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eXiJmyI1jtMph126MKcwxX5EN7jnZWgTbHJ9PQhASSyV7lVS128AIKA8qoqSMv1vgFL0/79x4i2Fjgxdz6drX8cYx27vL+1U5ieCEOsRBJ4mLZb0WELWuli9s5VetKsCuStx0BCcvb6JL+Q9i6VOCwnF67+u2TWsyLAcv+VaJjT9DN+JluyJx8ipiZu3hj6uODAruOu6+PaMdInY3VuxmcRnICONB6Cmt4y+5LZHtOeSrlCA8j33EjN07Hu+iOHJBuQmt3/ees4bOsCV00Fd5Y0EUkFMuKplbVwcwYEPkfkMuqu2616mLHIR+BycXuyPwz1I/HSJKrj8NDgCUbP6FWnhtHsAlG6/vP1n8cnDbxF/s8aybEoXKPk5R365xZgB7ZTF1/jLZwScl4YVDMyFJBxDy/EzFuRD7AaXZuWkL8+VNjCmhjfN8wb85El/oUqjlKct3B1snv+QC+MuoIAwYYxwIsewjYgWYWmZSZcRCDHgl+wCgOzcYCYHxwHzzQGt623eMKb6bNjTsY3TvoZ+bpZVg4GPQBme1re0TM/NL6+1WkpVVZE62K6UFBixZC9JOoaT26JDU1lk6ulHvcL0p/C4C0pLuxkb4bz4X5K/Dz38tTla315WaZvGfG+lQUcA+oaQaF9BTzW6e+fhAOIJ3HJXXuF9AYv0gX44SF1xLlC/Gc92IPh975S+IfJ74Df8NSOVH+kCLKdVx1qqZzm9J0E53Y5djNCvbtCfNraToLzQnv18eN//mCTQsv+xVvZ9h9XY6eIloxYTo8w3Nxy5ZZCdSh3AuCXfo4w51rHKd83JkKaNexaahkUgNDtgQcSzFNRvj8F0899eBi6j3SqUkzsWWk0YZPw+x/YVPg8ogQg6tQOFpGDGD60yL74uDXjKrNmzCREV11ViMTTE8gy4daea7bxcQQHyWc6MxwTJEAtD5JwhtgtiDNjdCNykkMH5nGIGvQTZHEAenZgRoOGTEt6znbCzg9nyc3vvSxvquOrWb0jxZip8V4tS0d+cy2FXSGAqUcA269mjuE0R2bbxCBDgO5JYX+Wp/RfBiuGkPdAb7DB6YbH1Bp0kqHCmaOorpIMt+vbuljpVPNtT4EqVKyqQQSA2CQH4fFuJkiASp4DH7x3GeYll8TFnvv9P8o1vtDMSuNFgt6xlIM7qVBUl8pcMw6traBpUkVRU0OrOekRvi+BK2BITvsudQds6IYJQhbRAJEjZwzuGx0Z+Ev3CeLFfs0yuUZ09xDqI40YuhoEOQXrsc1b29Ei9vp3bEnB6bzGoJOCnvD+Zpd9S4CoDpyv7puoqOnG4/Q90dc9At4cNVmV5PlcoAOTTMcs7qn9m+UDZ29X0Lcz9Vp+duB8oFIyV60QT4dFaV71eFWeLPl6IhSPWkq4l2+KvLB4HYT3l0T1sJpU+eRK7NVoZYR8g0Y8HXMG8AHlEjKPPNWaOAysx9gIzPfVBssY1kos3r8tyzoRXWeLg9WM6QhqWnXuRjwW+Sp3TibJJMqn8enQBsKqLTVy1pJuBI4hT799Cv0H+vDTRuZV92RUFYqGy2/ZgoCFrOy/F7KGjPygfJt016TIMADBvrBCyzdO7XrS/4GhcLXws56NMqFMJqmwltcwF8KJCQ74l97CoaknZrD1DypMV4aSs+LHJxoo8TqsZyIEiBIT55PFLR2uf03Ft4c6IDfvWeJWEO/xjpGTcaaifs+hfa8U2Gha36MR/GgddXg5N6se+1Gnar8Setep8UyYY0l07v1vmmbt4035VbqtJ+iU7Jz4TDWzAUUDrMqnPGhRUHrKsaQS7UQEfxQZhI4NvK/9xxPb5AXsil9fItKYBIWdq0g+MYvzlP0SS0EuESKtOYZDMwHIXxGCsu4sL2gRz9da9EHB0RCLGxF6+e1NacLs0TR8SRlJeTELAYsnlT8i3Gm1upXMbMs3IsgWefVTyOyYCEiLp1HGJOVjQ2IokyBDKxtH/Cy3FnO+38Xv6+cXp16ZD6JBMPf3JwBguZysEgRV7vwrNvmpobjzh/NCdoBXq+xv+iLmkKJpQuFvoc4BapL68M9zD9p4wEZjL5PfbNx5GGj2WpUtTbAXcLuVpcilY2p/ojBsuNkIMVUturp8wsxaUviqeIHkUlti1RhsEJmh8EqVMUIYAuDzC+gzcLhTDDcIrnD9hdHv4U9NUI1PMHoiiNDqCrB3DaEJJpJlWQlrdr5Km2AkXithc9JszfP8FIWd65ZmOiEBPhkgiSVLIbylmmiqpEY1Ncef3oQZjrf2b/iE1SVzP2OgXs1tFCT4/JIG5/4iBaHecHrB3K7MfsAYosEYvzHBNEwrhlufN/iI9U109+O6vFpsC9tUgm9HIstxLSiBcl1h4ppliAo9vGHsF8nb+uBjEZtQuVpJ1lKn9OxBKnHF+Mvt0vReObvu6vlgfDOzo7YKSp3ldSKbNhGQvHnk8iG3Zxa10T0qZmhy1oaQtTFYexJAatNODUh8IIpIOh3wpmkb2iddGXLijnD299K/nTdHsBNP9ki8eqIWLemldXr28AmlhOJzW4ke5UTAEAH8pRTDM7tX1J3yiJfcljw9QjNHzNya9Tl54CTz+UL3SLr4uzwkEOZNlIezy7uEG7oNVn6WdTnX7UQzmeU0FHq+unlXg3PKqe3iVhu074FIUKHuxmH4zK8rRY4pOxUxOs/iXKyfpzQOeLMI210Cr0Io6t1b3bSBxeGqwjPPsJ6BCEb4HjsEFdmXMnmgwAlV3o8yrdBtMNNLImr00e5IhhHabYGZSruT17nldGRrG2mBkBhzocjFZVgXW0rUBXu2Utl8hNW54KsGRuAn9fSaCZbSEatlhYLhJmhAp93dy8RC/AxLdMAs9/kG8yn9ALHj9B+kWSgLLgBSiiRiAQmWcTqPHqATW7H/D85ZQjfAi94S+BkvbL8Qo/rKWe+gC7Yjuum0jMSePBQjkb+SmkU8hKUVPFCkK5I4lTI57UApqXqJWitm7MK6QqH5jjZYJnQLLfLE5NrLgAVYLI+rYLpBGTr99eEB6cL962l3wJE2ZRqN6mLnw1XNqQ3bHutINthiZS/kUPkKyi2JJzt9ILKVTLArNRQLqKI2/dFrq8ssdbLYx6mhq6ZzHO7Irx7UBALJTqkf+YVh4/bAXEjIek1k/pmK7k6FKgEkD5Tr3PYZGrAuWP1HIAog9jnoomRHZQy6zGtZJfqoDdoSODR6ZCRKY8byj40aFdwVmiLCcG2fyai+UxS7DctSFv2T0e/TwzvaxaUIwCQPMsyJTJ7D4jK3mgcnf8OloqbxrMhe4vS8bxaXbRksuA6awqYQu7he5HmzUKmMUw2fTyYv2b+UvXTScQPg9dxR/bLqXMHnZJvlCjq9Hf1OtzfGvdH6vSASSqvmm3zd3+VmNG4TT1oPNe4P4FUmNCv+YGdekCQGU/p74UGnlSKAXCgrln7awO4Qu/BPW3u3vBvLE0wdesn4bm60i8bB3qHXKSmt8QyGihL1kB4GQza5fRMn/v7oO8emVPMO7cpqr/NagUqQBM321o3s06VfaiIgLBp3j7aK1vS+QhilKWA7yxWi+/u2GKB4SZ0cXiwMPpbs7xpZaC3xiESuePRniGGLdRH1JKUHboQmFoANXmsz0l15i//d7OBRSvlpLU6aZ+VXPN37hhcPOIUtQtmxCBtEHFqM2AosOr6DX6o6SbxPVKDvToKOE+kgjjnSaV+JN08RgQ3O14+k9Zsbp0KK0Z7SrH0l4OREjiUwwh3lYA3bvDQSvTIcLEz0AN3R6QLDuYGTzRFoPDhbqFUOOia9mmOCdRBV5d7M9GKQLcxeDhztzOjMSTKOrvfj2RUUPQOF1zMpRudPeaS8G6ZcSQxe4SScddEsjOxQ2JR0Oy3Mhz6SwhZ4riwmWswxZkVj63Q/Oif0VBDZKupbG+iOELV/APZN18QdlrdLsZ/0dz1XPs7eoCJJTqWWXNF88jpa5xNrExsFL2rgmPbI7pjpSP7OzreEfiiLYD/+6tGJ7u75NusrghqhS1ZheVCfZv9ID3PMHugKChOsMgbmC9xkMCwII07yb3ZlNW1x1snNpQjByee/IyEppypsoO4erRPHPnYj/LtjC2Tymp31Je6CofsITYbUsHA8ycRsJ4CNVXdC8IjTGUt0PN9YQlSl7jziTlpou1mZ0r5vbS1rAWZcEEzPosbOXcwrRYs+23nyOqejGisWqJC91YvHEib1h6GJsVaEWqOhhJKMsUHxl04KRwsdRwtH8XOg+Gb1CnFQPqfDYR4Xs1BXqH5DAcgvZnc8sfJcb5vKE+5zvXVy/LeR0Ti2eFCuZC3Gudb6jFKDXubPJfCARFxNg+V+f5AnxzPJ4f7FdoY0jl/RsAaidRUdpnCtHhRuLi9z7qjspvmMrQmbBa7M6rEFh2qqiawsPyMqzN1SLk3ppocXFtfEcoT9OQb9WmfKREJgd+3Q5Dy449wIV5UjtnjWuWFek5qXyNFOQoeApjY3lV6SywvuQQJK21aCtfSCVStPjPUuUUPj2fcuTxgDGAvHM3iS9K14nyQ6u050qfupM2MgIbbv/FcoJU0tsatdBhh4jKzrUOtotZ5LIRVhdyKLQSP4ZYA8vYkO8DeQ7smy/9+Gcv37wUUC3ynmEhL+/B7XNrmJc4sEk0BpR74AjnieIUEhG7SQj0NDRMCnDofn1Xdg4Rd8UxZP54bszcsPN72PSqfuzb5lFnJdHCqFbWWP51RBvQ8mUFUT5kj9QWLVmbz1/yqmOObEBSr5puHcn/W00gKm1G9Ne/5ngY++G6zWPfIb9TOPyjTlZxypQpjbulGmeV0N6bVnZICwda1w9iQmycxAj0nwGcXJ5f+2dc3GQmWOEz4HEMa2C6Jnbcjo3JhK8WTRzHPZS8d35PDbKGM5hRZ+0pTJpPc5hc8tUAlXC4aQxZI4JF1hKZ3H/CHJYqkSi9V0REoBt+65WwZjV0fAiy/22bDf6Cj3nsur2LwLAyZ15BEQWoi8ytNr7DEPcj2b1D8JDDDfwKuEoLspwwnjucTAlG5zoS3d2aajIn7ohDwhWacJQ2dEZSKhfUJhuWtlF6EjEjv42ePydga+L5wyfxJ8uVeesIvWJ91v4h1z/DMtQuhXQEokRRI8XTGK9uFWCKpipML5dqI3U/yD5ZL4YqSgtvhkEdEHfx5fNvFfEZg696wLfwZm6fWfRUq82DZJMKpMrU+j6WAoKLKwMgWbrXQ1FTuMwjECY7/Tl2bWA9X5SDI85GH7H/ymBzp6Cs3+eTeoM9qrUdp+eoFoOUREWe+UdKONVyHxuyzo5b16IJqD3wN/t6MpXNIF43RtG7bHVhTpeattN4m0igIMyl3rPxORfkGXpVN+u85gMsK2ddCF7Ihipqm2du3SBLa2FCAsOqlP1lw3eEaxVqc2VxNNex27jj4x4hiCCf/kqpZzZj43EtfL+z4U5NBQA5TbqJ49nmLpSj/rjUOa9soo7CThWc7MiqbkfsO6HjPJG/uvUHoPAaH+S7rpNIEba1mNyXlGoa0E5PqZEXK1MFfj18erNHzoBtdqPESZzQZ0VeYyTMEVAe42zjiZgakTvt/RTxKGP1rSrGDjIrDBx4UbHR9EkbH6aC1qGoAWzIyCuzROl5qPHFwNvWlHQ9PWCSsgJEzXA4AZe6vQJ7P5Bt76inbxTcRbnsmt0AIrzzci1JxHUp/CNiPSV5vwph59NgWuX5cXRtt1C/JZmg2CZ8uscUd/LukjuoT0tAf/e+vMl6gyAmW+ir1MR6MiqSC95VJZ+uhstBqk37SNPrG5h/z4uCdJUD2bKVyZAvYV7ySWcjoIOWSt2SXAOcoKTV6Dlc9oCdPK5d5h9scQUe67LfXxBsxMzZz1hYFiIEHVbjzusF8XJIOiy+YZpWcEiGELsxEQEfRIQOD+NA/8soY2fm/oXz8M9qREfB9j62NzQUPZiYySDowHzV8LnTgcrWGeFtNz+RJEa3pPd536gJ5athkhTaq+gc8w8KVpPuPLMNCFAMjSAUyK9wVST/HN/9sxMTrUO8uM2WzQloCxK055X50VynsSPff/IuLcbb8RWMMwidfmPpYTnJOz93jw9Zn6QWIHODcl5Lsn5tfga7rf4oLGLpTO7wlqDY8FStvqnyOZ8/sYJ6JUt4ed4NTr/ygmiQepajGJmFqKqyXP6Fl0ubO8T8KOErGAWwZFgz1Z+xrfIJh7rOuB7kW2LYp3c5WZF+wuAxYYJ6mfdRjX6OrvNKb515+IuqWku5LuMYZQ4TpKTG42y77JtIMl1+/7UzHdB2tNpsziBL+6jQtT5zxfv5UMQqlQwrpq55Oef39J4MoDTeUmjV0K14tJkBKRg+3waV9z7EIBZIFu+7eM70nCvkgnQM+w/5d0VwR500vMicJZps2FsJuV2998ysFEnmvn+lddHPWs8ScUf+lPVVjo4uyMaBxZQ9bYJxDk4fXMh6onvlNQCWUbqwKAZoPu9NuHzDPV4P16R1X3YVCydTFThfr3n3QQiUNyT9LKDUvzjNTiEjjrLPipEwlr1jVLjWZz3DRzi7SXjfrgHDgJ3Rm0xDy+8uxUZjcpq6ZaCee9KJITYZTRqbYGf5hUa8jBZSgu4RxWlAli7rXzWKpC7eOxKLYCk0DibC/L0YNf1eYldDYu6gejC4Wm6hDnB+y3/em3//osq+GYJzFwwc+a4QF0ebCdOayT8oKP6NGFy9EH2ua0e24ILaWsfTrWsPNzRmtas/dx1PfcfSZ5y9KFBBWQmztGDnmlDlL1nCYzSWo9YG2Xhv5rkhhSa8YdLuThJnU0RiSefszxbZY6VDlBZ9dfnv23/nMbXS9xkAX+u914jgdwoxKZMIgvz7lOHQ8PqeHTNo5ARF8TxaTuOCabs1AwoM1Tv/h0IxhtbCgpHeBSHv+c1L3buxCxpiLFkoHUmR9I7w+mNwZE+Ion+SuZT0mRLzlzYSIidi+6vaEx5c1482lCHGAbMgOTHxpwlxt8Lt7X6VXwPUSeIRgNbG5Jb+LX3V7jZXC1vdgsQcQmqGUdArLE/8/e1vspDRWtXBuPi08a+9g3YVSyJiAffcwnmoYsDTcq/QW8bZ8LDB3nrUKvfpkRbFshGGQz1/0f6/rpVX7lknaZEgackjv0Rl4oBywSUragf34ePB6rw3bc41Dvln/4G5Ha4D6Zt5lrlNOpE8G1zLQd9CAClQ4SO1NN7b+pR+/PlHNS8fXqskozhYIDZpLW+JRU8P6EqTjph1vaXLgPPtVeXP9x6DjincTTKjzSf8yzeLcn8pI19SzZi28TsSy1/3IrWgwI2zS1jx+RBmJlxy3jPk9Ne2/uHX7tH/l2W6dxWjXwSvvsXawjT+AQ1b3/AGKT0R3demx/w4+gD4a+tkodvo4yGYsBJw0azZLHRmfASe8l/UOj2+i8TnmGmeKoUlnGCFjU6ngd06dvhBthXBBFqicQYJWc0ImkwmWVl0/bUajHDZhn8nL9wVoL3fZvCm8NB5ocEpyXAPHVZSjdd1Ma6ZUGavUFJ0Vm8fVLiPBw7jFbzNBDpm9xYdeveon+/5kvrd6w9UJE2EIO2deH7SxjoZpKj9iFu0OnI9Hkq5FW8uWv9kQx5dtZT63g9ovCr2okjT3SW650B50YLQF/nnNYOsxHY1XpDnquimXpCu/U6CR2LCknZu6yLTBMXQ0xFK1LUAVUade6fZ7FsRQ2SxJwCsm0F9cDxgtRD8hOtwPdo8FFOhTLwLRzU6rj7N+geomJm4MCYAaJqu038byApRyvrJWI7H6JOf2BGxH+PjQvM2IFrZzjZLh7whV4A+u6I3AlDx/SAOViCAUPWRSLrr1c9sPwcOg1bQ+ZQsHqRFYXfafQTmHa98JULrSkxfEpVh6cK/NpRiWuEbwuuEKVYFjvjLHGTD7smIFMGxgShuZlzttLmEUn3a/9mEXnE/Zpef8oxDRg3A01Go31nUEB0fqhj/tG5ouw/BCrdQ/3wO/HH/z72QMG62fUav7Rxhqu4nTQ6jcrBKFYbSvvIW4R3kxXOMxNbT+0u+u3gUsvb5FMLXPzbxRqw0EdWXz3ndM5fYUBtKWu7qCC3Gh+iG3XjyVahWYTrzxa3yIYOlySC26mvRxlv5f7P5bDXECck3sXeYOW/qdlES/4PKm+JvumflKlF1rKBtnP2NZw9wLJTaIYronB4hPazxxF3ysXL2DuwUpBIUKiYWoLbapo6+1TF+GVbgzR3jwVB10PG9oyIFL9citujIXNVCQDDpO1hx7mU3xNQefu3lNERbq04UMKM7I5RmhPEmo3Piyxom5ECIoxNFjY0V8kd7GT4NKoOB+LC9yqZJThj9tiXMuNJzSxMEl8WO+kKh1m+sx3Pw2fkX2oFJY1nU0W2cH+7V+IFlUVncJATOOgog4Q+5mHKRKaUZ8/bF2aNkHsa/7srb4RIgqMSHr/fAA2okRYJNIxp3W3ufi49I/kTW79Ji8lKLOKePhXK+Kdz6MJNyvHRPc98Grkr16eN/LmOjVGtTNRc9fU3V0nFrsWWavvupqvvYb/sUL/0asay6kyQpGYJTK4RYPtIzlZF4gKjHBRVtaDnneLVXVJfbx+5h/I5N9Us9N7Ry+pzFDGLaXXNA3m3ismiqW2jvdPahFClHZ9WaYV8jxF11Yui3x+wN4qcLYvpiAuci1TIUwkry7k2/jAOboMmt3wu6lBEjZrQjt3opB5A5w6HmoLbsdFUxVSCtmHOMqfJ5mRZuhLqwQshEqdYgT6LOdLB6kSdTSl0z4amPlGoypTU/7Hl/hxLqNTWpG5MdaarAy6kdId+yeB3sXpmujvYBQkqSPY2QZmS88nzFeuPqaXRYLMc1GDIe6t4Cco45AGtZLKs/KxkBZ3oSUi4kdc3ZhAFduM48JYqxJ8njUjNCGOii2lOsZaBN76g8sILFcps595WJ8IfI4fRX0agcGtc413L6IJcd9M3mjb1saQMuiVOWtqjQLmQ7zeoMv73B00IsURgX0Es1jMKPes8y27Die6ZuhKTs8XP9WdBSjjxGHlI40EsCDKEQQg/g0KHzxMEM24PccKDLFhhmLAdDUwhySMd2iFe+pzBbQ7WUar+EuOL085zGUoGQWLF7LyDJd1VTIcHtBjmSmnkqFBLZpMHKYfmAhHAyQZGMZYovaNpOgcg+TLPHnxlthWO8DGcJNRmxkw4qHA9ARGILlBQrOiOTED5spuAM7fL4/JgkdqV9pR37Ev2FpLBMG+yGv3l8vGpwW3Fin9BHAcv9YYPrVZ7UW4golq8+XWUdij9LhU0fzHmq4tViPkbrE09d2Mfq/iyb6SYx+NgL8JyNEGC8FJ5PgBKP7L4TuGHxFOtPREemVuyaE/DMp6lRBAZMdthhnuhrE4muT4ywnJmIFpkmx9xGZ0jKpg1UBr4WCbGM/Nhl1wfeTgmzRjv0MRyOKgHYvL4jKmSauqicuTYMDO0N6eJtVPshl/fSFc/Xj1EeQsrNoxm5sjP24dRH/W+8z1VYSCC+txALv+t6zyzr+OtutwFAUIiEIO0cIymDXVvATPEg7nSIWEmHKsQLDXADgmOptfD5xB97pFNvLfhS35uSU3nQfvCG+8X2mj5wgbsZcQ/srHnGd3EOtxKrtcgkqlquvIzV6EzHmCVgO7Low530ZtCB9u0UoDTwbKSb71CJi9JQpR3/vGOoYkW71mC0T/18Jjo8cGpgkuJhWkMvNAjcdpYlDx9NfwwxYyfE5sgObV14Swtb39E4Ki8sv89cmYT+4368Bg+8ie9R8mQ2MVonDBrIFu/+gDNOU3tJoiuqzWlQW+HQVvGH97ccL7mzaNeQMHUNE4S9bx46WGq9Tn8QcDPtWbxsxJyzj0e9kRJe16+7IJdXo7M7cxNjWUWlCk5KH2tWFmRnuTpYempwdy4IFvq7MdjOVyUaA4QcNGlHcjadOqflStOncbAa8pZQdnM8ZMU3K+MybNMqvaumQV6R/1pRKZBdRxx7sUvQJYqKnWfZgTX0+2Z7o4g2nnQq1tmV5iRRPy6DGar5dEiJUD7UDAf6Uq+nz9ia8LHi6VYCQFA2gmieiegBkj/IBonwQhLZaWq8Huk+BmwburFCGljoiXRkZPKuAs7AjhhrqudS6KiN25b1Q4OnUTuA5UVw10lXtOQ1mcRnv5frprrmAObIP+/1hnaOXOKQjwVHyC1NEG1bHa6ACGRREqHw3wG/MOATyAXFH/j+BmTl/EbgVmS8BtHJKep/F47Go9uA6gzDjKzE7RIBEGVR51Xgnfl4+wmVfdqNUpVdY6gTFpKVwYY8Pu7ENCDreKFsBPv/hc4YZdjaU5L/NrQkElpYMa30FSPTS5+3XbHjNL6QgH7eRvAic0YlujF/DGacZAe5uFlLPcJ1iXVLc7QG4jHZN/GN9hnFYex2DXyiZiZllY1H6YjTRLTD1xIeNQVk6srX6ARZbBl1z+IkltlObVX7PqZ+6E7NVvs8DTCZH0Ik/cbR14EB1ECmSsy/tMtNcBq+6HvWv192+KwEmhEsru9lIIQ7hIZqUjXi4ueB8+wjABmlpTLEHdDk0GhAJMQHA2mKXnSSQdfNds8LOPf6yNEgLyTCeUdkYxV4ooImZE8Nk3rNvOA16dUoAHGjp0hI7XLE07pcx2MP84ftNaBruzcx9+hTG+msXWvGvlXzOJKF/u/CNEDBR2o42Pu9jjaHQDE7CI9RIvCvwvd8QC5qufXRaFR/434SycCqPN27dE175QuNdjtkaG49XWH03NaFFKDPXhiCEq1nafhYfP4nn8SSbOVQ27MwL3dEgahr+Kjm8KKnO6WvLcHOACJAF9R9zeQqNFvpQ7XC9BJyvada/1LiL18sUKNeTXUHQFyDAtyYfI6Bol1tblLFce31XYF5SV3BI7nVdbaLpxAAIqbq8kztbDVp8SXCXpgmDxSwb4mT5f169C6GMDQ6S6qr7HVQBtzDjU2/UHszCTLUwn8XsZcPx2Ou19qKRtAVn/6KaRHpt0mRzzi8s8EP3Sh/h7Oojhs9i5ZpVy7eN73PImEmBU49/kUjFonpffgJL7VnQMi8BTg7qnKxqGGfSZR4Ian/EuaHrDg2u0GgzkXxz0pXqBCBIJmScnTO6SZwFW1j2z5P1TSlG/RqlVpyxGHT0gaW0Pk96+XzFqh0kLHnmZA7W0udZSk5t1ipKQuansjRYrAZASLvRSkvsFfGBAC0eq05ntfF6ledPRPEL86c2qQs2Me2wHAm/lPGdFvDZC15aTvUsusUPKSyA/TFDuDVawt7iNpcmtjUPZy+xFuSatyShdVhQEw9gwZwwXc2qag5L4/CHXRAu9TORAEDe9iGiFWN25jQvBoudp3GhEOYQtT6XRCPbUB3D3taJvuuH3RDyrRTaRRin3EX5nPV32SSMDaEOn0C28IhuP2VJ3ewOXHJ6pq1lGxqMOuzOr/4+dMXQJ6fAXSRL0JtpCZuNBf19x9dAiza9dpqdSNi7qsov4s7qhEKsMEdVtkjeqppFn+/azKybW9ZSTbEMMraVD8aCcNAqpGd0Zwc7uFDeYPPb5C/8QF3dBAfRa85sedZ+fl6qQ3mptmRHdkI0Xd0cMlRv9K3hslVtUggu351pSHorr5d5qi24XU0DhzVArf9V6MeDsbAWfjD/HLKXQ1rb3DTMRy0Q1fy3DMc3M7s3JXzYgx1e98ZITFXwagiflkSSoMiwgEOX5ibYM1trQldUcs/VUzNO9POC8yAbkZFkWQpcet8SQ4/PpGxns9gkqFS2vYRk47yKgcUea1yGjMDac8mZov/9cPoKgV5j38XiRapRS5G/jb2UsrLShKfc663I0OEo33Oc6chJrox3A2iJwfqsG5YscFT9HVxKYI3X6k0vhErp4U29w9A6uMGTvM9wNPLjxHT9tuWc6zPR+7BunsttMGFbYRN1IzYsDj0eyhtwJ9KvolLu4iBVd6sgHDZFDzs/BhN5lWOgOwclJglqYRtBHV57HrgezCYalOrglBBbtK0k20R/4JQ8YwoLU/zffLZn1as8OB/nLBplG2sz2KH1KZYTx6O6jNUOQl4j3om9WKUjkkUpuspJ9sNBO/JeoGxA7/D4YxRvK49avBinf73doEHOserzM3DD6nBbtAEsm92s4Bxp/tGyWVJRsdeMA73vzAY4Uetaa8xc6ca0JQjgHc+7P4uBHdaoNl+I8xoMr8H7ah1NMP/e8i45GwRGLhhUcC0XsWMTrLIvMu9ymZFY+6i2ujAdHoNOtfiPfda4JgmRcBEBNfSIGLD0FYolimDtakHQ6BCtr+UZZ0vI0/qoF+d3WslNKqNX6VQqMPVq9uUr/zRW/IEVUavLW2VgCE8NEwayWT3QitgKkpdv8nIkeDv6waSQs9Ti7+8TuzXOvyVY/N63CqzM7WED0YYre9Fkuk1Pya1N+7w4blPVD7DaK6QJ1kLJpov+vtfLGrBXJM01O8/50oYUCebPgjjxkjNOABQXmyvhgjMc2DJFJ4eWthBYzY935cDQ5SNSfqRI/CcQ0f1bnaxTN9TdH3dFXnckNI59Ov0g7plpHIoxn+uZOUguw3qfurHIi3TcuKsOGmYvZx7/nbZeIhP+RCnn64vpk0XdRTBOCooI3yEdhLiylg35zc1XrP2qH4z10bf910hu10+N9yGYFzIz4YTTLcGSUhrdUeos9bHJRC6qsDUutARD0Wk3Q7BrAyQUBcJXZ8kemZ45BZ+DDkWW+dbcqeCFVLtWBh8RnoWtwCQL8TzS30wJxNsS70AUvTPGHaAIH+qc5MsJH1iIMbUqrGG0H8ROm2UYXcwRkHGPiHmlVKMZUk5yxHVLsJqmKE10OcIjw/k1ULgTLE+2rkklDtNkOg5pQ+980LRLNr1uGK+4Q1c3M18reiSbrlt9KAfO7sBwNGFzCpyPXN9UdLMneuNEtTF8GGWswdNdWdY7V7ltFQX+GDrLCwZ+8hr/9OBU0k5eyi4+dn9kmsL83kxUfYomznjLCv9GCsagHGE/cW+0TU1MevsKPiJUem6AdxKRwzrrVLz+cdGQBcNb0pRrfXlmP8k804a6sw27rOV56u8IJi7GChQQ6B96b9cosyFZs49KeNkhjtI9SLrplRDc+BwKhAXwl+l1kSIftB4nO6CLIKP+UfYLdO0oV0ImT73nWthul+6mp1astWZFg/404pb/0Bwm6SBYuwbCjQgLMst1uzcQ/uARlQ5/eDzo9XTNapoSopszH3qIb4GHuaqdl/vNVC0pCxLOEav7aMrCLSCldYVNx80dHQeqMAErFcJUUw5Rv8x9b7d9HxjwOLamrp+b3Chv1AlWAmtIR+jDV42aw+mg0g0A2Sws850LhuRzB68Hr0u8X5KmTTBNCPtPDk44M5Rw7d92B/6XEB8eOqo0uvFevjojL2U2P5yCN7CYeR9AI/gpkHqPgmq7I2EbVjgtjC7e82CHqFS/rDjGuCkMLdHs8XClOgB54QZjRojdzTTBexKTPkipHem2qgknPBQsOLxI+SbYh49Mety3+WjbVgJTee7exwhqZuwBUGUuan92TJPyotcIYe4nvfTj7/yqGydnghYqYOmq52shX2bHI6cBMS0J5WXd7MDaynLI/l+7A09eyp621dfaSEQ7Mv84BdWbg4gNEsOcKzw0gVbroFpLwSdtBqrUeF3TEsxwfV09+Yf1NSCP29lO1GpkzUnGifeBRJBzEDo95nh71JA90YxYnaaripnkaHVq8XUy5C6y8iFb2njCIggYy2XXJUEYkigmDjPOFdivOc86pN85wXFSCKiBWYHURPv6H2doYv1d3WmoMOz7xbRPJg4I4nNnVGVuc18v3jnXwdSUqpwTZRyszegq+uJ8BkMQeHnFs+HZg4wNipAMgCQ0jjHhQAprKgdEla3qs4vLHEcnoSlsW7+bJyNaeEr8F6xblWouA6kRKKxsC0b6x1M75+rMUutCdJWuT67kkYYNq6bOw7xDNrv+TOPaqnbNdrhGfMzrX7eQoEVkh5Ye4UnGTg86p8Blp8ajyhSFKj/fz8WaOhWFUjbX8Ril6Y5uv3KuzDxWYJ4bmtvTXX/+2H0xDGsmnbvZGPQ5pXwy0riWRk4r8jWFhqgVtolpC+y4kUCNL55k3QiWQsGLxhTs33xKD16Odqgn4TDAMErkZHx0pjA7YL6w0qgvL/Uz9k58uhGNS4hyySprJAYRRZJCjlEXX8OWS6LCpTMjbvjn0QmdGUW0emqPklmfSJHJre48NXGgKc87Q3kYznCRI3bh/EcnkqNuFpXM+692Ox5dYErJa4nivbPn2OFHItNq/6KZNdLjdBt9khjxfubsxxe8T3LqZ+k+eIFmxfFerDzLlWh043goxUwc05bX1s5w2afZMMd4k97RqTKB3admTqQdHsN5a5GCwv8ZD+XyLzAoX/QmRBtxxGxFnLMGLeB7XxNZN6Niq3dUD9CQwSsMTkRCz3X1BWkJCV51VNs7fwZLgaOtOaR0Q66avCbAzs56F2imhjgCjKDlsGoIfYAtVjiikNhx9NA8EFnw38baxnZDmUUT3pcrKvxatdCwXGsHxviMp6kswD4x4V9Dvg0RLst5kmtphwXHecFU6qzfO7mDe0XjAdydPAyu6DfhoLX8KYhCZSuOXci8irY54fUMwnwqusAAMrzgzapa3CRdNRa75z23L4+qSsMGrYsdbsWQ3tDc2tIyOVx2M+koUWy8fuTHxVnXsU17tzXW1VKHSuqZyVe79H2L2j8zkpjIkhAQpOy8lPui2W5QKEqM63jMLxfDk9X9Ew8LvLocw3u0Ft9wyzcACt+Ny9jAUOFCygUVYzQR6RN5usQCHm7paYjvOLhcyTC3/5ZLdwbFJ3qLXwlhER5CB3Temgw15LiZi1mI6URAZb+GciduHot6zXP4QW/b4lOt2voNNF3cAj9rWDGEnBJEm4FRqHUmxButvST0xtL0sbSFQlrOvKp/VnJsr0/X2WX/f8lzT8i1lY6Nl142oenwRo2uYjEE7LOXRMJXVEcIsnDZGUFhwh0XfUoy+BabZqKgAnnxSNGS7bzptTJDO/MH2VDJF2+PoLdvyZ+vlIX8hAZGXjUjjVQZnjir1gh8alB9c4nd6xiHr7fuunCMYOOezWclXVij74q1xuCSoFu+tiDgdd8QwAlBwCLfXzAGxnAxTOZSgjqEiQdiuFvGHsB7hDtkddYrXEniIm//ygSaisvw3AXirLjcNrxqbOt6CmH63X4GPyQ+pfaWJZ2qI3kogO7X9ed3mTM9/6Gsd41ATiDfAeSyPsFKYCnA2owDqj4trk8DVX+3NlKWAApiGPBaRSle6Sv4q8gt0BtqKxL4hvPT42vmehowMKHSYH63/q+Yq3ninD/Lv+4kcAQOPLh4YtdZD3ZOPDcjLzTKLfsKMbNNWtAMwje/JiRlsHnVpEmdxbki8CUhJCy8CyLfyT0KhTyQEXrZ7p6pC5tERu762Z6LduGvKCNiMwN9voXvEnx/GdipRtFO3R0arxxRa3KtC1nmosMdU1pSM8aWoE1kvU2vHaMgblVR8yLoeREJ0pR54/ZoOu9ye3e9TQ2Uhyisy/3E/js/YFW6Dpmr54A7cIlY/eFmt9SWO/rN+8lzdK34Bq3gIIU2K9EkFExH1UKqnqEgPbfCsmk2TB+MJXD+5sIBKUv8l7TTF4duYrYiGmH1rTRgKU2wsa79IMhLR+lk+jhwcq6uispl2pXVjqFURcIowq0PrdQ3E8pwhKIEo7z1ZXXbx6r8+6r3b1tF7EwNZLr0uPdzuGkpXl+57U1ANjKsbaaHR1+HzwMwQfJl8D6J/+w54ySJySFJYB66jz0B+ftRT5HXxAQ9R1h8R3N4SxO0qOXm/AP25VpmD4PwGvtd2WeDwMgy6iwR8pjeiOV9cDrutiqjepTu4E7MOO334uoh+moUXWAC+nFiZRXzZgk18oMY1H5Sk7I0gt7mdM1zcOT11fhQG/48Fifj8t4p9Y3gns8Oh0KZr9rtu5leAdxEUEZUimPWYpdocmgPqu5F+r4fyDIqYhNkVsaSHHXcyG7LPqQlUSN27sMySiL/OwLbRlAOmvDa/zP5CJh3wzYg/uX3tDDm2eM6LOQPWgQRnnVqX/Pd+q/tbRTBSzyRPkp7T+G1fWLryWI5zQ9grXuEOy1mUA9kFi0lU6A2w+DB1oZzbCWIWMKLaeCW4xQF2UH0/cYISA1zTrF3Bz1FZ+3HyyxsyqE3sGLEY1odMkjC5QEW4D9Sa+aoUBMtF3lSadIQbLpL38CunAoFJoVZ1L1GQr3oTX8PJpo1TFXAQbJadyFTIZS6o8OsqT0xZzItwb8LEyA60h9ZE51oQI0m3dSehcWZ4Mm3ra1+2Z9p2AKyPMPlg1o6JLYHfGnFQUKdXxPAAOLOm+1QLrQOdm0elRbmaEhGjiq2APUwxcppmkpU5jmj2ikFaZ30al0lMZWypj/kmjP7XPwSgtX7wUs9HsM6EDRp/PZ4cxNwGFjVK0aabLgkSBxLj8JLPcRV3ZapZFtUeqlKfUrGoOgu28TxG/WJI7cDBaIFVQnVTrT1bDftlNVPSdVaMr7nEIMCG95mVawK1yUWKEHMYvIulhNF8pJ/GDjHqPjHXZuNDM7tXrgAGXXnWfAq3qZAiUxkH8fhUkvDWIPe6N4ZJtdHJg1CVgaBq/fZVhECRigfaRLCFoCIW92xasrdbZNqYn1/ELUT2MB+SNac3sQD/JdQUnxwGFvnTf2/UU4715bgEvLORCqVM+YQor8ILs2ETYOApwgs6pXmcCLG3wP+S5HuL5iRNG0iuwNnsUrfogABCMGlC7954TvvrHCbd3LSpJ/g2jS/RDVWq+FarNd+MS2/+RCDBl0VgxEyDyHB4pDUUxIYP7JI641wRqGBxxtkif84qVBJUME896MjUxWfTgfkYtb1QjlUzZpfE0qK2HFWfPL9laHEHgPn1Gd/mCeu4+aoNgJMa6CxhJmXWtSVtHbMQpNmHFSiXdYcbITEht6fPHVg0LVNJGFfwahF630OZza/EulFWHfbqbkS5GE4ixdYFCDhPFodXXOfC/vrnd4CNJVmCNQPwZ8f2niSMLeTEORO4uQW5ixMvEVhM43AozUrXUIoePVivXcsGw/KD6hDAduZMcbAVij/W5kdGewSgCWWCb/E9wCgBmNse5IEW5Bn5EAu9BTMjZ4eolb/mJ4oTbxqmdVdo5pywoi7yYhT0mAK2hS6EGpgP0jtC6LqZHJZltMG1GY84CDPNb4E8aXeKfn15M4sfa2KJiLgPo61rdb05C8FFHAT8PomuWmaAvVfFYb6lzUbBj+WQTD0aUG/mlUvJOqiGNuigz5zegDSIFLtN40Q/yu5fYIodIS0knbEFTnwvWESTplOKpUrrfAResRg7nxMNtKqfZ2Jo+S+ZvJh+pKG+d+rk5u4Fj6RZ6fVKjJhTzXePAN6CZIkd5ywWqhGm0FBQzl/LPpCwEpcEj2mkwrQDHna54CSsdvxA42zGBKCCAVnoRbTn9VqxAHVzPtPxahiQEodLXN0sErjLnPvqtTBVXxrbscsoVr5iVrNAjYDBwLmHDV/ddLwF7PBDeK7shfkhrrw7cxcK0CJSsM5qo03ePAsNWr8UZvtvJdsbHbmLTJTu2EFy2HQNYTA1/Eb12WhwTNbJlmgzptza8P7hKd030Uw1evOqLo6NP7n4FGiaY5/6kK4rIyt4PxMW5x/AclEs25AFaJHCTaLKe50iyTiJik5Kbw9lgWclpWHNQDa40M52oYK40l+HQu9z6kbPouFXop8ETMtTnUnEymkrwAS8BtHDuMRw5/DVCdGd+G3yHDXLc9WSitL/tJ3NzUgKG8K0iOmTxXeRkYowdjCCAgATsalcrhxgwJBtvHuZUx/YB5ILF8kd8s8YWROEA7AcsMZqj97UVQP3Dj7HUD35sFJXLy8t7ZPE5Y/UVjsDaKz84Ll9mWnPbQmaPAGrBhlECluI6hq/gdmrWoxb1jQSBBsRcGYygykgDhKUYSQhc4arjvPn0/1d8z3tfY2hevrV4vArmXLf2zCVQwRVmfqbqZh/RU049y7XwZVcRRt/d7g18avnuhw5u+KFTMfwKfZD8s4BMLI1aYoU3U4AGckBiwkmJBC5P1/YPmM8HoTJsKzVbhzqpfdCyuEa/LdbDEil9ifuWj9y52ShzwveHijiOOeDnW/98M/aVHpQ3EQDvHGeLBJzhop1fN6DWYu99q5G8LTsQU6I0T5fET8JqiQIV8CQ+vAKmAz+cGfatZN3xlljalpn1Dz+peUrE1ZnkjA1vOiOG6ZZkAOJy/FFoohmO1eLr6qx/p57kDMvc1GGr8N4W1XnZqOY7pffkwZVoZWPIs4Qh883IdRhMgIanv9BoNqxUZ7jskb+RRBMTNjG/HqoCpudjqB2G58XRTiRZDpqZ6eTPczYMWMe2B7ufp5Qbaxv5Zmyl9pzneZYeiMSPZofSmMOt4NsxcslstgqWzSFXV9xSNWwZgs3NLa4Wvy+xHcvkKMLVIQL3V7PHdLkaLw6Pouf8lvLgJxAQpXBb3P3tnzZD4V8/2ZdZRlIwDPw46m0RYqpmgja2J9m6yL352i/R0hXIu6/cnUIH3c26JOvyMKDSAXPYz5VOPzA5R/V0+4qLVo0i4p3FPcV02EX1NZeoejTWIYe95wfTfymZafdAtfCoyHRhLFrRLvYv2Fe2HxilEI6nNiP4qPbxRigiQKgSiZvX7RB2a5aoPqTqfZLjrByldAn7wG71lrb9alqu3zYbsNyMNZybiZ41usJYtr00lu9mpA1tmJgcuZLplrkFWKmlTz5DC8KHkFHeuSJmPrv2ET0qdYrvueLe5VWtpzFbSZ8Ic/BHVdLQLbKe+I4rH4W8NfImrNj5VoCUKlMDTp8l4Do0rlbtRbeMTkSa0Sw+7id57Moo3qB+LvT1nI2HkINa3M34EhC38dP/w1dOdlJPt9Y2eqPYhBSTClAmDzFGJ7lEFg8SMJf97syDCQTMxGBfD5iqiPl7Vat0INwQ9h2Ipt4meKtZi020CgDuxRXOly4HBtUI4aDQlrN6d3wdSX/xkiiKN/PJzvZlUvivjX1FEwvM84xbyOtkemiVnx9LplTUhN1292So4KxNAGrCM0uOTAPZ590B+PQc3uY+fCQc0o45gWXwThtp503iyPc+W1ZMMwb4ikZv3NIRU/JhaLPrvReKk4CyfgcYUAfQ+0OZ1wJb97XdXtb/Ztc30RK/OAHe/hlM8ZcdBM5how/0aaWAwAA1DEkyojvPhheZyWnIQ1lewKX6s7kx/FYw6+wD6AZsaMuJ4EkGDN+KYDUgdBVXqms25QUtNCiZyhDC8NFMsUlqpX5UbyKaF3gSMJMUf42kTdHGHnKSipck2ea0WAvrvXteRdI5CtVM3/jSeN6h8njO0Hsfv3W99lOSiKxxC/zT/Ae8hIwhx/5i1dz9U+GcuflRHvOslPhMqwHkfwsZmNzyVAGaZ6ap14mHSMLOKMUKwXwTKOLmj3H/TRMI2pNz8HRdtUyu9cydd981OeFo/Tb0zwGH7lImqufuVdV9Lrqgj/UL9z4nYlzvNZvtUJohieda/+uMW6XsO5h6o8nRod3nLpnqPfDlmefFQ1Y16iORxPCIRH8GgcD+nTO1F+HBZX4YP6BMVmfUR2qBUpFI04wn1sWzrmRofdaOodveytYOKzcQp5VvqdzJ/IaQ5sED/XUOR5jLys2G6nam1c7DgdUqnO4YsJTm+v5ZlKbNPUgFN4ZaLGu0yjBgzS9GC56VUdMtgMVC5RiZ9YEluZ7W0FWnJN3oYmZihgj2+qVspDtMgcFNEeVs/owYRV++cjYRMGBfY5gIRbUlIIWX79iJ3jfz/iTWKlbO+pAblVm0fOiYDgCy0tFsPHeDkB0NSJTk4KStTnf/ir7clBbc2vkq21aU6dFzW3pmny9NOiXcVas67RyBLwR7wwLvL/SBdQnyeRLrWjUSKkgxA3GT4SCjuT7Ki7ns35JHwCJG5UxJJXXNN1nqX7CfyJtEiOD2PLSDdNBa7sFgfTx4cN+qpaCQErWOqWMcpb6IgbOmYVr4oyjsaLzrS1YTeSj49B0wLexC0XYIoT0HXO/ompXGrg7/tB5EYELMV6TJeWiS3bQTbSiZmHRZC51qpb2uB1jN51ARiw7QS2LUMhO/JoBe5xrywKmDYhbTP6MgB8Il7kAouDNdQ94y5WO2YiGw5TIpoJgUyG13ax0dMKDy+5IJai8ANHxT4abVkpBNb2JG4qMmszAQcHfVl74DakFhvd0vZd0YHKs25h79Y3TUgQZzD9e9mUM/8JoXeB+Pkt9PGBCMJmL4GNBKOj9WGjRApjY3914qZDRp82WTMyozFyg204Tq9UdjG0Z9uNcicOQi3jN1tSbXofvQROIFxmcP+ibaFlMTxjrbUhwXsQyvk2vq0ixQFghvx7rdH4lywu+/9naykiHDLfZmxBb2j8azPfJsEa7At3RkMd1902SgzzqX5bpcCnNQw/BZvRK3jq79rT9Jdfv1TM/+yowHvco1UPYbHcAcNGeyUn0MPh81wluooytlQSiyU/MQJQvC8VTTj2m7XYoEgu2psSXsHQEBKKMiAryfRf+/9G7zq0M31ExrzZvgyt89o0hk+XYy5Y0aBs8Z4IUoOzelml4QG1EB6n/QOkilc5arJDNffGEoD8tZvLoAAbBpDCB58bupv1bsDhCo3SYmBoYLxoefBp5rjy90tiUbCG5vYdiudWZW5ENzIBUutHi2/eftS1+GcqU34mZpSL2nIww9NsMb1ylWRjJtldL9dlhyAClwEz75UeUMsIntTSyXDvGn6hRvKy5yn0mxmNfCIMtGF8cjb7vY04Gut5dQJudvtfkdrT8dNPDxZ0MD42sO2NRYTdd5GNKZQheasgZzsSdEPmyp3RCPCx7noTkp4jeQc8YsicR/g+navwx1/CZ5Q077ng2sXdlXq7XwzjVpOOPqO7yOvWqZp2qjjB42XLYuD0YzpEMprwbglBJXGQUB4bOz96txOX6sYVetw3yHzXdF8E55Aye6idJMY1gb0zMZ33GbaGx8K4O3ZYuG9LLciBnOBkUMzAou2n92FM5HW5tIxcJxEcLXGv9+pM32PasSfzsvgkTa3VXmtw8dX3SK5NI3iSVkM2Q34ZjXXLF73UGdt41EqYNbQeQykGv99bTFVQ/E8TGkC4l5xkAA8wAMmADahFZD+SU2scqu06OtlXqMt17Ly9/2BMrcIxkE5AZQY077vYUqfbZgfOyZb8gplBEm9XwqQjagTaElkGgJetYidkOQxR+ZUeBXpFOsFHIkzduWxepL5EdfGh5SO4lbrg3ZvQqvW15TyPERy6QmjeeFpfqxolC+xdCWGys/A5C7OvbK0SUYh5LxDT3a1pdu8dm8fIGp5KJU8IZWR+XZi0H+ugeWw3v8frRKJtYoyqUeMtzWycN1YGRzSMmDV3LrI33DzZAN4qJuHzDjqafmqtN3tj24rOAPieSxDyFeenHOq65/aweesvgyxBmGhtKDPW00bAga1KLIF30AFvKqOEovfXqOqxVSi892aXRZy02QBRU+bT+dI8Q+GtQl0DphAPfQLVRF97KS29MhbPIkQwX0R9Hi6nbbDuliNijpQq8ty57YHj2YuGYd5sFey8+1QHgajDgE3oqtjHRtXiVcuyXwPljfyGt2CnpHb00VoWmfUmx2qM4/2yFL+AufFV85VrXXDY/Bu/5ImdoTiy3ZW1+qF9P6+IYATk+zCTXiM3VTWiMp8cvM8NngTCalNu/FsX5hTZK1MpVX6RIgKPB0euLPk5v9ajFezKqpZ5TFJ6r4mW/KNVqTdd2QO7fwtW4o2djxN/kQhWHSyneuPAN08J/jRW48PZ6vcHzg0c85DpV7psXUodRqAniv8kDLaRPsFxhKtAmCVDErhgBK2JLd1LVQbVzU+EwxCBWnAZzzoCtNffZif0Ca5I+um0SIabOsL7E1M8FPg9NB00Fxhpb+FnJ7l39bwGu+ycJd0j3mOyv9rb6zqb3AskylKpl6ciLl0JVnJcXIQJ74LDMoRMGntcyRta7ZoOTUrgEnE8/b9DMj4FGP6mJdbxbrmZoP23qqUq3HObvOVUIw5eUd6PSKxH2IjWRZLo3oKkZntGuFXRyN0c4aCH9Uh19CznVhF8Mr0SPO27EV+PmMRl6qmXgfFVYQiJ/+qD5mxcKwMjhS0VjnuUjb8f9bZiesMhxRXXvuMFI6hDoRNAR0iVu8UJ/A3kds+yM2Ki0uEzCvYAg9sBCUFHBO6osFqsoXkeikC/cvO0LtWoxc4ZK/Vp6WKi+B0fj6wWedZ4vX6XC/sZys4NKbBmxJziBNM0oOS1/Nml3qxlt8he6AW5LHK89OQfmqy3YDkzMw7RUeib/jXR0n7R/nUWi8MtAdH+Jg7XKMD9FisdZrOMgrneusm/F5CfaXaV8COY5JDMQMnmJndLjhTmTSmM8bNveAu5e2MHcKFbDu6eQhQrQ+G74XSmHBmcNa8tua7jPj+NSumuHvoahgbZNyG2B1DRBfIHomfK70qEmpucwE6qa6edFDtDPVydw4IYnUJwpBtqMwRksBKGgGBpmYIVeIIgZpbCsZuw0FVCk3ecA4qNjsOVO7rlpkzGiBwy1AHVKDbHcgqk8bqxwwcKp0UwkWPLI69R+J4d6vrt5b1CyOG9Lz1kmzz4W8Jj8xRddQaWFlGdSo4SuOjXvb7OX6sAC1VykFUh4rg8FBScz9H6mL/rMsp1tTagipTVdqYC3nmtlryflIDR6zO7Jrqwe97kNCSASVfMZoGBVh5EgG9v/tBfKn25WaZQDKFIo8EQSJVFkp6mtOQKI31YcSv4qItaf/t43sN7SftrAqloYbGyjUB94yZRDH0jq7qNyluIOsWu1aDM+aDgJMHpTq73Cn9pcmzl1bjJ4/rF6pe6D056R5ZbvKMu0ONzUQj+XusbyEB6R4VMIfMbshSWNmFiKY5bjyQX7wYf/VMJuHk2q6Q+em8RDctDKQ1iJeBloDKclbVBOxJSgR0l0LUgFllbe8Q0BEZ3dGFj92XFRhXuhe+Ldlb0VefON/pbUqwC0T8g7wrPhDynxy0/VCDKGHW1LTiaaKrKP5hRtUPGlhwGVCD6wvK67K/4AgIT/i1YwOorGDGrwqXEAL4hzPA4zEth/TTqQKDcKJTyZU1WDZ2uR41EKpBfZz3eh2YivXx/mav9+7D/bx/84pSMy8YMp3WNUEdCec5owHn+ge1N24EIWKgqBo0gDmGzjtvxXWxpzEhJmHExaKbioQEHluqZts3uuCu7jbB8+JCbs1Iv6Y871aJ4YpyOTDDlD1q844j2AlRsbiD34WIYuQR6DExusl4cSH2tphOunXqpYF04X4z2PGZoZ3byh9taDBz8IaGNeGxEqwVV0uxcxAcUbGekMnC3cYDLgmiBDlOK6Hde7EzeorlZDJA1uRj5nNgeOL+5uptCsKAX/bh1I6lPADsCUNWx0m6cSG4am4lhaqDZUD2NnxWGyuvPqiphCKdbhMjx7/7V8JIsu717cUaZKRdQwCnoYkisGi8qNHMj7Vl4wIl8mUu0GlVkohIG53m0Hhb4aTbNorfG7fZP+ouyhQX0YzW1Io164vMFLBt6dndM0+ZnO6rLdryC6ZvVoLdrBP63qtEJiu/+cxzFgIO34C8EMK3Xq55FzskE1TPpdFSqSz1i/ihQ5fv5IQ/qAt6yDujDWOEtg4C9g+BcvFJ2XWOTV7wNqSnDww58GOVrq/bE2EbfS8Y5ZY0XYTsvsx+E7NWtjk5XGRRl8QnQ97WZoxqWqovCLexYH0PSDYiMVZOprKmjYlKONeBPmEbPTymDdgyXJNQdPGQv+fJpzCrQUsYdjqOC/6a1Z8Jp8kd80ijye47ok6bhbdBCJrPblGddIcThLLJaQurcCWziyb2HEEPpQi4DN06Ug0ocrRvPm4sHu8fnFHHaqpPRNnXly4Wy0nW2NJtoZuvWlECqztZetxiZHqLhmNVANXff5TYk/ji6iX+zf6mYEwFZ6uJlTVCKVVO/P+Hj9ApozAuKN/hGBUOZB5GoQhLJ2MUXDfyD3qell36OvTmI0HcISwQh4AxkrJtwsMUcbgpU6FVkqnVPs3evW/ujwNSJra0RPg1nD71GA8SKjn2mpES8dFGGqhlAcmfseMv4UaA6vssIY/xP4CBUU9FWmVfhpkwzSqy8AwGp+0IMRW35+NJUGFZm84a4odqs0GFirwDYP3z0Fwtyv9MJ2mg7JZuqMT/HN6xuh9HdxclO79Jw8DC1CZxjcQ6F9+QJWMnVXv8uv+sZ0lkpn94RFuPdqcDBZGxzbkcWU/K5wYtzw1PuOftXC57esBAUjbVKfMdJHan1dncGMFjUr2PHapf/i78k6amcA+5zoeF9kOBYulvsUfyTd9hzUF+4np/iOfFlW7GZkUudVCKuhRAphqgsVr/YTVI+V50Qblv571xQxEcXPEifyAtA/rKTtVbgqysriBXOEJkE4w3koy3eZPIg/C4b59E03fcUuN631CyxGNLkgFLMNG0LdgZ0d813mD/4YcZWAgYZBjPtf6Ekbf5JBQsrNz9QPCZA44CFEITD6fjcq8MRWUydkK+tvDFJSrkY5gu4p3efPlXqIVhfZ6ssQEQY9OqGQYlH8w9/UkX/wUNYklA8wQvkOMMdZC6weaE/J9qgRDq6Vwv9fMWbQYBJQxBN6BiHi/qyJzxNFIAYG1h/D6ymOXiBgOZwgYplriMVRo7DWm5BF6BkjakdThXJXf3qT/aMyxf0YSTAzx3btr6TJHpcMRNIWRV/vjdYnEZhiCzoNTQGSpnd3i8czh8ISwa3ImzDPZsfPCW2c/3c1UGjz7ocKqQu3+dhMeOO3RPu/0aLm3/qO52c45NBi+3pYgIMubT2d+pQGRqjkDUIHffeSzBJZMN+d/r+LAXjpge65oJU+Tlb+PWrC/SwWKDJg0r7M8J617L41xh7PNedReVWj5A+ln8aazMe3VeQucborfC/hCyRhxrI9RxPDgoddp8kGT7O/YAVi+7jiEAuWkAzEaP78pcA3fmHx3jp3wsF5qhKQhnYQlPjob/dDElQSmZNqfLUihE099EJFpKJ5YnnXCVY/fs2wXTarjgcngSKV4p3LbdAITrt0+0gEF8mKgZ2PVAp6msnKvGRqBl6NbNg4MFG4BJlWskDvffyfqBsuiwgC4MBl1nZf/yu3pa22kIh59gSMFjJLnpkd5xu7nqlNea+wFmE9bKESCS3DfzbDAa/DqqR1WVvwCUtwQqBerjpGxsUqBoKceDw1p/qE9///oNTRbbMkU1Cmm4YyPxhHmUnkCxLRtyzeP652rER1nUHsUlGfHFXpelCWmemN7zsyPpQ7uVXBxPC7wsEARYACj6bw5bqQguOSpMBw3eTLiNd05kIoiIKs4wa9ZxTlAwye/sAp26PKDVsaeldcW5jgnZwPigNC35oHmlGY1/WdhgWVM7DXsAzgo0YFLnwAcaLE+v7Tm0/V/HNgdoWLUz9d41+vLpBOEWzxXmDsHaO75pmfcBU19o3u5s/7gQWeUqQGwOQLxosyBQ+v9s8sDf8habP8QIlcSgaFPbiZVKC35DGLQZgXf3rzdIG3YQbz6KVJMmu0jy4uD8cPkZv0st71/5DNRz+zWV8f4wlwk0AsbknX4tJKC6xk+G8cmKb7OEJ8WwCWu5ufXBSCS4Jr4XxAbEC3e6g9OlXIWWi5GFm2P9hhmiJVV3XuEKeGHTXvg4aKgzsAhLkSI3kXs6BPsqaj+iX77oKwnGLjyjFhK23OtEndUUL9rK/yhWb2+dRGGTX2ETDlVTuAZJVA7ZLvU/eJYZR2qLzGboMaKvjY8EI1OGbi5ZDkLsTd5ITlEwMDcZXKa1YW2bAycFmc5utb8FJFNZH58d2sesABRyO7Mri5hOOQMoFZh9lrp/EipbtEAg7ittwl1ccltivZ/Yz5oh5VuHUJGREOi+89OUcDpkH3bz0JSqYGx5nRV5JNd9vDQtORwIDeOOkWbL9WBV3Qo1tXk5fwwVFXf/LvDXRDkG9OQUX3XDCiYN9pRc2ROx2NPhk/MsBVpyW3J3mKpgpynAp7K2U6Fbz+HlmOwatz5tt1vAW3MvzeXNDEHnkcLeuJD8nKfnsNVBEmrJT/8T/b1pv4S99/xvNvO7a9xMkDx/i/hNqSnDwt6Dgrzt5bdp8OHAOm+SiOMkOG+XiuSBCx1yOKuCfbusbRATjlNxuqk+hso1xoTTJhe974FO+8aoGoO/dLLb8RxmjcsegfOZRaelYxPOcrZ1jB79gMahC/ViX8uI4JDPwLu660SkgtoccNs0Y+1xK73Usmkl7ZcbIdL+a3DHNdik92EkLD1cyGuK2WErbkPJ/ovoOAg7HcuIP8Th6ET+pgjgUFiTHFyfirT8/4JrbqYnLuz07PF5PrjsNfSTl55+unslG8Yexy3RV3Lnaa0tBJFni1MFomMF8GL4eI/MMJwsCcEOWyU6UqK33/AZZ3eQjtp7lB8wc5a07vHCX3pIlvZjR8AjH8BDeCZ/AyDm9rW3qRgWt2hBOHoFIhyjbcfPIwD7PS0Ys68Ot5cfKNmmP7AhyKnRJmRnHST83S23bgyp7YKC+PXdSR1tG3NKVJgTOKwguey0A/8XZMzdeiU47OGPr9Gsx0WtzrYUWMRbglahTUqrbCnnqcOPndB8B+FETK2omeFcabaffuVHomxOFGjCxViDJqSjf815laHeo0f9wWmVlJH0PaMMAvHFA6smkCTI29LHsIu2FQJlQcTc3VIFhOW1YwRGO1vqx1YaHuNT0fabQKr4FzV7PRQ3/Mr6p6eopCJ6EgwmpRaj+eL7lklvTTsNeQMYhUCRHeEvc4+SN1qxjqwldOpM1HQG1U1u2IfIC8KZoTU3Nib+Wbtf5/tIbL5IKOWOk0+eRmKrAU10zMJPXzzORK6YaCNyp+PrAGxzLlCYYUTIdXUtm5IJ3c+9aXm7gsnO61YWvKBmf1wAUamkMXUSi4Gp0+st9WNSVCDEhCjWKTbGnQ2Htld8wXi4DN/oyjffdjbjHiysqZzDdm2XYZ47LAcTdeXZGnQl0WL/EWUmawL6ZaifM8Sq+IeUbp63gfNb01ORw5MouY1OOeqnTu/vHRPLX61/cdHtNKvLbAUjanZwm5rwxy5QP7naKRoiEMGm/3w2P5xF7IhG5zpPVDkJZFIO5NUyzwDKx+qwWvHVJJXDlXTK2OlX5bWJlM6KJWTaXXcOWdlkbu+IyEMj7K8YJ43xzKcCldhh6KbApLETfg5bnZn0eaT4RWlx7p706ioKfX0Pg3JPwJqvVrc1N6cLRLD4A155yUlhnuhNtRI9tukhaIJAPolqKeU0JmYEIo7jt/XpDnx3SFYFPCr/QrOhQZZqXjeCuH2pKd5M3/K3quO1T++hekjalJiZu3bXXWaTlv2UB2h5GmpmbYiLPXbsxNQATl39Lda/69Ui4ZOd43shYDlP7OMTPeRm6gfs55kJRjM0CkBDgM+2ayhy2Gl96FdwW2dBymWexOxqqAPceKT4her88Mj3JIt+oGE8xmlM4n+9iVkhrFxUZCirjbtDv+pGvkNMC3gIbloTtVYa0CN+1FNwJCEKrkLDruVTlhmwlZSW+Bc/rjbuxaT8P4/+xaY8irUyEYgsaKl6LTreS2fZ4Kw8eiycb+h8NQfcSL+FNLrgMze/mp1+YABhxl4AXTQIJE4AM+ORnQrgU6B21KKIMBE3/tiM0zaoMiTORDkt29mzShKOu0n+Ws7tlh6GS3Y7D3PQR6MPGkmTRBKReguVU8J1yT0/fHz9iBf4fEIvcLGXcv/Ea4PYqk6xmpkNFGKm0Jw9uhqRyh8Q4nAxw1DeQva05fgUiwDI7VgZp0Urq3OwlPMiyMvcQLT+pVP96vT1d5rerH6gF6e6piMq5qRgJ3BaOmFvVqe4XQpRaZ7mN7g398Pl169Wi3gYXR+qV7phbaAOpYqNAEYL6KiWip7Wd68WtUGZN1t4Qj8aZuhMQxkIrP9aAyHYRJpZhyu4LIYupSzJTwxLUagI8gcSqnTH9KrquLVHdjL5jntS1HK2XctnZUGUjs2sTf6ZMw7hjNDsvW9tsUgM5uyItnWKpvhela1f18hDv8JSZfDs1exYl0ocpuZvgcZCfFxUKvqPDcyoLytbENs+ztkNSPAOONMFxvuOLPn3Zsxo3E1qyhVsu9wmbD/jrLfju9n4WFLIHmoZdieADnFWt2GM0IrAO4LrlHN9g4o9Q56kkoyitbcvBA2oj77Nf4gqIqKtyfsXZPmfBA6TFysQr2WklpVnv6cEKqmloTeAxA80vGVMjpZNs+zKgYkP9OuizvG34rQ+fNI1cXINuZWbaqsJ8FIMq1Iu9oLwT2y4CyaATUmaHHUTZu6yiYsZLOE/gUyE6e8yfPfHGytdTvyDC7/TQJGQYZav+opgEL51iSpsK7frBLepK0BdoZ/AZgEK5buCmo6G6pQG+I0WZxnSQpvFtDOSJ3qtd7twknivMWfa9UQz2I+2pVmDSO0U1ALfOkVCttUHR/4gVM7Bxec1TuZjn5zPkCL7/yulj8u4NS+gfoIoPykaocfpctHiK7CpG4juup579+GIMdFkhW5wd1jyyO94T6XvpB5wALqSUJb7vPhdpeirMs9aUCZyI76egYhTYEShq7EgSKNwx+o1UlyTQHgAMNtXdMUtcqcMM15nVJPnQlN2TDp7tCecH5OkhzgPvSOzmQ4iR/v194REyNFlETxEbWohBJ0t3HqaaHCQmcAixwq4VrtSBfwK7Il6fMnos6Gf7blyWCLaABHTtlwR8QSJgQ8oF7Y1T+OpZ7LW2uCCmAVmxJmTKj5fTDzk9Vk3TlwIxYVSuhC/vbceHfCF8Vh/eLcvmmOqHRNpnkgeMY8L1LG28eN0rVoo5R3jbmGjsxT0e+B0KB5t1Hg0lDYTV9RW5fBu2+P38/B/e1mjjLinkEwDOnBF/KjHCtVyzmar8yCEQmB1dlmsMWMR4S4m7k3qvstJzlqqSTqPD0Vm4sNmSWAUYXvlVplqss1tUjrsGrF5KkD5Qv93PyXxPBoIxKVnlpcxTwkvm9cqVO1kHseJ5LnZK7oDFRkC9tpAvDr7tOpqXY74HGSXbJMdKCuJXkn2wWJvPXYXdaxC/YqBgRMlQb3fJ/i0afK0JSRVJZlL+b8ZiQDatKszkduE1V/agzJBrrf+a2dMKkuNrQzUKPHi4ZeAOa8G8UzrnCGnxoleKRooE3MazhO+5/NPwTnrA5Y2St/2gBLvYnhczBtsOlr+dksaAJedFqMgX/cDH33u26elPoipZysyZKGg3q8XnIUm7igv4JXdcwn1TDwmNEZb7J6Fgvcu32gDn1G+3mpt52yhoeP2IF0TcVrGqRaPc4HXe8GCoW1SQ5Hz8iOZU2K/jPAlOgeSi/2nlmt1CqFi+J/0MxTYNuH961BmyNtBLgdzWSdksi4/Q0YtH1pNFa+crmGziEKweIDBbfgHLtQr2KtAjR4nddSx7JWf//LUbS6aP4D+wTUw8k0tTcCxAEIo/ZMiEbploveyQRWv8F0RoIiXeE3iszSX2OeghY+cRyzFDS8dBocK3r8agPSwt7b7mAqz4dQ5ES5NbIUrllCuIQ6Pr9Hj/mH47H1jP6yYdW+onCk3WJdUAR2czpvWcScvXZljxGJ3gCB5wdj4oPC3khfpF5a9w57N5DC/8YwnXvbEtdDiqTmq1bTKDpBbgH4t91KSf+p6PzSbLjVW4elMbejg1ZTgGhuRnNVgqcd00i9kLl2G/dSYRviZYazo96bJCwKKSBOJM/sQeoh5itFdPaLc1hR7mvvxhgLMm69oFpnBgpiWCEMBc8QBq97/znfUhNL3M1/U+L0n6Ryt9l69jFETSnRTNNkQrIZ6nnuEfhCh8vTOvabGr0Qqkzsc8bA9wWpZJAwF/ZK7GVArF8hSpVixTbLb/03JJ/IExE+n97JdwI2Z3S49wcZ9HwThZCBD79MrbLTh+VKKJ2Ph3pBK8JJ5/gvljF0z8OANIv+FBKwxlbSfi7hGGj7SRVzAkW8CpEZQgMWmLvdl2VNtIa7NofqZnx7jVUep2Nx0I/lYimyrPQ8NHRPOlrGW0vVexdBHx/qha2lcrJu4FtGLDiUvczACk/LTXwBTMnyn6TiWj5mc0DVZULwPjmzPg8x8DQiSU1wGpVkmFAFhtzGtrfhAgBEZdz1u1N9zAgoAjTnsjt9FeaJPNL+b61nFTMYiE1S6qYdtZaLgkqQ43hMLGoywFIUrKMEItPlJtz4EHkiKftPVQ1jPgPX31gQ5iGHQNu0QaBxxoi85bG3WJPNNLIShdEgr1XiKS2Ndr60tdmZvJKiQeCPjAb0f/Esb7XdLwHY9Jah3sGd6qfYikOfwyA4x23x3X8VeORNdMCWXFuOdxEghYCRfglaz0ir16m/D+wW8IxI4gQkXcJCChM+VKcFhs6NVrGv3VMqB3EAPxZ1Y37bJt/3Iye0XWcPixZJ94cx+LsZXEI++Trv/83QGg2u2yj0+QUzfhoBywboCEz5trs97b+UDiFjHry4qr7opCNRL7lPnzcS+MMaohQgYpY4AhgeOuxP0zDN+K1O8M0ZEhwlme5ZwvQK2zD2G0QDosqxBITrQ22tq+M4/51mQalwCGElrUTmfcHB16qs1dj1xjjpop8GcU1NkS2byTAH4ntCkXJXcm8Cq9AXgfkZ4i3o7k8sXGor8X0jh/ZWJFCyenBqapbaMqsjojbxj2+xTh1rnqTpUGxuSY80MX44GbbshkWU0dN13HHqns/k9Mfu4cDLNwVQMSdxRCHZIcJ7ny1X8kRxzmF76wd/0VTvDHYMBcMy75ecWDrRIcUHAjp4BhrHDHzKxoKqcojvbsYmdoDvInSqaVlW06VenvV93JpkGg7YoI8SQ9gEfK80Cv74UFHXVpMbmYygD4Qi5paLdo8BYKMaPB2RjVWMCe64Cv90s7AmeuyR85JLE3W950dh5f0e0I6q+vDybUiGYxneYZ004WOBVaXvXdHUQnwYUCAQ3Y2rrmdurKjN6GttS1Np3oXIt4F60yCzud5au9XltFIqbWaQFF/KiwA8kg/Pt8JmN3rMvPCYghSN4uEke6ispMw9HKjm7Up/O1MDi1roPiBX7L7RBv92Rt1RnuZmdA4hrCbFtGz1WnzO3oL2pam/dC0FfVkBxR9X/vJecpWicfbnayDpHqG1IjlyPOEEt2nKlwnDO5QLIfZ3eeh3U8dvtcEHZZcV2DN0vaWPHIzFon2ySar3+9rFhRBr7vtJzfZpTvU9Nng5DQLrIH7u3CxBsi5w3S3ZpXGXUj2/z2I9ncthuP5IkxYV6te48J2wzZ9VxUWHS6p+mBRCx9E23OVOhLk/C1t+hNPi4BtDogf1i0o4NFiuxpW031YXAImRTVxLG9L2rjvbBFWrl1KaNtbJqfnKT8hoCR9vm8xMvVnkFDR89eioaZDBw+2csdV1fvtC+AYIjNPo3iDocceJvcUYG/slV4lU4RYntjTuptmgFCbVC+MJ/VcbYyzr8/C087I9mlU5n5KMmI1nXDDP4gYE6au/6l1jL4Jo7dtQY7f5pQIbE+fkF53bPU/79Q5WSQhjA+YTWuJwkWqb9gCDuADPNp18WbgPwj10pM3DsmeZQldO2+iAru2bP2p9aFEblW/CofVbrZiH6ZS87AemjJnvVqcHpDmExc9ftWmEt7hY9AzMo9nYvG201oULDiEWzJQAnYoxLOjgG5VqU+XUiRC9AKME+8spUL9NIhQWnFTB22SPDUdXbZqJ2Mzfy+Ljn7q1MiedqTvCKSdHY7OS+i+UTS1SMm4gV/Qy9mnaXuyyAnbmTU5twArBMcvRlRg1PeI6lEdVCkVl43t8um9E9p3vdcTNzFclbZOM/vg82EOS6avvTO2+aK3KtSWMAyq3fR/ptZuAN5hYKqkB/6IuztVB7PM6dEhuHNcCeVh5w8qbT+u1Y8swinQ0ZKhyBMsyiN5mIHVLVQd8nBMGyCkYb08nqdrPgiYd6LDh2r917rGdU2+WJ+XxGN6W3TUEQDsNTKO/hVBUitJU8yRrvRCdnCw/ccUcNbzgWuQhN8zvwimBLTrkWpGix0kJBGTb8lXFcp7cFwZdk2W7M6BBTlzfmFFxK7w0auFI5W7KflBnWYjE8Kq83UcW8yeOaXMu8+JVaRplM73uOZwmOw394kRwXwkeiaN6xPsTWq3SFycGdHuFJT4uSdEKalggku1o6KCpAZwlr5n0DC76QI9w/a+r1hRCZj1jqUIRb+025YOLvpFUu6HMlcDfPHZnVlITRHJLnnhOwUL6aH1Wap2l45ALOrueu5W18E9tj7jtqMBYBxVwQQnehgCQjGIbLR+3gNPC21grIjregvWDPPqtxL5A2Xv+WqHCIj7GcTiGegiFWAJ3uSWmX5RDcFV19UuLyJ5EVllvvNFM+bS90J7barBZnwCGqfZoBtMo6ezyreGb1PdGdbPaQunWNGTxGJ9sSZyP5IKeU5uMPensclP2HKyEFeV48yLefajoZt2QY0hKAqbKxtbM+lFgUWxdWm2tAzlmcas1Ef1v5UXfdWqyJBUFnf65Z+8YjYMP5eMuNi5BUrN85Kh1jOLpex7Ctlk03qAdGzNTOQUo7H9rIe7dWQNU1bKKwwybby9pMzVZbeGaSkV+nuKk+4As1aABd1aFTpYfsTbIxbyu+SqKI5pJwcngv4JasH2RZeVHfIBqGaYW6+xR/fx7zQIPNL2WWYiFbrlAfTSOwv3PqjsIUzgdCUzrG8dB0QyVpziNspnvxRKlP+sFg65yLoPuv/AAgSsBG04GP5UXkg2ewB1Q03/0Y5NoJvR+qbDcACYnG+hTEKrsrCrkxuTui5wdarM0+q2fJ1k363cRt+DC/eD+LjAd4n3errPC4AxcLk0zJthOcgCcXkL8Rd+YGABnrmJqPKb+MMJ947X67NtHtK8VRAvud1BNFHp7Wa9pjq4SHubs8YfJHwL5a6voYX3b5CTtI23UFrThyr3Wc4D0ngVLntSwi5R6yzXwDbfu4thbVYbM7//Mj74eOB2AgA/PUIVv9TyCl74hxtlXtNYW3SSnK2xJhgcBBy9JfetWzIwTXBweO6SEX8rjvgCoPC9sgX+jpiZigdOvyKL6YmnonsUNXd/4jAYvTMKqmI3oafE2pFbHBVDX+fiZNdFpAQ0Q/2bhJ7U/Jak92tsIpA4yrsxiwiw9WA/V37uqQt6llYQL1qusTwPBlL4G5UYkMscK+aiUUC12VmlTqGxDPT0CBE8M/gawQsOD6a0oY8x9CrE4Q7B4RrU5MTTAYMDg6GjFfreB1Vc4Ng4bm4Fs+a1oLM39HQ8sKKYED2RaQCDbHUY3yQk9jYCOepG4/s1AZhjvbQA2ASq441LTRatlgLYBH7tGKDpNTcKFineZbz9bnoXac+zrN8A42vEd00TwILqy44OP0sxT5byK+G3lXucqfoOoEcnib8qI9HsI4YAqPRQpOFN+HcayPGetyMsLpYUAwmW9DgJiDdT2+Kg0W+0mWSNDS1UNEpvowvIhmN2lfCunQ+7IeYVT/h27zJNdR7GvFwCHptCTlH5D+Nf+gh8q5t4g1wGqzoCcv8gE20HPWUcYSh+92vJ2vYTrJ4XO9y73d02zevLNYeU07owvf5dUZnKxdkXogfZIaFnl7CAfbK09fJnZ6Wa1fZ7cIHxEWBijrEf7wlDhvlFwf3rUMhJ9p37QoYTlFQF28VSUegTUuXGbbPQlotK0VbLXzAlpJNi+J0A1SjS6Zb+Af/61dBmQG2uqEBVUpY/Gj7oae+xk89p4Wx0m45z/N0yFH6uNo8JSCnJwhKuKrI/GfuNbqkZt5+UHPgG49/duqt72PhEmRCqB2mjjD9oC/yPAhtNtEarKSaVrB5uXdu7EtIxm0HtquWqQtiAGhruI108r8vwO+HPDtn76f/FAtQ2Aw0GeBkzO87L4XbYXLyDt4nEzMnHechr3kYwlavFqRdj4Iy55H8GOqul9MgG4QtKKWQ5xcmVk/0jBtrb5Mo1dqGxaz13i/YsMlrudLG3tn0DTSTNRUNXu6YDfVjeAhjaFGtk2vjcGWZK7vT0uBNvBBr7w1icNJBfYDWOyaZlCKhQhKbXmAhHTF7il/0RcH2mfWb+oKI8bW/3fvP9eIEyR57+UN2Q1BypE1pjxLKkhQJwtKmxJU3XxVKphSb48xQ19pdOKK1+dzwmJ5iNqaRWz6Q8IF3W8Bo2D0lM25tcAYDOM/DRbXKX41ZQTpvLJGfNAcl15+VCv1ueRLak510oZ4hq4RQI19NWULxH4+uNLQ5dqhAmEOTZLSaeDlDaE/zOzhgdTcY/9XDvZMpbW9fIM3MGg9qviqfKE+HwqZTlurr5D8kkYjXKrLVmc9NqowxFZc7JChaSzsPty3gwm/Ci5b9gZgrVFWORC57/DKc0Jpl86huZxiAIocitEEKAJtkw5aFmkEgbDbELDX6CgFwtKA+fWlwU3UNlPbslwpCWx/jhoiyk/vbOTHOOoaCb9A6FErvycStswS2tOlRIJDRgI9Li/G3P6Up/18OTHC3jTUwsoD+A/aUU5hkplaKcdiPnJJGLO+QS+6tqUPPzd3z6Qd+Fi7AqWAxmPxC1Cn3D+MbGkPQAordWYseuvy2oudUEW2fePuvN29A2j/faM1dKU41J4sqrAqz2WsNqkLYiVuJGW6r6qylb8/kHWDkl2S+25zxlUmmZuebiEXdA4iMynZE/rZpSmPpPScD1lU5oDvlGUEdfyAo3FRiqNPmE63h7ksJdmPy5V2FGORkEuhWrWLn6ruXGMxrn3YpdvGkRdWMalXqMwzwe+J9FNe7S26qr8dsv7+MMPLUYxCkxZzjrBtkl6e5HS0Q5F+7E2zPA0qA+z82vX4k0ghoEcyUuN3FUKRCWbKEkha7+169NBqLi2PJ6nQyTUI2If4xw6BtiHxTz6YOw6R9yCPLAjYyB1WFlL1s2x2WW5FqD2wY9OVh1Up0dcmhpxeWqQO/UXDNejTwVLL6gB9NIHhdw1qhQVl3J+o3wiA3K/e/mV0+5msmcPqvdhtRY0MethAfYV/jm/i/PbDjlf5t6KVzhsIy33wNhlH4Tyqx5XMstH9wrbqPNujJlRG0+c3B2p/OywO6i+ZutPmb+xYlAVs53cC4fBM3kUG42r+xDatoHzpDgDNnA7/8+BWqOAjZXP0VdC3sS9ag8z/QQMkbkI15MlmLdiep0HWn4sEMcfQxpP4aFOiUObtsXXn8AJLeywXdAJ1XMPOVN86gsBREs1IvfgTHT05fKAsuWhLpNyCQa7yvauJibLhzUMfoM2xhtyomhUl5GkqWrsr02DwIKhecRNyM6FrJBohn8t0aLtmj08k+Wgdzwx64whSfA8RlU60U2jErQbRjNnnBNmoVuYVLJ5Nr7oSApnZ3OybhhoecvTyW5DnrhCB79ZNXv0HFzRpsPsDh37x