Ff4peLLjVLez0madhcLkXEGBjcDwc/SuHMBjhA3D1/CrUln9qtU1KSQtKxZZSxyd2euay5pDISuSCOK+fryc5czOGs7q76le+mVIVXdy7YPsBXg/xDv7W48aQzrfSRlFxC6JkLtzkk9+c17pd26yQMCMg8DH0P9K8D8U+GDp8zWEcnnSW4CDpx5r8E/UEV6OVU41sRCk3bmaXyZhB2R2/wqmmvLXbLdNNI5aVhgj7xzXM/EOa7/4SOWOZ2MUQAgDHovtXX6XeT+A9Mmkt7XzZ44CHZomeIblwAWHQ815pqF1NdNG1wGEirg7iSf1r6PD4etUq1MfKNozbt0+7yNacJU7qaafmrH7EfsOzNcfsz+EXfljG+f8Avo13Hhz/AJKV4j+sX8jXCfsL/wDJsfhD/rnJ/wChmu78N/8AJS/En1i/ka1luektj0GiiikM4jx9/wAhTQP+v5P5NU/xgmNv8K/FcoXcU02dtvr8hqDx9/yFNA/6/k/k1WPi8wX4W+KyRkf2bPn/AL4NKWzE9j8TW1y1vJoJZbK8uLtzjy/4efc11njS4STw7ot3pUht7ncITuO0xHv7eormbfV7mymRLICEqMtIyF+vZeOtbFpJd6s1/Z3IW5i4a1z8jFyDx9a+bnaM4ztovPucN1zKTK7TfYtXdZNMgv7rPyTkjZImP4vfHer994s13TYUt9It4VZ5PMkaH5VwpHyYPXgn86wNH0u+eF4o7lv9DmdZJGTAjHcEnqM10fgfw/ql3fXF9qj+ZpqpmNF6uSeMDtwK48RVhh6XtpW938ei08ww9OdSaUGlbr8v8jtvE+uaLFo8Wh+H9KtJZrxIXvXmRt24orMxz3y3Q1xem6RpNr/b0jW7R21iHQLAnXJOcDvjitrWPEV7pd8IJ7B7e3LKNwb7w429P88UmuXEGreG9eh01mN/FEzTRxoVYk9Oe9eHPEYlUqalHlT5db36q7frt8z1YxpYifNzJ6Oys+25l+G77wz4gtRbRTedcxg7FdiCCOnBrlNUWztLwTyQ7Z2zGQRv2nsPaue0u11Cyv7Se4jYhnAjwMyR++RXeXXh+2muJL/7QDcywhirHCknr+tfSuKo1LX0fzPElaMtFZGEuklY0Mk8Pnxp+8gmJbI9VB6dMVEniAfvphaMsy/6mNhnfgEbR+JPNJrEk2g+VbDbdXF03lkQMHIU9fcHpW2NLa1ght41aaOLA3uuZgvocdMYrZySV5dStEtTmt11c3UCzyy2MIAd4ZG5kPXCmtltVgtGa4u2mgnQAKAC2FPTPaq9011I+3ylkLFgryONq4OOnY8Va021j17CXTyQWbPtO/gH+tOcko80tgk9LvY9s+DfhfS/Gl94hm1kxzyeVbSQymXywVIx7ZNef/E2OPwR8aJ5obljp0NlHm3hcNkcgqB35qS30z+0fCPiOz02/wDKls7e2ZWZtpUpIRj6YNc/qHhMeIPGGnzahqkMNydPDNKsoIDKcZPPvXThZTq4itzv3Y00rWe3s6bO3EQUKFF91f8AFo9N+EetWGq/F63kswoE+l3LFRww3GI8jt0NeS/EvwLJ4ZWGW4vFuZLmZ8W0HBiUDoCOhBwPzr1f4W29pp/xW0BbW6iu3ayuYpGjIyQEXnj1Iry3xxda7qni7UluXs9Os90kcMUjruDA/KzdweAf/wBdb16dR0sI4rRRd77/ABux5d+aq5dFGP4ymc3pdh4jurALapILFd3yTNljxyST6/0r1D9nu28Jw6Rqj64RZ6j5qvE+X2MpLghtvHBxXEx+Ir3w/Y20C3kM5kTdckSLsVOBtX1JJ/nXafDPxtovgbwkYtc0a01F55lRRNMOMtuBwOwyawqVKqwlShGL96Udk9Uua9++60NqdVKpd7K57toa6Dcx2g0+WW8kimRxMkEiIeuTu7irXxCSXTdJ1u8muo7KxW2aSObc+5Hwf4R6kL+prmfAnxQuvGV1bWlpo1npOjx3HkmGGUOxI+6dvYVc+OHja48M6RrFi9kk1veadKkU7N/GVYYxj0JNeRhcA6lWVPERahKcbJaPa23TX11PWljYU6lKNKVp8s777c0OpvWXjDUdP1ay0MWBmgvZ3gkvImIVCyM+QW6tjt7gCvCfGmqfE34daHq8kF4+qeHr2ZppVkQNNaGR8lcjgjGenTNRfEP9qnVNQ0WC1g0zTYFtLmGeO5hlO9iq46duT+lZuvfHyXxJodtoZEMatEJpNQZ8MgJYMuOhY5xn3rXAZRVyupVlDC3hO101dNrd+Td94u/qtDTFY6eKilVle17Prr0PSfgzqR8WaB4k0vVZIm0SaHAHTy2dm+U/UEcexrzn4d6JceF/ixL4c1K6fTNFlLx+ZMSAAB8jBjwCa9S+CGhz2fgNbvK+dreoiRmAyBChySPwDfpUmo+PPDeqXl7a+INJujb+YRHdrEDuAPYDnjFds6N6DpR0eq/r0/U8bDVJe2lT5eaKt20e19Wr3+HT4fZrfm06HWfFVl8MdW0/wlb63cRpdRmbzCqOrbsgA9+faqHgn4h+KdN8SwpLeDVNFWZzb6fZwZkITBxubqMGs7WNe+Fviu+tNTvJzc3FrEIo5HtZcpg5ycL1FXbPxp4QGunUG8SyTRx7vJt1spFWLIwcEL6CvHjw7nHLrhpu8db7Nv8Al66+bR9LWxGF0UZNa/yVNvO0WvuPXrvxvqP2FZofDE0YIEqwvJH5rAcsAmeuM9+ACa8OX41+MvFXj5Lawuo9O0vUIGe2spk3tAE+VjuXvujcgehrpU+KXhKzurGePXZGis4Gjig+yynEhG0vkr1xxj3Nc1Fq3gE3kV6usz2VzHGUSaO1lQKWd3Yj5eOZDxWlDI88nf2+FltpdbN39fIxq4ihp7Kcpf8AblT/AOQN7xb4qnutAvJtQvbnVJI5Y4SiWyxunmqCMH+6dwz9K8q1izvcaXeTaXJZTefNC9vcOHLLxt59Cc9a9Z/4WF4DmtWiuNaiudzIzM1tJuYrjGfl68Csj/hOPh5od89yXvdSuZpDIC9pKwDZJ7rU4bh/OKc1OeHkrbtpu/pypaequc+YSoTUXRi2/wDDJP752X42LPxI16LwX8NbTTpDHb3uoqIwrHoSOfypfgyWk+Hvh92PH2BF+u2Qc/rXjXjLXtX+NHjFUg0+9i00Osau8TII488kZHU19H6Dp0WlWdjZQxeVFbWJUL6AEf4V9phqLwmFqYeqmpy5XbZpJSSv2cuZu3kzyqjcMHWqS+y4N+qqxf4LReSJrq3NtoN3Ax3NGjJu9xCP8K+Efi7EU8XXOfb+Vfel0xbT7wO2zzizJn3if/4n9K+GPjbEYfGU8ZHTj68ms8OrUJryh+HMv1Nqz/2uo1/z9rfc1TkvwY3wFGtvotzK5djLII1ROxKsMn8/0r6c+C9hqb/D2RrSVYFmvCyyM+0qoKhufXFfOekxix8C272+Hkmk/elTgpwf8B+de8eD9Jl8WfAm0srS4aG4GpBGePJYIGUt09q8vOl7RSpppWppXeqV0pbf9vMwy9r27m7v95030jO3/kyVvM97TRtNkuPMj1f7G8T7Va6uNrMcc4JPIqt41XT9J8F6rLNrqXc8kPlwql2SpYnAXg9xmud0n9nfw+JHkutTm1M26jEt9dErECOw4A60/wAfaH4d074c6rY6J9l1O/WPKixVZCmOM5GRwCevpXyeFo0qWHhpTeq1VlfXsm/me/ipTlOTaa8m22fKfx0upV8O6PayIE3SSS7Qc47Yz3rxJsDvmvZviJps2oeDbZ5WZ7q0O5sjkqwGf1rxgjqK/RZWdGi47cq/BtP8bnz+Dek4vdSd/wALfhYu6BYyalqa5H+jQnzJX7Kor6T8L2dxbaVDEhTcxMre27nFecfDPw/Zw2MFtcSBbi7HnFm4GAeF/EZ/OvYrKMRqVRQoUdPTFeZnNb2MIYKK1+KXq1ovkvxbMG1Vk6r2ei9E9X83+CRT+LFo/wDwi9pZxyfPHEk7BXAyzHvXd/sz/D2DRfCaXdrLZ3tzqP7+4bcJGT+6hA6EAnr615N40gTxx8RNM0aJJoY7mWOCd1cAtGgBJH617Tovw3n8B+HtYbwhNdW91qG22jmuHCrCpz+8yevvXy+OrToU0oK7Vnbp2u3ukt9nsfTZZRcp8/TY6vXvFt5pnia002xWCaxljYXKzsuVbIAb1HUAY/vCubv9bi0HxJa6HY2aZ1KSaQylMpDlWcMwHYngD2PpXGeBbFPEWo3XiF765uL6322Ll4NiSCNdrSDPXccn67fSvQrGxnk1R/FGmzLqVyIdiWoKiOT0O72x+prnqUXh8LXxNSLd04tapxv8T13s2leyVlrpc66lZTx1HBw6Pmv0bv7qvtzWUpcl+a6jJbISz+Huly2cl/qtjZT3ZtliuLjYATLtAyF7GvBrzXtf+HN49nLcS3Oj+e0LxzZLx56Fc9B+lfTvh+41e808tqmhw2V00zOZEbzEQHuT/EfpXjH7V+l3dvptvqOntFG25Ypi2Mu2OMD6UYCSoezdL3U9N/ua8n08mZZlRilz2Tv8Sa0d+6e7T7nX6d4V0z4jeFraYzxtGNkkN5C2Csi9Dt7dOa8+1Xx/4k+Ed7PpepWv7ySfzhqVmNjSxgEAkDrz1+lY37O/ji/t9WWwkiC6XNDmePnCNnHHueK9Y8Ya7p17fHQ3s7q7uLRVZZVC5mQEFlBPGACD+de5WwUc0knUgpTi15fO6+/1+R8pRqRyml7ONXkp6rV6JN7X3tG/yi076SPKbzSbrXtQTXLuwW41LUP+PaGSMgddzO/oinnHc1v634s0v4XaS6ktdX985zubMkr8ZJ9AB2/D1rY8QeOrPw3Z5uXXdcYRFwPMc9gvoBxz0rxfxN4b8Y+Jr6TUTo8kNuFwkpjGI0HfPauqVSnhorDxe3n17vz/APSVpuehKpz+7G8o7/433a3UeyavLTaHx1/B/wAXtLsfEg1DULuaMNKXeRARKGPQj29q9W8T6xqGt6a+ueG7i1mS5P8ApGoWqAGRcdJB1yPSvnr/AIRyeLUEiubRLu4dv3U6rkfie+K94+AlndaZFrGjX0oktL0GLLfMFcjhh6Vy1KlNNWer+Zkqyq1Enuy54d8TWWreHba1tbgXcryFp3VSAHHGBWhqGhzrm5I3Ac7V61xdtol18PvFVzbalLiCJsIyDC5zwfxr1LTtes9QhDJMo45DHFedXVpabDlFS92Whi+LPDp0e6hghuftEM1us6uMYyRyAR6V4d8Vrizs/EViI+Ll5IDMqdWXqM/TAr3fXrnSrKzuGldobxnjkt95wjRYbcR7ZrwDxBbW2oeLxqMz7hI3lo6jOP3e5ePrha9fKPcx0aqjspNLzUW0vvRjf2NRTSvbp8z6+8I3nw5uvCOnx30kNlqkMe5o5jgtIBjJ7EZ5rwX4+/DS2s9Ns/GGlo32S9kKTLj5VYcAj2OKu/Dqzlaz/f8A2rct35O2OPf5igHAOeg619C6x4Ng8YfBO40tI/ma3Z4lK42uMkcV20czhjK0qrg1K9ruV1bW6Wit0fU+wxmOo5lQdSUZe0bury5klrdLRW1t3Poj9hli37MvhEnr5cn/AKGa7nw3/wAlL8SfWL+Rri/2I7aSz/Zu8LQSqVkjWRWB6ghzXa+HePiX4k+sX8jXqS3PBWx6DRRRUjOI8ff8hTQf+v1f/QWrT+JDWq+AfEBvpRBZixl82RuirtOTWX8QP+QpoH/X6n/oLVb+LSNJ8MfFKqjSM2nTgKvU/IamWzE9j8y7O6+Fti5/4rONww+UFen0+WptP1D4ULd2rTeLIL+WKcSRecP4s8DO2vBgtlIxjxcRzQpvkhYruHPTPepIodPvtSsrGxheW9uJ1URTKCoB9/rXzvLSjeaprTqcEUlrG/8A5J/8rPp/xF4F8DxXhubq4js21EbwqAbZAcenarXhzwr4RmvP7E0y9El7s80Qj720HrzXnHxm8Nm48UaJYyCYWgtI7Q/ZGIIwGPzegHy/nW18CLe11jxRcWc8glm0+3kUSciXbjFfLLGQr5XHHVKUW2ua2tt9Op7n1KFPH/VoTl2fwdtfsF7xdqnw2sLw2Os6zGt1azBWUjJRxzgkCqNl4w+F1tcXLDxAkkswIfgA/oK5HxJ4b0rXtU1a6WJJM3DTMzcgurHivKvAfgebxhfNDDp4a9N2wYCLKgE9SfSvp8HTy6vhJVMYuVJK6S76vd6JWPOjHkrONFvfT4f0ie/+HLP4XeI9dlstN1Vbm9Zd7RgAYA5JzipvEWs/CvwrLHp97q0IdvlVImWTafwp2k/CW38BeEb65s7W01fW7dZHkaBQP+AevAz9a8q/4VJYanqmh6tp9qjRvKz3AuFA25wQMdTzmuLC47K8ZVqqGlOMbptLVpN/zaXtZaXNsXhlgowpzT5pb/DZf+S7nfeIPCPgrQb52n1iK3WRDcrAtpvkCDI3ZH+6fyrETXvAl9qUVhD4uljuJSqFP7OxuyOAxNb/AMR7SDTtYW7dUjla2aJmboFLuAD6DIrzPxdLHof2JLazQ3txKsUk0KhgACAH3H2I/KvLy7FwxlGFSpSV5Lu7de9+xwY+EMPipUoxdltdr/5Gx6PrHw/8M6Baw3txrsnlzDMflWYYsMckDNcpb2/w5hvg9x4su40icK0M1ptVu+MV1niKF/Enwi02402P/TtJZop4GcK8aMxKsfbBH5GvDV8PrHqVvcX7HUtRk4BVt0cX+9XRlWL+uUp+0ik4ylFpX6PTr1Vne/U6cZRVGSjSb5Gk09NbrXp0d18j6Ss1+GI8N6nfrH5umyRn7RM0TH5Vwf61wkPiT4CLGZkLnd8uTbSE/wAq3fA+ipb/AA518S2wIlt2cwgYx2PHvXztp/hC30nW5pJ082B2DQKh3BBnJ354Fd2V5rN1cTRV48jSXK2r6LfXt+AYiPJQoS5m7p/y20bWmnzPpLwv8QPhH4Z1aG80iOaK9aPYJI7KQ/KevbjOKt/ETTfhJpmopP4mijivL8faAxQ5kB/i47HFeE+D5Gv9ZtLTV9Risgl+i2MG3G/JXIzjpyOtepfG3wvF4n8Z6hZtstjBFDHDJKBhkCjCqfUHJ/GlXzvEUcwpYdysnGTb1vo4pJP1eu+xhGlTjQqYmbabcI7u323ttprtbcgv5vgXZ/Z0eymLEfKsVu7H8cVPq0nwVTR7ZrjS7v7NKcxtHaPuyD0ryGz0yHR9R1S3uPMiWKBVhvQpIbYqhgB77TXdfCVofHviC80+2hJGmWXnWucK0jHruBz3zXsvHYuVOVanJtQSk/efW22vdmFOnKtJKG7t18jtNI8efC3wm4OnWuqWRzjzI7R/l759q9osND8OePNITUEk+3Wd0ocNJ/CMenbjrXk03wi029jZZ7Z7PU5U3NceYTFuzwGA7/Su6+Er2v8AwjF3Baanb3ccbGJzbAqI2AweDXFRzKU6rpVYO71d1fp31X3sMRlVWo1Xk5QnCyUlLo5R5lZ3TTXkcF4ku/g3oOuXOhX9tH9oh+aT9ySg6H72MZ56VBda98Ibe+02D+yftJvPlt2jtiykg8Dp/OsHx78N9L8Q3k1zYWl9fgzFHKzIhIUZDDGf4vWqk3hHw78PdJt7+9lka8ykf2WSUFraRn3J/wCOrKM+tOGaSxFNTjzNPTpv9569bB+xbi1ou8pf5r8j0HT/ANoz4e24gtrcXFuluXt/I8llEZHXIxXW+HvF3hbxXJa/2fEGSdZJFcphRtxuByODzXjXwP0m48UMsllFE8dzrNz9rcRKW8oJGRtJHA+bNdt4Xh07U/HWtLHcXllb6bBNGYbsD94RkEoAAO2a/SpZbhsLDWclNxT6bNJ30V/LU9zKchw+Hi8VOpKPPGUrKVTZXad1J2XNJ9tbm/ffF34d6RcTWc+qWkM8Rw0W05/lzS2vxo+GjTeW+tWsDsMjcpGR+VQ+FfBvhXWLS3bUHfUJpF3mSKLCKgGRuOOTx+dVfFngHwRpvifw5K2mOIJpJUkl2A/dxgHvg54qlLBe1dJqT9G+ny/Q6p4KlLFSw8cVPRvZ1ntr/P8Ap+BtH4xfDFZfL/4SGwMgAIUg/h2qwvxb+G0ygLrdi69OnH8q88vfhj4c+KfiCeLw9Zw6Zf6XeYAm6XEaNguDjpnjH0rWu9DHg3Wzpt9ptqDtLpHFCCJRkfMpx+YrlxVXD4aHtIUptWv8dnbva23n5nLWyyvSgqkK9RppOzqVFJJ9eXm+HbVO2vqdavxV+GacHVrDceg2/wD1qY3xq+Gu8I2sW2/dtH7s/wCFchMpOGi0qzhVvmHmRKWFRTRzs+fsliv0gWvF/tvCv/lzL/wP/gHjNT/5/VP/AAZU/wDkjqdZ+MXga3tZXtdaszKqblViQM/lWtputWGuKt1ZkTwTWpdZlJ5BUMOD6ivPZreG1t7i4vrWzaFI2YssCgggZz0rvtDjSOzttgjEMsOIvLYHKiM8kDp16UPH4fExtSg4u6Wrvvfy8jzc0wkMRluIq1Jzfs4uSvUqNXWuqcmnsbV3IshnCxq8fkRhWx0JDjj/AD3r4Y/aCRY/G5AXb+7BzX3JJCIJiQxOYYgQen+sb+hr4i/aLXb4qgbu0Kn9B/jWODXuVEn/AMu0/wDyov8AM0xkpSxlf2is1Xa76rD0v8g0nSZj4Es/s+0h2aSQsOuWOMfTmvYv2d9Ulk0/xFoMEjR3uzzbZlbkPgg4/nXjnwv1Ya1o82hSOFkj/eQs36itPw/fal4N183loGRrecPjJBbB5/MZ4rhzNKVVVJK8ZJfcoqMl8vyt3POwjnTlOjF2nzXXrzc8X6XST8ro+j/h78N9R8caLHfeI/EFzdSRzvHJYuxijQqccgcuOO9dtH4i8CfDtjplncLqepSIV/s7TYwzEN14HA/E968717W5/G03h+6sdVuNG0PWHW1mntkyyOQTtOOmTxntXqPhnwD4T+HMPliYTu/zqE/eTTHvk9ST+A5r4+D+pzlQrOELv3bdtflquy+Z9NK2IhGtRUmrXd+j2a9U9H5o+afG3g3UfDN5Bc63bx6V4fui8cMTkM5WT7qtj0z+a185eLNAm8N65c2UykGNjtJ7r2P5V+hHxf8ACMnxK8Hz30kDW8WkRPdQ2aYJkKgthj04Cg4HvXyR8RdFXxF4a0+6mZI9djjx5QOTLGBng+o/lX2mV1vrFJ4R3vvG+jb66b+8lp5qy3PAr/7NW9t0ej/z+XXyfkYfhG0bxJptiVLSy20ixiOMndkHIPsMcfhXrOq6wmhQy3V6fs9tGMMzHvjpXjPwi8UJ4V1m6ln8zyBCWZUGTxzwPpWp4z8WD4nNbWmmwzQWUbF7iScbQMUs1pSq1KeIl8Mlq+zWj+9JP5mMLU+am9ov8Hr/AJr5HsXwPttJ8cePr3xBbRtcQW0KR26J8v7xwdx+oH869+8eeMJfAuhrJY6dLrEqRlRbEhlU4GNxPavk74b/ABOufhrbQWulb47GNg88fkqxuAMZOeucfyr2G18aXPxSgmN5qCyaQs/mfZPKMLeUVAEcgPJ5GcjrmvisbiHRlK9OTTa2V3ZbLSz13tdep9XltSFeHs4uzXRu3zE8IzN4y+H/AIgk0+aGK71aa5ligib5YCT/AKvHbGQDj1qt4R0O++Ffw513+3bqO3WaKQ29usoYISMAAjuT2FZOoaff6lHb6Vo0w8OabbttiWxTdcSDIJ3FeEGccE9hXTR/De0s7O2m8QeIJtUnVt0aXQ3BTjPC+vua+pw8cRWpuWIjyb2TacuW7tzRX2rPXpfcwx1GnRq88qihGTjLVauUVD4FfmesE7cje9mrq3jUniP4q6tf2smky6ibWNtqKwJC44UDPbGOfeul8PfDnW9UuheeL7aTWL9n3zKZ9sMQ7E+p9hXqsfi7w94PtJrm/ZjMo+RZnBkIA788V4tfftCarqM17c2ekm20iVmVZBh2PPB6j9KmH1OjBujFOS62X6aX+b9Dz/bU4xbjG77z0+6CvJvylyHqlvJpHgeN5Alpp6h8gKqqG/E9a4rx18a7fW7V7HQLNl1GMjbM8eVcH72317YzXmetaleeMbCDUUguryeN2QmZGG0dPu9s13/wp+DbaDfw+KddH2WMEYtMkBVPdv8ACo+tVK0fZ03by9O/Zd9EcNWpHEWnVfNyPT3dFLb3IK/vPZXc5dmhvwr+Gkl1r8fiHxzetbRqymBLtxmVycIeegzjA9q9d0nxY1r44fR4dAuH0uQmKbVJgQrEAkHnqO2ag8ca9Za/4aTW/D7R6xb2cv2eSxUAbMHlyME9QorS8Kza94y8N7rpG0G5uI3tYU4by2AGyQjr3P5VxvM8vor3qyTTtJ26rW3e1vv/AAO2GXZhWlL29KLbV4rnlonpzS5YNObfVSfKtIveT5Lx58J/tGsXNz4feyeSR8tYtNsYMeSePWvNvtP/AAqnUJZbt7oXMkuZtPlxgk/xA+npWtofg3XZfiJe6drV61j4jaXdLcI/E8YPytGDwQemO1ex6p4Vutc8QxDUNKsb+0tYBFEsyBp53/vE9gK8TEfWaGNaTU4S1VtNHZqz1Uk1rfTRbnbLB0KsObWNWNk3/M0tW10u9fmcHqEejfGTQIBY34i1VE3xGU4YgH7j/wBDXnOsWPivwRiz/stpown7qWVSAXJ6H25rsPip4Pf4ZaxHcWEqwXE6qbeAA/KM/MhI9SO9bNpqHizWNI0q8jmhIDbbuwmXzY9hI5HfoOPrXtxlGpFP8zglFc1pbnmdn4N8Q+Jo59W1a0aW+twojthL+6VOmB/PFcf8SPDlzaWzIIZLR4IxMyOdrA5yCo7jg19DaD481L/hOjo40eC2sfuxzJGTliMAknpyR+Vc/wCMvCd74gE0+qNDfTodrxQzAyqvIzx2/wAa1oV54bEU8THXladltZW01OetCLs6e6Oc+DfxVbQWgmWUXkTSsXhlXG4Njb9MY/WvqbTPGxl0WC5kRbZJFLMhOduegr4vuPCM3g2Q3tjHJNpo/wBdARmaEdyPVa9J+G/xDh8X2b6TNcCIh1EW3jeOg+le1L2Psf8AZqa9ne/Mr381JN6P5emh7NPMaeIw8cMqEYyjb3lzXfk0219yR+mXwFeKT4X6RJDEsMbh2CqMDljzS+Hf+Sl+I/rD/I0fAfTTpPwr0S1bblIz93p1o8O/8lK8R/8AbL+Rrph8KOV7noFFFFWI4f4gf8hTQP8Ar9T/ANBapvjJJLD8J/FrwkiVdLnK49dhqD4hHGpaB/1/J/6C1Wfi8pf4WeK1ClydNnG0dT8h4qZaJsXofiBoMPzG9vQyvNGUKyLk7gOCuOteyfs++EVn1ptQvY4pLS3T7Uk0i4cY6Z9Oa4v4V/Dm48Ta7NFcK8UNsPlLHkA/7Nesax4u0bQ7OXwppEyCc4FzcsNqkDgpuHQ1+d5tip4lPLcI7zmtX0jF9fu2NsBRV/rFb4Iv73uor9fI5fxh8QrvVPFWqpbRNH5m7zZemFGAu0nuBWz8G9D1DRvFGtavc3zMLmCCKKWMYJQypkH36ivL9a13zr69tDcyPa4YedGg3jHOMnrXtPwH8VQ3fhXU7zVPKt9KmnTT4riYkuc/Lu+u54/1qc4prC5Z7KmrR92K+9Wt9x25fKeIzD2r13b+5ni+m3lz4Y1vW7ya7+06UyeaVU5O89AfQ+texfDuS28LfCeXXLWVo7/VnYRllG9Qc4/L+lec+IPgz4i+HurX9pe2K3WiSq0UNyjbllU/dJ9+ma77SfK1z4X2VppVh9t1TSdsclmXCBSc5APc4JP4U8zcMXRpOk705SjzNbW6KXbWydwwdKdCrV0/eRi7evdfLYXw/wCMNS8M2kqxGSe2kffcEAb3B+8c+tZX7SljcpceErjw7eTQC4cySKCVz90jOPrRpmmanrV5qGjmyms8KvkzBslieoH0NbXxX8SN4Tm8M2d7YvdRbFgmmCglCGA3e/HNc9eTw2YUXSV5SUk13Sjdf8AVGU5YKoqnRx5fVvUPF2g3mveFtU1G9ge1m0y4kH3gFntwzEE59NzVwum6tpXiS0sV09FnMrfZpDwCjqNxx7Y/lXr3/CP6s3ja+lETXWj6hBEpXOU2qpJJ/En6ivA/Gng29+FviSwOi2cw0i8ikljaUEeRM+cp9QMDntXlZLiac0sNKS5mlKKW2qbcX1umr29fQjOsCuZ4mCejad122fpt8z2TwB4XGkalv3eZa30clvcW8wy1xk4BPPT0pbz4baF4N8OvfJaGFV3TYLllU56HP+eldN4K0DW7r4d2ms6NaRtrmoR4hMzAx2gxyxP4cfhXl+oaX4/1izu7LVVvZ/tEmIp3Cr93glV7qeuaqNCvjcXUrUp8kU0m9VzWvfTqtVq307G/uYbBqjiVzuSbStpFO3Xvpsu52eia+bjQfEzWsQlK2jBVDbg/yk9q+fr3W7DSdPgmv4REsjLuXl26Hkr2Ga978F6IdLvb+AxLbo+nP5rI3JcA15Z4x8B/21poCSBowoLPkE7c889zXpZf7KnmOIj0fI7/APbp5WMSWFw3Zc357HJafd29rq8U9rPZSMyfaII523AMeQdx6Hgce1e/Q3Hhz4oR6HqWs6n9i1+1tjFNJEf3E7MNp3D14/WvFYfANlr1nNZmF/tFvGrxyRR/K7Z+VAByc89K7b4LfCfWo7q+kuLKd4pWDfarpgi7gOip16Y/OtM6jgppVqtX2c4bS0T10a13T6oWClVnKVGlS9opbxs7PtqrWau9U+pe8afDV9Dvoku7ZbmxePmaA4jlz3BP3T/jXmfw90y4Xx9JLFqU+gzxvHtNmu/HJGD6ivs6+8Lxx+EjY3qo7x2skokmICoeMDB5z1xXxn4D8R6jovxImTS9NXWoZIJLfyfNEeQGIByffmvpOE6+Kr4aspOMm4OzdrNKdrtS0V0r2fyIxdGGFxThC8Vppva61V+up7aupeL7/Urq3Hii4VF8zyrj7LGEZlzhSSOpxXSfBq1vG8O6i1+JkeUFj5lusJDA/wCz1/8Ar1h6x441Xw/YxP8A8IbHHPE6t++1BCFf14B55713Pwy+IGo+N7O4Gp6W2nuqkrukV88YOMAY5FejieeVem4qm46bezv125dbdzaU7Yarzzd+WTtrrZX/AEPlDQ9RvfBUk0dmZFSd/ObzZCQ+eox24zyPSs/xD4i/ta3hk1cMUknSVGDEn5A4XJ9Bvb25rsY1fxZ4l1aysvD9xqt9YMfNREA2JkrnJIxziiTwn4i022mOpeCY7fSyT5zKwZkjUblwM9cAn8K8nmjGd5R971/4JyzjVu42bV31PRP2TdQtLBUBIjjl1S4ij5zuJgjI5/CvcbLQdNt/GHiSf7GskrwCUgcnkEEDjjOK8M/Z30iw1HWr+z24srfWpHjRTgqwtwf5qPyr1nT9O1yH4qXMkd8HtUBZ4pMndE3QfUEHH1r9Wx37xUpRnZujHfTt959/Rj7TBUXTq8rdB3u7aKpKy829dCP4c/8ACOal4ZDoi289vcSK0F9LsaMbs44PPtXO+PPEWmNb3cVvpg+26bdh7V4zvhuFGOGPbK1hR602r61q9xa6DFbtFM0DRZypIJG+r8dgbeBS5XeeWwMAn6V4GMzNYPEyUeZy0ertuk3sdGKzCODxbqQnUlNpP3nazkk3e3XV9jt9P8P2dr4d/wCEl8OM1hfyRtetCx4ZerLj04IH1rJ8NXVt8W1sm15zZa1ZK7ReQ2wyxs3D47Y+X8c1jaLv0TxJYaoJ7hrSFTDcW8ZyrRMckBfr1Fdd4qi0LxNpupX3h68jt9b0e1Miy26FcRkHC475AK/nXbHEwrx9rCV5S2l1j05Zd9Ovbby0q4lP/aITcqk3aFR3bhuuSfdtaJ6qzbXlyevW134f1o6fqEf7ooXhvsgJKB29jVaSRGCkNxjpXM6t48t/E722k31lMLWwtmSLfIS0rsPl3E9sd6k0nxFb2OlwJfFYVjAjEmcj0ANeHmGVShedNe8vijp98ddV3S29Dz8dlslzSjZVIaTgmt9buFm+ZK3vJfC9Ntukn+XTrgJCs8nlSFY26MdpwDW94Nd7jw7oU0tqbSRo2DQN1QlCAKwJpJktybdNzkEIW4ByODXTeEdSOraLp9zMYxOZfLcRcqHUFSB+IrzsvavJLvH89/0+Z8ljkpZTj0v+fUvyX9fM35mVpcbhu8uNivfAkXn9a+J/2lFx4gsyV2t5eD7kBa+1pY4/MhlK/vDblc+wZG/rXxl+1BFs8RWx/umRcfQivTwelOf/AF7/APckDix7/wBvxH/X+/8A4FRX/wAiePaTqU2l30N1A7JJGwIIOK9V13XrrWLS1uxKu24DEtGuCMAAA/rXjYbBruvh7q0d1cDSbtysE5xG/wDcbsatU44iDoSWu8f8Xb57etux5+Lhy2xC+zv6f8Df7z3L9nXxtLpt/P4ammWOO8BktJJsMEmx2+v9K+kfA+oRafpNtHr1go8QFWM8duwkMoyQpz2yBnHQZr4Z1SxvfCuvpIknlTQOHikRs8jkGvq/RfHVjp/g/wD4WKZjGH08Q3cfl+Z86sB0z1BJ/Ovg8yoylCOKoaThbaPNJxvsr9m/y8z6DL8Qpt0paqpdq7slO12/+3ormX96M3u0erXDan4sjNvJbpYaQ0ZSWBTgbCMNufvwcYHHvXy58Yo/Dvw/8fS2VtLBJBMqGG3hwwtt+4EsSePmBH0Iqn42/aa8UfEyyay8PSNoel4KlwB5rgHnp69K8/0jwDqeozSCe0FzbzEu91ekhc7jyGPJ616uCjUVelX5HzJptN3k7a2dtIpeR5uKhPEXoUlfe1l+hzFj4fuYfFFxqkssNvDHITHGjBt4OcDj2rRs/Cuo6nfT/ZY7qeNyBsAIB/wGa9r0/wCGuheEPDFxPcn7WSfPO5GKxDHIA+83f0rktY+KS6fCU0202RDhJLjCj8I14/MmvosZXp1ZKNS0UrtRXvS1te726dNEcVDDrmdSUud6L3bcqS6czfLda3UXOS7DLL4fppIiluLY6lqCfN5KsEt4TjjzHPB+grqfB+vaPa3Qi1/V7a8k3/8AHrbP5dvGP7u7gE15HrWp+IPEULXd9fuLJmwkJkCD8FHWtbwj8Ldc1CQXKWUh0sAefdTxlIRnoCW65OBwO9cDrT5HOkrQjf8ADe76v5vyR6arSkvZUdPKG/znJN/dGFujPfPjBrw8A+G7O80GzSWKZvKCg7YxkMSxI+mBXzV4q8aal46kt7VddeOC3R3uorUFFzuwAAOvbk+tfT954TufEPwpTRdQEQubfdbERy7wpz+7JI5zkID/ALxr5Nj0EaDdXUFjbyRX75gZJCXX7wJxxnqK4/rUKsYzpvRq62t2f3anIlLAxlRV1NXTk/id/ei5Ser9yUb9L3XQkWzu9WaKGC5uJpGbdJNdsCemMHtjFdavwy1W4s7bTYZobiVnykMCE8kdSRwK7rQ/gxfeKtF0qTeNGgiAkuJunmHqwAPWvbNDvPCXg3VrDQYLuFdWvE/dNICxY47ntXDK6p+2k+WCu9rvT8/lsc9HD1K1RUoK8u2l/Jyb0in0vq/sqR5n4X+Hw+EnhJrvxFexzzKfMaMt8kY7Enviuo8XeE5Pijovhe403xBbR6XdMEuRv8pn67cA9TwRj1rC1z4U+N/Gl9q1rrd7bpYxO32ZU/j5yAB6e5rpvDPivwJ4d+waZrEZi1HSVG21MHzBwDwhPrng964q2IddRWAla7d3a99PTz26ep71GhDDSl9Zh733Jd+Vea3k/el5R91cl8R/h34j+COsW2veEryP+x7hViukkG9UccYcdwexFer6Pouq3dt5rGCe+mJke5ic+VuOD8ntwK6/w/q2n/FbSdlzoU0Fr9o3Rw3EYw6ryHI7enNeKeI9R1H4ZeKta0fw48l9oMpwkE77vIYkl0Q5yByRisZ4Sk8RGtOCb1tfe6097vy7LfTzG8ROjS5FJqD6Gx8R/hjqPiKO8u7SWPT9ZthvttQ3cnABOfQcD8qo/CP4mfbNMuZ/FE7jVbKLZ9oSMgTYyPlx1PSszUfiG2k+Go7bV9R+yIq8Kx3Ssv8Ad+n1ryHXfjzb6fHJb6HZKCcjz5R+oFfQ0sqxE1d2pQ6N9uvKt7PpZWueTLMG6n7pOT6/8F7fieiahdXniCWY6nPI8ccpmja6OAueRyepxSR+LNI03bG+qxCboDG/Ir5p1nxtrGvSE3d9K65zt3ECsbznLEliT6k16n1LAr43Kb+UV91pHKo4lycnJL73/kfU7+Ir6+W4aLVhLCxwPLQbwvPG7r6VHpMv2O6iuoQwfO7ex5PqPpXiPwv1qaHXvszys0UqHCk9xXstnqH2NTA8JlbkqPSvKzLCRoKFSi3yy77prdaWv0d7dTDnqc7p1Hqrfd/VzZ8RX1m2oRR2oiJuF3qNwLEEcpt9jmuO+G+i2k/j641AD7LaW8mArDaCfQD61i+MFOn+JNMv9LSK41BgZGikcr5LZAU++cdK9Fu5G1G1j1WaKGx1Gcqs0KAhI2xjOKyjBU1zReskexRjeftOp+l3wMnNx8MNGkLb8ocN7ZNN8Pf8lJ8RfWL+RrN/Znj8v4L+Hl81pj5bZdup+Y1o+Hv+SleIvrF/I19BR/hx9Doluz0CiiitiThviFzqWg/9fyf+gtWl8Tt//CvPEfljL/YJsDGf4TWd8QP+QpoH/X8n/oLVc+LMqQ/DHxRJJI0SLp07F1GSBsPIqJq8Wg21R+aHwu82PxRfySBWllg4REAbAxwRXf3XwT8O6tokUt1p6W93cTAlYZxGzkk8Z5znIrxj9mvXE17xJrF6kkhheGVEeX7xCqOa9/1P4g+Dvh74XOsavO2pXtnCpFvF/E2RjGe9fmuEoxwua16FaCTioaa8130TT6W/FnZzSlgKMpvVuW/9ef4Hzb+0p8Ev+FcaTpmsW322CW/vhA0M8gcdQQ2QB7itb4GYtfAd54b1mESWX24TFFQmRgUJG0joQ0amvMPi18dr74k3BS8nu5rGG4E0EbDIUFgcfXHGa9E+Dfx80/SvE0ls+j26tcMFgmmn2IuAw+Ykdef1r7LM8DPFZZRoNbTk9HqrcrVm+ybOTD1p0KrlT0urM9X8VWG3wbqN5e6vM9itx58Vu0fKq2Qy9f8AaH5V5l8E4U/4SDWX02+Een7oiI51LMflOMY6GvZfHHiiw8W+E7+1ee2mjmZVC25BRCrAnJ/DFeXfsx6Nb6X8TdX0pri2EbbZFjmYZdSG6ewrycDhaUsFjKEU2rR0fbmh+KNp1nGvCUZar/gnv3hPTtOtb1EiHmTxjfJdSgHr2yBXkfx1tjcY1u3gWCytbh1lDkOrxqPldR+Pb0r6F1KHTdA0572S8tLaE5TchGCSCAK8E1a4srjwfMqK1zbxzFjHNxyXIbr2+cV8tjsJHJ506lCL5XKKd731utG/l07HdWxDxuFqqTu1FtWt0af+epL4HXWPGnh3TNVstUkg0u4jaIRxpnO3I+o54p3jnQ5bPwzrmi3Mn9pSLpx1C2faA8ciHDJ39Uwf9o1e8H/ERPDHh0aRFZwLZpuMbJ8rKW/+vXnvw7/4SO+1TxTPeyzzO2n3Dhro5HmNJGQB6KAv61lmWFoU8LLEQVpxkpdF18uvc58uruvVjTqScuZNWbe1vuO2+FvxOtvBPhPT7TV4fP0K2XMzRyZdYm54I64ya9Ek+P8A8L9Q0HyPC7tPqTw/uztBdAOx3dq+Wfh14Ymk1KW3lM8yrF5E0Xmbo9zDOB+BIri9e+Hd94J1i+vNKuXtrFopFRCPmiboV5616+FmqdavhYzaU9V2d+nW3Vq3Q8+eKliKEaiWsdPys/0Pcfh54/tfGniDxFZM6+ZFZzAqo68Hcc9CK5y61Cz0vQTpkF0suoSROsCqMjdjIBrk/wBm21hXxNqMcMj3MDabP5lyybTlh90HvXIar4s0pbqWGG+aO8skYLLNlRI+cYz7AfpVYbL6lTMsTCjFySVN6Lyl2Kxcf+E+hfWzl+h6T4Dit9F8VaVqGpST2dpDcIjLcH5FkP3cY7ZP619f+DfCo1DTNMvNMjFzbuiyG4LthSGI5z16V+breIry6sUF3dsbeN443Hnby53hg4HoFyPxr0nwz+1B4p8L6PotnDq7fZ4w8M3kuDGV6L8vUHgmvWqcOzxWJVfE0XOyty2kk+q2W+pnhcwq0IOlF21vdb7bHqv7YGozn4hR2Es00Dx20TRrA7BJVJYMSB1xgD8a8a+H9rYxfEXT7eR5Le3uQiCb7pXLgE5rA8U/tA6pqmuXE99HHqmoLmKG9uAWPl56Acexqv4bsz4q8SWsN/drdb7Z5WaOQqYmLAgDHpX02X5fiaCqrEU3Ti4yd7f9veX4tHDOd5q669z7j8R+GbG4jZ7uSFjbj5/3gK7V5zt/iPAqt4D0SxtYZb20u5pBPLJ+5nQKy5J6D09Kt+AfhL4a0/wzAbW08+eaBTNNPIZXZumck9ayPDfwmk8HfEHVNWgnl/s6VfJSB5SwBwD07d6+Vq2jjcOoSvHvbezWj1aW+mp7c+WeCxM3G75J/K8JanLp46+H/wAKfiJfMA1re38DG6eWNmDNww56ADArb8XeLNIuvhmZ59c0yS5ksmeQxyqm9mgKn5Scj73SuQ8RfCfTb7xFfX2qu2oJDcee1uYmbzo2IYx5HJwCRj6V3fiT4P8Ag2Tw3Pfr4agngkhR44PLAZNwGT9QD3rysDUw/t5U6VWctG5J66Kydrpa9lex6mNjW951Kair2Vvn2Z4v8Dry5k8Q6tLopMjjVLOXy8AblaB94/Ed698j8ZaZb/E77NN50M8im0YsBt3ABgfXBzXhP7Puo2+neM9RlkdILcy2JDdsASxj+gr23WPEui/8LGigurNY51YwNI6DliAVfpyO1fuVaMatLCrlb/cLbfRdT3MDTjXwWGpunJtUqivHVu05b9LL0vdmTr66F4K8T3kMM8dumoYlG9wQ0hJ3YqrqWnuyq4xsPQg5Ga8P/aQ8E3fg/XtKgjvzcLdTSzxeYWO3Jzt/Ou8+G2uXv/CvdNXUJGlu5TtjVuWwDgE+2K+Gzeko1VUUrtqP5Hm5lrVi5S5m4Rba6vlV+3z8zqvtDQ2cmwfvIwTk9zXOtDdXC3K2l3NaTTrtKwnHmdePzPTpW5cZkcxuNpIxxXP399FosjC5kSKXdsjV2C72B7fzrzsJiqmEqc9PXuujXb+tjiwuMqYKfPDVNWaezT6P9Hut1qUNVt5NYuDd3dv5V4qBPJUbcMvGP0qloK2up2tzbaoJLCZ0DKAoZAT2Y9q1Z9G8WalLetdS2UE1uM+ZbJIXLdlGRhjn9K2v7D1DxxqV0LYRxXACidYuIpVzwynHI9q+0o4yjiqblDpZxTdnFXv1Wq89b+r0+1wVfDYqnKbs1DWmnKzppSvJbarX4ne+t1du3nkjav4e1qxuL6S5v4LWT9zCGCIA3AOf4hivbfAs0U3h+EhFWVbgO6jAIZn54rz1fCMsOp31nqWoGWa3lKopXOADnAyegrtfBq29rHLDDztnG98YJ2lSB79ayqU8BRjNwk/a6Nq3u2ck9Pw9NjizfB5VHLsXTpykq84T0t7tnrv56PrbZnayYW2i4GTFJ82OeApxXxx+1SgXxChVNu2SRW9+lfX9zJiaNSRgwy/L3+6en6V8p/taW6LqEcqfxS5J98HP8q4MH9qHeMl90ov9D8vxcubFVJ9/q8v/AAOnUX6HzhndVvSZWgvYpFbYVYHd6VT9aTa0rxwxn55GCj8TSs5O0dzpdra7HrviTUBq8FrdgoybFBkB5PGcmvbP2aJofEHh+/0m7bdp1wjbref++Mg47YKla+fLzdbyR6faxh4YY0jJxnc+OcV9NfAnwBfWOlMbqH7J9pXLRjqqMvJ9ieB/wGubGUlLG1FDZSbf43Xze3/APNy6n7Sjyylyxtdy/lS1jJ+js7ddtmyTTfh1H4L8Qw6VoVvp5aQNLe3FwwMqrwQsads+p4rI+J3iC+s7Wy/si2Se+bEIRRukjj7uq9Bz3PP0q54/1aXw9dtY6JODd/ZP9O1iQgylY0PC+rEKR6V45qnje78KaGl3ErSapMpi82Q5MeeWGD6cL/wH3rFc2Jm6OGaUVu9bJLT5u7Svq7vS1zSrjK1SjCNWkouX/LtO6b/vvS/fkeiXx8z0jutq11o+lmXXNTeSEnzCjSbmBPUH1z6VnaH4m8N69LNBb2yyXghdoEdcAyYOOteK6prl7rExe6uHlJOcE8flTNJ1KXS7+G5hYrJGwYEV20MPgaclGpS5lfVtu/ySaS9NfNs5pYOvNOpUqe/0S+H02vb7j7E+Av7Mr/E+Aa5rN5e2/kfLHaIqKSe+Ou3B9q+sW+EGk6TZwT6nJfRxWcZAj3GRQAPvOo6mvj34JfHTV/hvqdrdtcG50e6JkJkUswYgZVR3r6Wb9tHQL6GG1tdLkS5mKo1zqThIt7HGOMk14mb0qcalT64uZx5lG2qitrJK1k9/NHr5fWfInS0vb5/8MzxPR/ibY2vxMtPDa3aX9jqiy7JmPO9cHGPoG/HFdXq3hXw54a8RSarqFpAkcvzQN1Zn/iBHrnpXlnib4J2lt4u1Hxlpuu2LXNnc/apbNVZVhmLkgDrgZ/SvQvjBpN3rmg6HqlnG081vOokiRS2VcYJH0OK8rBYrBVcO6dJJuCvqrWva/buvLqbYzBYuNWnVqN2leLtZuTjzSgk9XGy9om1aT91Jo474tfE6eTT4Wsop7ayjfYBaqPMKnj8BXjo8YX2g61LcbvOVo1ksri6+8pB5B9CTkV7Uvw6mt73TNW1u5a20q0YTXNmgEhnj67cDpyOtejeMPgP4T+LWj2+paVBcaM1xbh0XygoweRvTt+FRh8dRx11T/eJbtfkuj+T6j+p16NOPtI8nVLb52/V6vqzlPBmg3GvX0fiaO9u49TvIQLexZ28qIsPmbPQ5PStnxJ8H73WNW1DU7iWNryxijltZJl2xBkHzBz3BI/CuebXvGvwHt7XRk0y1utMijkW3mcFjJgfKVPoPQ1kax8VNS0fwnJLr2qyXEM7faPJY/NIzDOzHYA9q6cHhniKSw1GN5bXbtZL8lFb3t59QxOMpxTlU3fTz/wCD5HpmrfGgx+CrQqq6PcPH/pU7AL83IO31zXzF48+N8KtJa6EpLHIe7c8sfUV5v42+IWpeMtQaWeVo4BxHCpwqj6VymTX09DD0MDrS9+f8z6f4V09Xr10Z5DpVMS+fEbfy/wCf/A/E0tT1281eZpLmd5WJ/iOaoUnYUvanKUpNyk7tnbGKiuWKsgWnURxtI21AWY9AK7Xwv8OrnU3Wa9UwWvXBHLVVOjKrdrRLdvRL1f8AXkZVa0KKvL7ur9C98JdCaa6n1SZSsMY2x+jdzXsF/pd1D4auNTZ4LMyLugExO5xnnCjk8ZqjounRW8FrY2kQETOseMdMnAr1JvhzL4o8cm1eRX064Vo47hDuRI0AXYPQ4/rXj47ELFTUKKvCGi8295P1/JJHFRpynKVWa1dvl2Xy/Ns5v4f+H/C/iD4dSeItTzcX1sptJNq4kkcMGjYHsfWpo9Pi1CFblxlpXGI88j3rpPEfgmx+Ffhm48PafYypDcXXnRyPLv3qABuPHBz2rntNtQ1nAS0hlbqqjGOayUuatbsj26T97l8j9Bf2dYVt/hDoMaggLG2c+u41a8O/8lK8R/8AbL+RqD9nsFfhLoYPUIw/U1N4c/5KV4k+sX8jXvQ+FDlueg0UUVYjh/iB/wAhTQP+v5P/AEFqm+MkYl+E/i5CpYHS7gbV6n5DUPxA/wCQpoH/AF/J/wCgtV34sIZPhn4oRSVLadOAR2+Q0XtqB+Rf7Mdq2m6ffXL/ACBtPunVO+BWTr3jzT/E3gMGeyke+huFQRtnaGz1yeoIrQ+DmuWfh261+4jdr6LS7B1dZvl8wMeVx0HPesTxVqFlq3hu0urKzazsdVyDFt8wQOjfNtI559TXwtaXNnmLryi3GpJcr/8AApWtv8LuaVIt4GmnvFyv6NrVfkZt9arq1/JFZ3dtb/ZzmWFYwMp2JP8AEOas6r4as3uINSj037X5mCYYjgDjqB+HWsa+t7e6WKRpI9OS3G4gH5nUc7ePavY7qHRtT8LQ3wn8hPIVTJGQuB6e3P8AnmumtKWHjBr06/oeFyypwUkvL+rHl+qaw66TJp2nzyW1rIAy26HL7zgjGDnrwc1SsZL7TPEltqkmoRxzQoiu6ybJ+B0P4Vp+HfDl3efEKK+s5oTZQt88ox8qjsRmq3iHSY7Xxff6gwEs/n5HHykYHbvXXTrSi3CnPpr39Gac0tlJfqeia18Wf+Es1Kx0y4d7WzhVUCyONs/QglR3r0k6e/izwzqMSz24lWI+bHbggIOMYz1PyCvnP+w9O1bWswSRwyo28+YSMdCa+ivCwt9C0G7+2XMIu9TRkiijUBuEIOSOenc18/n8nVwV1J8/utLzTV/wuz3cr96TVtGmn81/mcYLGDVtPOmi8814Agk2kF8jBBP5V6T4Thli0PxHf7SIorIx7n6E4yf5V8/aOY/h/Zxam6TX0dw0iPJHJu2gEsuc+1e+6J42Q+CLCx+0aemnalYS3EpZW805ZlHPQY+UHPoa5c0oSrUHCGsX1/w+9b5tWObKXGniPat6Jfnp+F2/kcf8Pxptjeaos94ZoBKXeSLlgSCV4B/zim/Gyx0r+xrWx0W5e+S9UM93JGQVLZPYnnrmuF0rSdQ0XThqemyRyQyzcN5RkDqAAQ2PYDn61pP44+1ebDPbyWltHEZw4XdET0O3uK3oYacK1VxSldp36pqyscP1icqaw8VtfW/n2sZXw08Qj4b69a3N8kMWl3AFqUTqM8ZP41v6r8F57XWb/VrGG31nSrt/NgVtpki5yQPUH+lea+IZZrverRxPps9zE8c3AYksPu13j+N9Q0rVIvD2xbqxnYQ+XBLtlRAOXHow613Y/B16PJj8HO05pqa6NQs11VmuZ9dTrpVqNSmsLiV7t7pp7bXvpsPm8rR/EhtZND+yW62HmHz4V2Mc/d3Y4PWuca4t1tZb200mJIoPlWTyRgqCQZAO4IC4+tfQ8s161jFDolxp+oqkKq1pdKGcnHfJ7/1rN1G6gmaKO/0+xs44bV2vrWNNzR/MqptKnjcWPHtXytHPq8pJ8t/STv8AOLV7vbqru19j0K2QwjH2tGrou609VJNp/wCR8+Q2FlqVj5+oQwx3JyhaFf8AUrkbV/lk+9efahZy3fivytJvI7dGBjiycYx64r6o+0eCUsb+106SSGdImmkt/KDtsAJYgMOcdce1eB+IfC6eG/ifp0VoyXIiiS6kYQbfMQgMflzgcGv0LhzOVUxE4yjKLUJu0l2i+j09Nzy6uDnhYqUmnFvdO57L8DPBHjjw1qQfTfFwmmlh3XMV1C+xEPTaWPWvcvD9zq0esXFtrGs/bJz+8S3WEIuOcnPeuE/4T7TvEWhTQ28TLcLEWX7PC7IcZ2g4wQPlGeaz/hL8Vte1zxgdAv8ATrVrKOFcXcKlWVsZxyTkV89XlicdjqNeKXutXsox0vr0Wu21tF1Pbi8LTwtalfWcJJbveLRgR+PvFFn8ctXtLG1tbi0hE6rbT5AkAj3AluxyMD612etfEDxzc+F/OcafpSz3CW5tWj8z924OCCDx90jmq+txaBY/ES8vp0eG8jXY0yK7AkhTkqBzxVvxr8RvC2m2MFpb+XdXlwqSSvKChTbv24DDpgn8zW9OtRxFWSUWmna217bvTddDPEQnC8pSWuq+ZwPw88Jw2PxKvtKlkFxZzw2r7cbcfvyCOPdj+dfQepafAvjnSgbeNkMDruYc5XGO3PFfOeh6pezfE7UJdM2tN/ZkLwdGy/nxHHv1H517L4n8Oa3f+O9Gu7W4a085Un2yZZY5FHzLwe+f0r9klGdTB4JufKnTl17X7an1eCp1amDw8faqEbVlq7K9r7K76rp0PN/iN4bf4geO9RtNXvBPFp9wTZ7SFKA4+U+orb0DwuuiwIhBbb8odu3sPSuW/ak8Ot4Pmg1uwu5Iri/uleTy+BuUf/Wq/wDD74taX4wlstKeRjqnlgyxuMB2A5INfGZtD3qdSDvFxXyto/xPJzNUl7GVJ6OnHv5p767p/podqli1w6sY/MfIOCeo96oaX4Pi8ZarfQahbpDLCF8u4mVWCZOSVB+g/OumhmjS1GCVzwfX6f59aqzi3kUIp2uvzB8cjnp7ivm7N6ryPIlSco3udXovh2SOFYItWZrqGRh9sMK5JI5x6HqM1zHi/wAO3iaof7HZmvlgVIBbtnHJy7EdDyefU1ZHj+6vGn0bR7COW+UbozGpcNwCcnIx359a5zxR8atP+Hc0mivbS/2ndWH2ia8BB8mQ8BGHYCvqMupVpThinCyWijp7ze99fhX4v0PXy2jUwkFimubmfLGH83fmX8um/VrRqzaPHmuWV34WbS5zZ/8ACUyD9/dRY/dyjsxHRiMe1VfhziDwpBEsm6W1dI5nY5YSb8nP6GuSg/Zw1bWvClnr1lrcltq185uBbtzE4Y7gWJ5JOPwrtvAGbbR7uOdYWmZ2lIXkZHy5P4g/lXuVamHxWGqypvWm1d9HzS6eScbL7z6WtGjj8urzj8dJSTafuvnjJ2j1UY8qSXz6nU32nR3ms6fektut/tEIUHg7sZz/AN8Cvmb9rOM+ZbMQNrPkY/4FX1QduSxO0i54+pJGP1r5k/ayt82NpJ3ypx7c4P6/pXlYT+M4eVX/ANJ5j8il79GliH9qlg3/AOnofofLOM1v+DNLS81pbiQ/ubRDM3fnsPzrBB6+ld/4U0qSw8PrcuB5uoE7Y8clRwPpzzXRh5Ki3iHtBX+f2V99vlcMdJql7Nbz0/z/AAuemfAnwW3ijxGbiQZSFi5AXjPXB9zx+tfQHiTWbrwzosdxbxm3llmFvcSyt8qRjLMwHdsHoKy/gT4PXwD4JudZv1aOe5Tz3Vj91QOB9azLPWJPHuqJO0LW7w3Ed2LSYiSN1BKNjHQlSP8AvmvGrNUKbU3q9W/Xp+n39z0eVYeCpy+zZvzk0nFekI2lb+aUf5Wcr40+LPhDWlZtC0i61CC0s9r3Xl7HaTeT0P3hyePc15tDoreItFlvdZ0q4giVtyMDghGOAQO59vavZbfwPo3w61a8MdudRvSSBMMeTCDztRe5Hqaik026ZX8ub5GzlZOTyScZ+pNeTDMKlCbnQXL01107Nbee3bTQ8ytD2/x6PpvdfdsfMuvfD5tP083ti8txAGYMsi4dce1cgOPavrK88KrrEnnQwR21xCzM6x8K+RypHvivAPiV4bk0fWGuliEdrcE7FHVSOCMfhXv4fFQx1OUuXlnG10tmnpddul153RlQrVKdVUKruns/0Z3Pwn8Uab/wiNxZ6zKEhtJlkRiuTzwQK+lbXwj4WutOtjplwl2shUqiwqpQkjJ6da+JfA6m61B7HyzMtwhHljuRyK+kvgToPjS4hu77RJLQorNbpFqEeVVsLz15xgfnXPnNOk6dLGSfvW5baWfLby/lselgKjoYidK2l7/J/wDBue4R3Gl6HCU1iK3i+0yFYfnLSTeWNwyOmTg/Wue8N/8ACQ6P4J1CAZa8t7qfyHkO/fG24o30yw/KuYvvhprXxK0CK81jzLu7WUfZobOb7KPLwPmZjnkMK77wD4ETwfZXCHU7u8N7GpNvdz+aYiBg4buD/Svz7CeyjmXLsq3NFpx0dlpyu+1rdLH02IqTlgnX603Gd09lGSk7+qi1vezPFtDvtYuNUttX1G4kmlhAWeKKTiSMclcdM49q+jNM/ar+HNv4PudTtr3ybi3Aj+wXCbZd3QKB3HvXzX4H+HGueKvHHiXSoNTGiWMLu48yIN5g3beGJABOR+VddH+yfYa35VgurTSKr5eSOFCN3qTmvcpewp1JKlo7JPlXTf8A4ax46WIV1PVXe/fqafir4mH4p6lDfu0MdrGu2OGFtwjHc/Wvl74veLf+Ei8STQwEiztzsjXPHHevoTxx8I0+DFrNFDcee8tmz+ZnnIJHI+lfIl7IZbqV26lia+rwMI0sJKrD7bt52ST/ABbV/Q8Rxc8U+f7Kv83dfkvxIeWwK9W+HPwEvvGOmTatfl7SwWJpoWA/1m3sPc9h7V514bshqOuWVu3KySqD+dfcOmyDRvhjIz2qi40u7jSF2TYhC5BOM8gtv/Ou72kcLhniWk5N2jfVaK7duu6snpqaVL1Knsk7JK7tv5L8zwib9nuKTK4mhZIjOQx2naO/NZi/Buy3ZMzlK972rqu+8u28+efLnPRQTnaB6VyuuRLa3bKg+Q84UV87LO6/SEX/ANuowqYdwV1OVvVnF6V4O0XRW3CAGRBwWGSaf4g8SSabDFHa2++SZvLgXb8pbHANdLpHhXWPFfiSDTtMij8sxlp5pekWfuk/Wutm8HaP8H5JZdcv5LwyW5Ecs6KTCxG5WjQ9TyRzWkJYvM5RU3ddEtF8krJeoQowpR9pLRd3v971O3+EXwlht7S317XWjSWMCT7MWGyNuuWP6itvwLoOnaJ8QLpNGeC90eYb1WC5Di3k5LMVPTJJHHrXx38RvjxqOpwy6No081loyuW8vzCWkY9WY/0r1b9izT7/AFjWJ9UlldYICZHZgcHgqFz75z+Fe9RwGHhGVNSfMk22vhVltfrrpdWV9rmvtpw5XGNk2lru7/l3/wAj2X4+axGklrZRqpnQF2OOQD0FcJoUGdPhlbkkf1roPjXcaZrGvB7GbzZ1XZKyHKg9hn1rH0eEQ6ZAhPQV8zSfNiZnfTv7d69D7r/Z/wD+SU6L/ut/6Ead4Z/5KZ4l/wB6L+Rpv7P2P+FUaJjptb/0I0/w3x8TPEv+9F/6Ca+hjsjZ7noVFFFUI4f4gf8AIU0D/r9T/wBBap/jHvPwp8W+WSH/ALMuMEdc7DUPj8Z1PQv+v1f/AEFqvfFIlfhv4mIXcRp8x2+vyGlLZgfht4Dmk0i5vf7Q8ua1v4zFNZzlg0i54OV5HNdD4j1aa7h0/TIrRNMsbQkxx2hY7AcnDMepNYVzrFpbSPI9vJGtwxhaSQghCD7fWtGGWGHT5YkfzLVvvSZJZyfr0r5uWHhOr9Ykve/Dttte2l9zm9vVlD2bfu9rLv3tf5EVwzahpdxZPJAXmBZrg7RKijqDR4b0XVZdPnsjcuLGZlVlkG4HB3Bj+A/SoLy1t9IjS4mh3IWBRIMEycc5z2rur+4uZoMWKrbJ9khm8uQbEbcvC5HVqdWbjD3drr80c7+BtbXX5md8OdNOj+I2EmbiS5SXbtbagdeq4+oqG+mVvGDTXE6I88DPIvSNHDAce+O9dro8NrZ6bpeo3Y+zXEoInXOFEh4I/lXDeLLyx0/xpmW2EyyW7RRR+uD3yPerwUvbVasmr+5L8E/60MZy5fe3uyjNoMNzrUS6T5wuJm2/alb92STjGa+idH8G6hbrLqWtaXE+pWcIgS7LsAzKu3dtxjoRyOteJeItQlttPtNP0hYbfVowspg6GNTyCPWu3k/ai8b61DbaBf6VpaT7VVp/KYl+2QAeDxXi5lhpY7DNQ3SdrO3bfvF9T3MLiVhpXk7Lqnr/AE+xw+gzNq0mqnVb7y7e4hOFc/us5AGBjj8KoXmg2a6b5STXWpFG3r5c5jjhBB3Ej0yO1Ym2fUPGMErkzWzTHZgjbEc8kj09q6fWlTQ7IRW0X2ee7Qqs6qZEwT8x9hjNdsockoxi97adP8zwmmrcrZL4T8XLp9xB4fEr2o2NJG/m7lLdlOePwrsIbef7O1lczIEnjYNJOmVwf7uPpXn1jo8t/oOy8ubezn+0hUlhhJw2AR9On611um6wutw3trHe79StlWOTzj+7ZB/y0x2JBxUVlKnJypvR79fmbJSpvmvZfecX8RP7Es7Gzs4LlZJLN0kWWNwAy7hnA65rU8G+JtP1zVvLMUk0PQNJGFYDGfmfqTnNYvxA8Gpb2aXksay3CkfvIvlj2lhyPXrWj4R8JDS4S9xO0EqSCaPcwG7HQY+hNevU9nPLKcm7vmnZ/wDgFzNyjZta9nY9s8MfCe+8QeH7nxBppjOr3U7IguJHVYo0G0AbSOSQefYVN4x0/UPA/ha6vfEn2eK5vZoLZJUcnzFjDElvqzL+XtXk0P7SHjHwRrlxoMV5DFYqW8iOS3DsmfmUcYzkn9azfEHxOvtct4dN8UzyySPPviNypRI4x8w2+uDgc89K8iWCjPl56avve+tk7q33K53+2dKj7GD3W34M63QfElh4N1YajqM011cTGSKOG1TKhWwBu+nH5muF8a+LpB4ntbm2vCdQfzY3+0w4cMVxg+x4FdPp15Bc6XPqzSF9OmjDJLIFABViCB3ySK4vxZ4i0/VNZ0jZYNHJHMfOk9tpByfUelduVxhPFtSTbtNdLfBLyv8Aieb7Vygqcm9GfSHgX4i2lp4L0yWXT/8AiYSp9nmjtwAM7G6+g+vrXofgnwZoNpZ22pWLyfbJiJmiaUMUJ7HHoK+W9Jt1jkmjilje3VAyqOWAPfHrXv3wR8UaTY6bewXt1FBeRXfkEkYzkZT8Md68mGGnUxULNJK23MttejS++57+FxCqRnCdO7UW+n6r9Q8UatdeGfiBcXqWd9cxfZ8lDKogwMHKqRknjHXvT9N8FWut6jc6rrlnBezCMRRPDkxtC4BGQeNwDHpWxr3inwz8QtA1D7BdxyvZSmB5m+Rd2OcMeoxmuM8BeEdXtdJfT9X1LUbWyidooVt7ldhttqkMDtOMkt37Uq2Hp4fFVIUtZy6derv8tfvOuMq88LRnWja8V8ns156rQ5XRNQtbb4pWzwMqW0OmOBtxgBbmI9vQYr3jxF42sdN8YWFpeJJGihZYrpcFH3ZUg9xjivk/wZpL6P8AGbU9H3yy6StncR27yNndH8r5z+XNe+6lYag3xEW10Fo5reG1SPbJiYJtyec9Dg1+w8tOvl+Bmn9ib6LS7e7667H0mX0KeJwVDmbvF1r2cY6KMW9ZXV/K3zRz/wAYvDeu/EfxPceH5Sz2aYurCSCL51yvQ+orE8J/ALU/AFndaxbWM11rMcbSR3F0FCIe/Gc16JHr3iBfiVDYIyLeNZp5seQw4OScfw5Fb/iKPVoPCmpPr+pLBaC0dJHDAKWIIB45HO0/ia8zEUafLSU4K1l9rzfYrF06VGnhlOjBrkX/AC8fWTu7Jrq+l0jldN0HxPrGm293aRNFDMmQkhXj8+cVzWseBfHN1rV9pYvxEbuzLw+Xt/ckAgksPXtXong/T/FWo+G7W6Op4E0e6LeQNq7ABwB0ygP0dq8++JmvLo/iO4sv7bW2vIbJYbllkO4pvLxAk9zuAyKmnl+FWIlS5IWV/tSe3z/4c64YbDfXqmFlCkorntepNr3U7aqWu3ZX8gm+Ill8LPCS6Pd2N/D4lv4MS3iqAYgcgPnsBjOPes34c/C2bxLpDeKrrT4/EmoX0w+z2kzNFHIQctK567R2HQnNdz4g03w5Y+J9B8ReM2+2/aNOSGKN2DQvNgFiy/xA547V2tr4j8yS3OlW/kQOFVJN6RoqdgOeAB7Vy5hUs3GmuWMt30t/JHsls9b29Tz80U1KVXCwb9ppzLWKX8kOyW2urS7PXShs7ubVtPtTFidnCmJWASNth4+gPFeWeG9Im0fUPEWm3bKZbGaSMsvIIJDYB+ufzruvF/jCLwlLp9y2radZyRTmUtI4la4ODgcH5R715n8MNauPEMHiG8upY5pri8uGMsZOGGFKkZ7YrChV9lQq09lKKsurtLf0X4/IeWSqYXC16FZW9otE1q7J6+i/U9SdFaZk++FmRsHpnII/pXzL+1Zbu2mxEg5WOPKtxt56fma+mRmJmKjcfOhH6rz+teA/tWQteeF2vmIZ5GBbAx3U/wBaWF/3t/8AcT8aTPzOl72WYZ/9OcN+Fasv1PkHT7UXt9DbdPMYLxXv3w3jiuviloto1kt3p8O2KPnjAXg47815D8P9JW/1xp5QfItomkYjrnGB+pr6O/Z18IXk/iqPVHjUWMMbKhB6HGFArWrGPsqVKW05Nv0jov8A277jroRjXzCPtPggtfnq/wAF+J7Z8WLTHwz1IGc21rFFm4EY+dlORtX0Occ14p8EJp/DXiKXUJLcPZfZvIsQGJaQN3PvnmvZ/GGtaXbya0mru0lj9kMBtxyHb7wJ/wA9q8h8A6w+r+IrGOPSzaW0bxGIg9AGwR/n1r5fGSlVlfpf8n/X4mk+epGE57v3pf4p+8/ubsvJWO28WSQ/2lJPEPla4O7PQfT9agjuoguTjYByTTLy6FxNewbWKlmx3wfWotHkGl6lHNc2q3VuuVaCTvkEZ/DrXk/a16mHtFGbZq+G7zTIdH1pnzNdXg8mKAoNvs27sRXzz8dNJNjo1hi1S3hEriPD7mbnLEn6mvdtSvYbrculWy2pihEcO/qzDPzN75P6V84fGbXLuX7DpNy8cktvveV4wAGdj8xwK+jyin71SrfSMWvVy2/z+TMKkYzlSs9U/wAFv/l8zjvAkksevRmAbrjawiH+1g4/Wvqv9nf40HSbWPQb+zgSSRllnnfKMhLbScD0xmvlPwLJJF4ms2jOJN2AffBr3Tw/8C/EfxIur3WNE1WPRpbKb7KW2liz8OSfzFetiqNGvhaUa0uVc09fe/lj/Km+p0Qco4yXL/LH85H1F8TdSsPAvg2fUluLxyH+7buBKykjcFz6KD71zumpd6xriana3GLC402MW8sfMa4JIHPcgg1gzfAv4peNbW0fV/GNrdx2iNH81qAuCCCx4689R7VlfCD7Z4f8b6hoM1+p0ywiaCK3RyyFg+C3PIPX86/P/qspZpRrxkrx8nZrRO10rdLeup6+JxCWX4qhKL9+E7Pz5JWucn4t+Mkg8RajomqaZt0NLl4WmtQwnDDO1wQckZx7V65pX7RfhTQfDcRsLK/uZreNU2iDGMccnueK5PV/hPpDfES98Q6tOI9J8gyTrFKSQw+6xQdea6dvgZ4c1SSzmsbCG+imG8SzGRDgjIzhh+tTgoYSVaUMA7PVNJ6X+1v12v8AI9HHSxcpuVdaXdm+19Pl2PFta+J+o/Fe41W41BSkltDIkSg4GwsSAR6ivm26G24kB/vGvsX4ueAfD/gDVrC1sY7ewv7qwmaRIS37059yegr49v8A5L2Yf7Z/nX3uHk54KL/vyX4QPlVHlxU15R/Nk2j3n2DUbecHGxw1fVS+JfM8MwvaeXc2N1C1xM0rkGORVztA6E5Xgf7VfJOa9Q+E3jyLT7yHTNUU3OmyMA0THAPPTPpW8FGvTeFnpd3T7PbXyfV9LJ7XHVThL20eis13X+a/zPYfCetarq2h29x9keKCRTs39c11egeGZ9Uc78zMfnlZRkRqOua9A+Bvg9/7EeSOZdQs0eSKBZwCqrwVOD6E4+ld5ofk2nh97meK20u4tZit95KhVkA4Oc9iOa+Z/s9uo1tra3U6FCNlJvQ56HTdN8HeHbm/nW3+xWUJmZipzcjgpz2we1fBPxY+JGoeO/Et5dXNw7hpDhc8AdgPavdf2mvj9aXmkHwpoF209puJluDjLc8KMdhXyfHG9zMEUFnY4r6l0/qtFYeOkn8Xkukf1a726o5otVp+0+ytv1f6L59zc8E+E73xx4ls9Js4mkluHC/KM4r7o1ZrL4S+C7bwhom1dQkQNezR8EZHP5/yrkv2efhvB8LPAFz4x1ONf7VnhIs45ByCwwMD3P6Vm6xq0un3DyyFbzW5j5szzfMIQe2O7fyrjzKt9UpfU4O0nrN/lH5dfP0RnGXO/bPbp6d/V9PL1Yy9vYbGDazAN1OOua6fw+0c+kQSk5DDiovCvw3l8faRL4g1K7g02xhypZl2hgOrVXhvLK3tVjtJw9opKxsp4ODjNeLhMPUjetyvlelzuw/8R662Pvn9n9g3wp0Xb02t/wChGpPDv/JS/En1h/kap/s3zpcfB/Q3Rgy7WGV/3jVzw5/yUrxH9Yf5GvoI7I6Xueg0UUVQjivHn/IU0L/r8X/0Bqf8ZVdvhP4uVG2OdMuAG54+Q0zx1/yFdC/6+x/6A1WPi0ksnwx8UrDu806dNs29c7DjFITPwq0zRb++hbTl23TCUSqoRuvfJIrvdH8I6v8AZDLPp8kSIjfKg+X6AeteseG/DN/fadaaybUJqEYC3MSAbmGPv4/nXY6f8UNK8K+DbyJ7OIXkcuxlvF+Vmc4yG9BXzFXF+1rOnSjyrzd9fkl+RwU4zqNxbSf5+h816n4fW4tTcX8cttEAQJIwQE59zwTVmx8UaWvhWDT9Tvo7ieJm8qLJO1FLbeR0PSvdLW28K+ZJBql3uN5GvzG4PloTg8Y7VyuqeH/CEyyhr+EXKMCiRuo5Deo65963oypyjy4iEnr9l2/OLOj6tVtbmR4Zpfjy6/sTUbKaRjOk/wBoiSQ5R1J+ZTnpwBil1PV7G91bSrqaZDKsDvIqfMqscEKa9/i0Dw9LHapa+RK14rLcBmUOAB06fyqpJ8PdKurcbLu3ilf+HcuSBweMV6ixuCoS5o0Japr4l1Vv5TOtQqaNJNLseBreabqN211NeG1uNmGmiDu6egUk9K6TRNW0DQ7WOeO8uNW1Hb5bvKrRgKec/WvUrPR9C0VmGyIgr800uAo+vHSvKPHGt6zHql/bw3if2U7586JUUKmOQCBn9a4/aYOveMaU1Hzmv/kG/wAjmlCo1qrLr/Wo69uPC0YM0V3HH5y7zCSVDHoMehzzVCPxjDoqxW896NYhc7Cpm3Mo4z+B5/L3rLg8RWerTWttY2DeXbgvPJMVd3XHJGQQMn0ql4jvktJopNJWTLJvPmQp8pzgAfL6V1Rjhb8rpy+cl/8AIlL2l7dGeiW/xG0HSTbST3E2+Zzm1hQP5YxgHP0rk9S1fTNOvlliuptRspCy3cTxmOZwegz6dK6P4K61da9rSQapp8ckkTB4rhrdFIwckZxz2/KvfJNQtNZunfUNH0+5tiSpWSEK5/4EtcUp4KhUcZU5X/xqz/8AJLoj2c0m5P8AyPmWz8W6PrFnNpIs9QtdNC7QzSM7A5zk+3StvULH+y49OCSS38ko2W/l5aXJBwenXg8V7hrHhvRrHT7+bw7brZ3MkRP2eSMMrfRvb0rxjw54hk1Lx5oyTxqscLy7WVSCPkYcn6mtadWliGoUqbUIqcmnO97Rb/lVm2lffQxnzQWiGWujzNGt5daTNLqy4KztZMzDB6k7sZx7VHqWhxa1cR/2rpmoXYiZvLYQlAAVXjA6/dFe0+SPs7sshOM557VLpcKcKxLFjgKecV58MVQn7ypW/wC3mbUsPOsrxlb5f8E8M0zwhtj8oaLq7WiPvWHzj5YPY7fWrPiPw7e6pe2Ei6LdRRrIrS5gByB1PXrXvK2fl8MnAPXpUkOitOvmsvyD+FuhFb0cbTo1lWjR1V/tSe6t3NvqbvrLX0/4J4xa6Hq901vDYaTqEjbxiKG3wW992atXHgv4iaTbT6w9hqmmTJF5T/6KpiKAkgsCTnj19a9s8M+JdP8ACviCPUr5ls9Ptsu7Doorn/iB+18vixb3R/D2hLcafJ8v2m6dgzj1CqOB9a9nK8JUzJVZ4egly6Jyk0m7Xtd/pc9nB4GvVnCVBu7vZ7bb2+88o8F/FjVGhu7F9AuvELDas0awosC9eiDGD713kX7T3i5ppPD9n4L+zyeVtEbIsjMMZ53HgYJ6eorz3w/4sv8Aw39ohsdChjFxhpPnlGcH1x1q3qHxG1OHUv7Rj8MwrcsuwmFpSSMY9PYV70uF7VHWVCnzP/p5L8loezUyfOJR5aib/Ed4G1zU/FHxMcXmlNp92tndrJ84I3GPAAA6YAA/Cuh8H+LPiB4P8VarqE2lC6S724xIqsVUjbuweuOK5PR/E2raXrEmq2+jwx3UqsGMnmNncMZ6elT3HxI1tZhGNIheVzjgSce5r21h8dQw0MNClR5VdWk5O2t9Hvd6/JIpZdm1CjCl7O65pO0krNtJet9PwOnbx9r/AIT8TX3jO40NRIyMjCe6Hyo38IrG8T/tGatrGkLp17axT2lxA+5VuAQ6lsgHjqMVlal4g1/xDp9xYXllbwWzfKyLaZY+4JauXvo7bQJDBK1yssuFRY4YxuHX+6a0jQdOCniVRjbtGq/x2Z3ywuY0oRrYinCEVom4ab7aJ3d+930NW6+PGu6hbW4tLi70+3s4FsVghu9isoJIbGOvbPoKv2EPijVo4559JF0ZVX97dXJeRkB+UEkdP8K5K41KISrCBdEBHYo4iByFJxwnU9Pxq5Y+IvF/+j+Xb6lGmQMNNwAOgxt6YrVVKUpOdCdO/W1Kb/UdDEYydaVbDTg57vlpXeu//LvS/wAj6O+L0up3/gDQ9NsdKmvJTpkckdzGqnyiCoPJ6cccetfK7eItbkvrmzSC7+0Qgq0Adsrjgnr26175r3xG8deJPC0dgNAe0tIkH+l2cTI6qCD8p544ryeZdXtbqS5t7bUJZZN5aZXAY9hn5c81w0ZYfFrV8jV9LTe7bv7rt1sYTq4jMqsnhJyppXvFKT1cm72in876nHzS+INQkjE9ncSqem4kkcjpk8V9LfAKbUofDjpe6TcQxfvX84keXghQB1znivDmuPFaxlzY3wfjH74dP++a+jfg3fXVx4BkF0t1HKq/OLtgSOpOCAMiuXH4bDUaM6i95vT4Zq2u95O2hFPLsVQnLEVpuTUX9mfbq5RWh6YNS3SW4UAedJBj1x8prxD9pJnbwteW7IfLWJJEbsTyD/IV69DGZLuxlJ4CwEf+O/4V598atNi1qOLS5CwW4TBK+xcV8/RtDExm/wC9/wCkP9D8uwFSU8L7NvalSS+VV/rL8T53+HEOnWHhS8nvZxbtcSCGNz0LDnGfcZr6A/Zh1SC+fU7eFpFNqdpVhwcnkj8RXhNz4Nl8O+HZYbhgzWd00sIbpJkYVvwzn8K9p/ZMgNva6hO6lmuJtgY+iqSf1qKjjLExs9IwX/k0b/i5fielhm4xxUuvLVfzUJRX4JG/8VtHbXtM1SPSjL/wkEUxnUZwjxDgg/Tn865Tw74ivtN0fw1pcWnJ9oHmNJdwIN6sDn5m/wA9K0/HpuPDd/rd6t/OJrOVrqW34IlhfkJnsMivK/hr8S7nxBrE9s1ktkGJlj2EnIzyD+dfPVIuVJcuqW56uJSVSaXRtHt7TIJnIUeYfmz9RWdd3jeYSww4x+NSQOPN+f7zKP8A9VUtQjYZbt90/XpXz7vzHjTk3Io6xrceg6Fe6jJ8ixoSg7knpXylreqS6xqU93KxLSMTyentXtPx61podItNOQ7VcgnHfFeEYzX3dCn9XwlOl1l7z+fw/ctf+3maYVc0pVX6L5b/AI/kbXgsj/hJ9PBJAMgGV619ifAH4zWfw9mu9FvUUfbb95JGYbpFQRcMPXJUfnXxx4RYR+JNPJ6eatfTvhX4OS/EbVLua6dVu7OBSZIE5YuTjPOBwv61OPlGOAg5fzyt62hYuHN9dfL/ACr82fVHjT4seE9P8C2+rSakIdLum+zSk5UjcDwV6g5FeGeDfiv4Y8ceOrzQ9KsBEZAZVvAoBn2N97OM89eap2f7MsmoW72b6tcRxK/2jyXjUk7eNxJPv+Oa4/4ReE9L8F/F7UUt2uJItPJia4mjKFm2EuPwII/Kvjvq9KtjPrFZvmjZpbJbK/fX1t5XPofa1o0JUVHSV439U1b8fU3fGuveHvBfiTULy4a9vtee3WNLFeIlyuMFu/4+tdF4B/akjbR4NPvNCvpNajQhgke2JFzwAe+BVzxD4b8I6149J1PU4471isiW+8bmI6YHXtXZaHp0GtQ/2jYWtvFbTK2boj94i5OeD64rmwkqMMbXVOMpVdfeb2t9lLt8n6mlT29TDU5ytGFk7LrdLV+fz+R85aympeOviJd6lqUjR28SSSWu4jcqnPynFfPGtR+VqlyvpIw/WvpP+zL7w94mv4ZopxaXkkht5HlEgcDIyO4r518SW7W2uXkbDDLI386+6wsnLBWTuoy/9tX+R8xtipJ9v1/4JjtII8Z7nArUt7K/sRDei2kWNSGV2Q4qz4Ttre81qOK4cIWVhEzDIEmMKfzr2PwB4eddJvbbUZF3QTlGZySCcDPX3rpl9XoUI1q7fvNrS2lrd999tPUVSrU9o4U0tEnr1v8A8Nud/wCAPi1/wjvwbiuLuR9MW6viEuIJtsjFACRtPY1wHxU/aMvvEGkR6PpNxIloWLTSs2XlJ/vHvXpPiDwLpeseFtCg0+ETFYWMmxNweQscgjsQBXmdj8HYzrhDWLw5P3WUsB9BXTHHYSbdWNTll1cotS16q0pRu/kzmdOpBKEo3j0Sat87pO33nhsszzSFnJZicnNen/CzwLJdXEV9LEZGb/Vx4z+Ndp4s+BNto62+qaxcx6Ppatl5Y0DSMvp5YPX3q7pPj7TLyz/svw6fs1tAuJLhV2TSjsWPb8KmEEoyq4aXNK14ab73f+KNtt72av1eJqScOWouVX978LfJ9/kehtq+o29vbw6jctcT26+XZWeQfL/2iB6ds98U7w38N9Qu/EFodWRodJnJmmuHU/MoyTk9s+/rWd8K9Q0LS/EE2r6xcxpY2cJkKSnLSSdseuOa5b45/tQP4ijm0zQybezOV+Q8n3Y/0rwqGV1Jr2uMvCPmtX6J6v8AJdWjSNaFRLk959ui9X0/qwv7Q3xytYVk8KeEcW2lRsRI0bHDnp+XtXk9n4s1CDw/bQrM0cWMb2b3rz+a4eeRnkbe7HJY963dP0cXlrb3DeZcqDgwucKPpXqVaym0krRWy7f8F9WdlKPsk5N3k93/AF07I/Yj9iuTzv2cfCj+aJt0bkuO/wAxrsPDn/JSvEf1h/ka4f8AYejSH9mvwokcflIFkwnp85ruPDf/ACUrxH9Yv5GhbHYtVc9BooopjOK8df8AIV0L/r7H/oDVr+PFEngvW1PQ2kg/8dNZHjr/AJCuhf8AX2P/AEBq6LxLpsmseH9RsYSqy3EDxKW6AkY5qJ6xaQnsfnGup/2HI728Db9vDZ7+1eX6lY674mj1/S9TEczyP9ohmVFICZyAw7V9ht+yP4oa3ZDeaeSevzN/hXB/8MGePLTx7Lr9nrempHND5EkUkrnKkEHAx9K+UoYWte04ea06nNCL+2r2PlbXbeCDwnDcwzhprUSW9wFAwJV5BA+mK8lbxPqTMSbjH0Rf8K/RDWP2EfFV/wCFri0judHGqTTB3uCzDKhcAHAryI/8Ev8A4lN/zGdDA/66v/8AE19vQxVahg6dOlNxacr2dn9mzdvn9xhLCwqV5SqxUlZWur97nyjD4o1NZQ6zdO2wYH6V614csRdWMd08srTSKv8AFwpPJwK+lfAf/BO7xN4asbhdRuNHv7mRGVMO20MRwSCOcVrr+wz44s9NEdve6O9wvQs7KPpwtTmOIqVMN7BzlUm2nd7LR3Sd2+tnotjOjQcKvtIQUI6rTd67tW8r9dz41+K1xKtjbadah5XkbdIY3zwOgIHarV3pumW/hDTbA28Ju2QNNGckjOOW9P8A9VfTeh/8E9PH2laxe3r3+iyvKMxlpnO0+nK9BVe1/wCCeXxOa+8y817Rmi5O6J3DnJ5ycc18xLDVWlC1lHX1f/AOmVOUvd6Hx8nhvTdLuboadANRuWHlrGynYG64zVm18QS6bbQwXGkea7ybd2c5A64z719hN/wTu8dqyxw6xpUMRbLusjiRuDg5x196xH/4Ju/E6OWR18Q6TPIRsSSSZyUTuoBX9a19hUn8av6kOlJ7o8O8J2kNxrdre2tz5bwgxJBvK9VP8PQ9+fau/wA4VM43AckV3lv/AME6viZHukj13SLK4GGjmhkYlWBOOq9MfzNd3o/7Evj6OwiW+1LSftSjEjRyMVY+o471xywNazn8rExpzSs0eJ2tmL6CSByyo3G5Tg1458ZtF1LwtrEN3ZMtrbMCqzBQNitjn8xjPvX3HD+xb4wRv+QlpyqOQBI3+FQ+P/2G/EfjXwmunSXun/aoydjs7YKnqp4rTA06uHxEas6bcdU/SSs/mt0Q6U+2x8v+EtUTVNDtZnmSUugLFTkE45/WumtYxCxdDy2Cv4V2nwx/4J0/EfwXfXaXet6TLpsq/JGkrkowPBwV9Otemr+xn4zUbTqGlkA5XDtn+VRXwFSjVlCn70ejR10oyjddz5/mn+ZVeQ4+8RVmO7l8raH3JjAUmvbpv2KPGcjMRqWmDP8Att/hUsH7FPjCMfNqenH2Dt/hXF9UxH8rIj7S+x8n/F7cvgfUcNsyoGB6ZGa4bwTBdQ6GNkMMSEkLJnJIPc19meOf2DfGvibw9dWNvqWlJLKAAzyNjqD6Vytp/wAE9vifY2cFrBqegxRIMs3mvuJ/75r9JyatTw2WxpVZOMk57b68lt/R/cfbZLjcPg4ylWqSg1CSXLa93KPfRaX1uvU+fo9H1i0jEzyW7xXEbSxN5gZl2jBBXtnBxWPcT61ZqGSNJyWWMKc45PWvqGT9gn4tPcKv9r+HvswTH33Dg5Of4ab/AMO/filuBOtaGRnODI/t7e36mvRljMM/Z/vKjtvr5s92ecZfJ4ZvE4h8q195ae+337PzPmDy9akuGbcqn2+7wKsadqcmn3twL8eZcPa5hIBKq2eMj1zX0rJ/wT5+KLSSMuuaKu7OBvfA/Sqy/wDBPX4svMry674dOUKP9/kZ4xx1rWGMwilP3pO76tNdTqwmc5XSrVpe0qvmenPJOLWu6079bnzjD/wkN7YrJeXcLSSNu/dJtqo1pcSa9Al3KrGSA/OigMvuCe/Wvpu9/wCCePxUuLOOGHxFots0eArKzn+lNi/4J0/E1tTtp7jX9GdYYTHvVnBJPfGPc1n9bwvK+RyW3XTTV6ff3M/7Xy2TlKnKotYWvJcumsvdWq1vZ669j5Q+IGjT6Dr3iaWycF7AbYpDjcGLD5/qAD+ddDpem6cbq9stW1bU9Ons7ZLqWZrliHXnJQDr/wDrr6a8ef8ABOrx94qvvEE0Gs6TEt+d0atI/UZIzx64rtLH9hHxHqlvpUOv3eltHC8TXQgZiZVRt2wkjlSRyD6moxObvBqP1e8k5VG1F21vHlb7qyeh8vjsdShjYVaaVSHvNq7Sbc52bt5cr9LI868FfGnwfNp+n+GIb8wTRQfZkuLsbmZgpLbvwxg981yM1p4V8mee31bxXdSrKV8mzRGAB6YOz9K+ypP2Q9BmjdP7D0WMMCNyW4DjPo2M5981zPh39hu28P2c1pBqt2kDzeb+7vGBJ7Z+XtXmYfNK+GqznSi05u++nlfTf0+8zp5hh6M6s4wb5pNpXskr6Xtvu77eTPl+08H2XiiU2WmeIPEFjqBU+TBfmPEjAZ2H5Mg1n/C3R9c0XxBJb67qt6bp/kexu5BsdeQcJgdscj096+pb79jPW7T4iaNrWj6nBHptszS3ME0hLNITywOPSsHxH+xx8Qte+KWm+JJdU0qW2tpm+9IwYQkHC4A5PSu+GbYvHUksRU5Wnqr2TtJaeaav1/yPSjjMPiKMas3ySjrZSf8AMlZp3uuVt+Vn0djlbezHl2xRwNvkqM+vGBXnvxOtHbxHYxr/AHHw2O+56+qP+GY/EvkhBeWIIMZ+838OPb2rkfiH+yD4516dbrR9R0qK7jV/LNw7bQWLdRj3r5yN5TlftNL505Jfiz83pYZUY0+Vf8u4X/xKsnb/AMB1Phn4ufarCxFuyq0UyhmYjkEHjntXon7JMtxNpt3HIf3UN1lffdGa9Qk/4J3/ABM1HRp7fUtc0m7u5XLmaSZznnPHHA4xiu2+Cn7D/jv4d+cuo6ppUkbTeYFt3Y5Gwrg5HqaSjZwb35En6pW/JG1OnJfWlb4lUt580Hb8XY+c/iF48Hi7xT4g8JRWK22pNILRLqOLd9oCnKq3p9azvDvwHufB91PqWr6lZwTQRKY7VJAZCWI429sZNfVviL9g/W9Q16bxDp2rWdnrXniWNhnaOxPTriodQ/Yp8dahezzy6vp8zSHd5ksjF898kLXjVKVTktGB111zTlJdzwVykcsfzbjtGT/n2xUeqMx87oec/XmvoD/hinxinkBb3Tcr95hI2B+lPvv2J/GEqgQ6lpucclnb1+leP9Tr3+BnmSpVOZux8OfGzQZ77T4b+MEpCfmA6V4j04r9QL/9hXxhqWl3FlNqGlski4Hzt/hXil1/wSt+JbXEhh1rQvKLHbulfOP++a+xhJ1MPBzVpx91+aWz+7T5eZth4TpuUGtN18919+vzPjrQH8vWbJs4/fL/ADr6s8IfFC78FXT2NzMtvbXN4nnXMajc0HBAPf5cfqa3rH/glr8TbW7gl/tnQf3bhjiV+xz/AHa9W0n/AIJ16xLdy3utXtld3aOrW4Fw4jAA6MAOeajGL2mC9kld8z09Vvr6Fezn9aU1tb9TzP4pftKaLPpI0/wrM16zoyXU6M0E64HCo23gk461wfwx+OfijXPHWnaJqFrbx6Lct5Cqyb5toHBeQ9SSOTjnNfZvhf8AYii0qNxerp0pkfcVijUKv5rk5rP1j9ivWZPG0Gq6dLpVvYwtGUjwQw29TwOtfNVMJzySr4dTe6lq2mtrbRXra/me9RxNajJckrJtX9OvyPlHx19l8P8Ax2XVxaS3KpaEbUJA/iB5/OtrxF8VtY1TT4bPw5oOo+HNPQCea48hvNfbyNvqK+sdY/ZW17UZplj/ALJVWQ7blifNVic8cdM81Rsf2P8AxFqC2Da9qthcT2zBxJaqY2zjBGccg1EqWIxOKqwnTcYrZ7qS6dUcdGn7PDUW568sbrqnyq6Z8fR+KrjXLqFb5pjeE+azTYDHAAAA/hHr71418XfCz6TrBvUBaC4+bd6Gv0E8c/sUeMtY8RXOrabqmluzLsghn3KIx2yQOa4TXP2C/ip4kt4La9vfDvkDPmgSuSfp8vFe/lsJU3KlU0jOzbfSS2fpun5O/Q8rEU6vtFVirtfiv61Pz2iYxSK6kqynINe/x6kbfw7Z3sSNqUc8mwrHyY8KDnH1716xqH/BLX4gtMWtda0UIT915H4/8dqxpv8AwTb+MGjxNFZ+JtHgjbqqzvj/ANBr03CnKlPDV27Np3Vnqr+a0d+66E1KdSo41aa1s1Z6b29ex5lo/iC8dYo5Y5rC7cF0jXK7lzwQR3xWtZ/EDU9RhaCPXZMIxTahAkyOoLda9b0X9hH406LLFINd8PXTx/cadmYj81psP/BPr4krrTanJL4da4aQysFnkVSx68AV5kspg7uliEl5qSf4KS/Fmf76O9N/Jpr8Wn+B89fGHxJNZ+Fra1IaSS8Y75ZGLMcfWvELLULrTZvNtp5IJMYLRsRkehr7i8X/APBOz4s+Mb4T3Or+H4kQbY4YpHCIPYba58/8EufiZ/0GdC/7+v8A/E13VIqnGFKm7qCtfu92++5vQpTUXKotZf0vwPkSfXb6dGWS7kdW5bLHms5mySTzX2U3/BLf4m4P/E50I/8AbV//AImtXwv/AMEvfHVneedq2raNKinKxxyOQfrxU06fPP3nbzN53pxvGN/I+QvC/gu512bfIDBbKMszDkj2rrTcRaVMuk2m4iM5STbnnH8q+rrj/gm347uLgRx+ItPtbaRszSI7FyvPyjipbz/gnL45iuF+y6xpUkEYVYssyv6ZPH1qK1SNT93ShZLq93+i9F82zGFGr8dR69lsv8/U+p/2KzIf2c/CxlGH2yZ/77Ndl4eXb8SPEBzncIj/AOhD+lQ/s+/D3UPhZ8KNF8NapJFLfWasJGhYshyxPBIqxoH/ACUfXv8Adi/9mrSOyO+OyO+oooqhnBfE67bTBp2ofZ5riO1nEjxwLlyNrDgfUiuYP7SVmpwfDeqZ+gr1q+0+HUI9kyBl96yG8DaUTn7Mn5UAed/8NJ2f/Quan/3yKP8AhpKz/wChd1P/AL5r0P8A4QXSv+fZPyo/4QXSv+fZPyoA88/4aSs/+hd1P/vmj/hpOyyM+HdUx7KK9D/4QXSv+fZPyo/4QXSv+fZPyoA8/wD+GktO/wChf1b/AL9D/Gj/AIaS07/oX9W/79D/ABr0D/hBdK/59k/Kj/hBdK/59k/KgDz5/wBpKwA+Tw7qrH/aQCmf8NKWn/Qt6n+Q/wAK9E/4QXSv+fZPyo/4QXSv+fZPyoA88/4aUs/+hc1T/vkUf8NJ2X/Quap/3yK9D/4QXSv+fZPyo/4QXSv+fZPyoA89/wCGkrH/AKF3VP8AvkUv/DSVj/0Luqf98CvQf+EF0r/n2T8qP+EF0r/n2T8qAPPv+GkrD/oXtV/74FI37Sdl28OaoR/uivQv+EF0r/n2T8qP+EF0r/n2T8qAOA/4aS07/oXtW/79r/jR/wANI6d/0L+rf9+x/jXf/wDCC6V/z7J+VH/CC6V/z7J+VAHAf8NI6d/0L+rf9+x/jSf8NJad/wBC9q5/7Zr/AI16B/wgulf8+yflR/wgulf8+yflQB5//wANJ6d/0L2r/wDftf8AGj/hpLTv+he1f/v2v+Nd/wD8IJpXUWyA/Sl/4QXSv+fZPyoA8+b9pPT9vy+HdWJ94wP60z/hpSz/AOhb1T/vkV6J/wAILpX/AD7J+VH/AAgulf8APsn5UAedf8NKWn/Qt6n+Qpf+GlLP/oW9U/75Feif8ILpX/Psn5Uf8ILpX/Psn5UAed/8NKWf/Qt6p/3yKX/hpSz/AOhb1T/vkV6H/wAILpX/AD7J+VH/AAgulf8APsn5UAeef8NKWf8A0Leqf98ik/4aUs/+hb1T/vkV6J/wgulf8+yflR/wgulf8+yflQB53/w0pZ/9C3qn/fIo/wCGlLP/AKFvVP8AvkV6J/wgulf8+yflR/wgulf8+yflQB55/wANKWX/AELeq/8AfIpP+GlLP/oW9U/75Feif8ILpX/Psn5Uf8ILpX/Psn5UAeef8NKWf/Qt6p+Qo/4aTs/+hc1T8hXof/CC6V/z7J+VH/CC6V/z7J+VAHnn/DSVn/0Lmp/kKP8AhpKz/wChc1P8hXof/CC6V/z7J+VH/CC6V/z7J+VAHnv/AA0lZf8AQuap/wB8ij/hpKx/6F3VPwUV6F/wgulf8+yflR/wgulf8+yflQB57/w0nY/9C5qv/fIoH7Sdj38O6r/3wK9C/wCEF0r/AJ9k/Kg+BNKPW2T8qAPPv+GkrD/oXdV/74FH/DSVh/0Luq/98CvQB4E0of8ALsn5Uv8Awgulf8+yflQB56f2krHt4d1T8UFJ/wANJWf/AELup/8AfIr0P/hBdK/59k/Kj/hBdK/59k/KgDz3/hpKz/6FzU/yFKv7SVj/ABeHdUA/2VBr0H/hBdK/59k/Kj/hBdK/59k/KgDgP+GktO/6F7V/+/a/40f8NI6d/wBC/q3/AH7H+Nd//wAILpX/AD7J+VH/AAgulf8APsn5UAeev+0lYg/J4d1Rh/tKBSf8NJ2f/Qt6n+Q/wr0P/hBdK/59k/Kj/hBdK/59k/KgDz3/AIaSsv8AoXNU/wC+RR/w0lZf9C7qn/fIr0L/AIQXSv8An2T8qP8AhBdK/wCfZPyoA8+/4aSsf+hd1T/vkUf8NJWH/Qvap/3wK9B/4QXSv+fZPyo/4QXSv+fZPyoA8/8A+GkrD/oXtU/74FM/4aUs+3hzVP8AvkV6H/wgulf8+yflR/wgulf8+yflQB55/wANJWf/AELmp/kKX/hpKz/6FzU/yH+Fehf8ILpX/Psn5Uf8ILpX/Psn5UAee/8ADSVn/wBC5qf5D/Ck/wCGlLP/AKFzVP8AvkV6H/wgulf8+yflR/wgulf8+yflQB55/wANKWZOP+Ec1TP0Fa3w31hvE/iTU9YWzns4bgRhY7gANkbs/hyK63/hBdK/59k/KtTTtHt9LXbAgQewoAvUUUUAf//Z)
2D Planimetrics
NCTCOG has been facilitating the collection of “heads-up” or stereo compiled planimetric data for local entities since 2005. The data is manually digitized using the most recent Orthophotography available. Project participants are able to select what layer combinations they need digitized and whether the data will be newly created or added onto an existing planimetric layer.
Possible Layer List
Features |
Feature Type |
Specifications |
Paved Road Edges |
Polygon |
Paved Road edges. Medians are included in road edges. Attribution should be included as to whether the medians are natural or man-made. |
Paved Road Centerlines |
Line |
All paved road centerlines. Linework should be in a format that is compatible with NG911. |
Unpaved Road Edges |
Polygon |
Public maintained road edges. Medians are included in road edges. Unpaved road edges are defined where the visible gravel edge ends. |
Paved Parking lots |
Polygon |
Paved parking for 5 cars or more. All visible islands/meridians within paved parking lots are to be identified. |
Buildings |
Polygon |
All buildings above 100 square feet in size. Capture will be of building footprint, not building roofline (unless specifically requested) |
Bridges |
Polygon |
All visible bridges |
Sidewalk CL |
Line |
Public, maintained paved sidewalk centerline |
Sidewalk Edges |
Polygon |
Public, maintained paved sidewalk edge |
Driveways |
Polygon |
Paved driveways |
Fences |
Line |
Fences enclosing or dividing land or properties. Decorative fences within properties are not to be captured. |
Tree Canopy |
Polygon |
Single or group of trees with canopy 100 feet in diameter or greater |
Pavement Pad |
Polygon |
Paved or concrete pads such as concrete patios, RV pads, basketball courts, etc. 10' x 10' or 100'sq. ft. minimum size, does not include landscape block patios/pads or permeable surfaces. |
Stream Centerline |
Line |
Centerline of visible streams at least 10 feet or greater in length |
Stream Edges |
Polygon |
All visible stream edges at least 10 feet or greater in width |
Lakes |
Polygon |
All visible lakes/ponds with any diameter 30 feet or greater or perimeter of 120 feet or greater. |
Pools |
Polygon |
Below ground permanent swimming pools |
New Acquisition 2D Planimetric Pricing (cost per square mile)
2D Planimetrics |
Type |
Urban/Rural % (20/80) |
Urban/Rural % (40/60) |
Urban/Rural % (60/40) |
Urban/Rural % (80/20) |
Urban/Rural % (100/0) |
Bundle (building footprints, paved road edges, parking lots, bridges and sidewalk centerlines) |
New |
$346.50 |
$577.50 |
$855.75 |
$1,144.50 |
$1,417.50 |
Update |
$63.00 |
$126.00 |
$189.00 |
$252.00 |
$341.25 |
Bundle (building footprints, paved road edges, parking lots, bridges and sidewalk edges) |
New |
$346.50 |
$656.25 |
$997.50 |
$1,312.50 |
$1,680.00 |
Update |
$73.50 |
$157.50 |
$210.00 |
$288.75 |
$367.50 |
Building Footprints |
New |
$210.00 |
$336.00 |
$504.00 |
$672.00 |
$840.00 |
Update |
$42.00 |
$84.00 |
$126.00 |
$168.00 |
$210.00 |
Paved Road Edges |
New |
$105.00 |
$157.50 |
$231.00 |
$315.00 |
$388.50 |
Update |
$10.50 |
$21.00 |
$31.50 |
$42.00 |
$52.50 |
Paved Road Centerlines |
New |
$39.90 |
$92.40 |
$120.75 |
$157.50 |
$199.50 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Unpaved Road Edges |
New |
$29.40 |
$58.80 |
$92.40 |
$120.75 |
$147.00 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Parking Lots |
New |
$57.75 |
$115.50 |
$168.00 |
$236.25 |
$288.75 |
Update |
$10.50 |
$21.00 |
$31.50 |
$42.00 |
$52.50 |
Bridges |
New |
$31.50 |
$42.00 |
$52.50 |
$63.00 |
$78.75 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Sidewalk Edges |
New |
$136.50 |
$236.25 |
$367.50 |
$472.50 |
$603.75 |
Update |
$21.00 |
$42.00 |
$63.00 |
$84.00 |
$105.00 |
Sidewalk Centerlines |
New |
$57.75 |
$115.50 |
$183.75 |
$236.25 |
$294.00 |
Update |
$12.60 |
$23.10 |
$36.75 |
$50.40 |
$68.25 |
Driveways |
New |
$105.00 |
$210.00 |
$315.00 |
$420.00 |
$525.00 |
Update |
$21.00 |
$42.00 |
$63.00 |
$84.00 |
$105.00 |
Fences |
New |
$26.25 |
$52.50 |
$78.75 |
$105.00 |
$157.50 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Pavement Pads |
New |
$52.50 |
$105.00 |
$147.00 |
$199.50 |
$262.50 |
Update |
$10.50 |
$21.00 |
$31.50 |
$42.00 |
$52.50 |
Swimming Pools |
New |
$31.50 |
$63.00 |
$99.75 |
$141.75 |
$189.00 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Tree Canopy |
New |
$84.00 |
$168.00 |
$252.00 |
$336.00 |
$446.25 |
Update |
$21.00 |
$42.00 |
$63.00 |
$84.00 |
$105.00 |
Lake Edges |
New |
$21.00 |
$63.00 |
$94.50 |
$131.25 |
$183.75 |
Update |
$8.40 |
$15.75 |
$25.20 |
$33.60 |
$44.10 |
Stream Edges |
New |
$31.50 |
$63.00 |
$94.50 |
$131.25 |
$194.25 |
Update |
$15.75 |
$31.50 |
$63.00 |
$84.00 |
$105.00 |
Stream Centerlines |
New |
$26.25 |
$52.50 |
$78.75 |
$105.00 |
$131.25 |
Update |
$10.50 |
$26.25 |
$52.50 |
$73.50 |
$89.25 |
Sample 2007 2D Planimetric Bundle File
3D Planimetrics
Detailed planimetrics can also be created with an automated process using the latest digital orthophotography and 0.5m LiDAR. This allows for the elevation of features to be derived from LiDAR data. The following layers are included the 3D planimetric dataset. Because of the automated nature of the data extraction, individual layers and updates cannot be created.
- Buildings
- Lakes / Ponds / Streams
- Groups of Vegetation
- Unpaved Roads
- Driveways
- Pavement Pads
- Parking Lots
- Paved Roads
- Sidewalks
- Swimming Pools
New Acquisition 3D Planimetric Pricing Pricing (cost per square mile)
PRODUCT |
0-250 |
251-500 |
501-1000 |
1001-5000 |
5001-10,000 |
>10,000 |
3D Planimetrics |
$649.00 |
$522.50 |
$475.20 |
$396.00 |
$346.50 |
$330.00 |
The scope of any planimetric project is dependent upon the needs of its participating entities. Planimetric data is delivered in GIS or CAD format. Some of the 2D Planimetric data (primarily building footprints, road edges & parking lots) can be viewed, printed, and purchased after a project completes at www.dfwmaps.com.
For more information about planimetrics, send us an email.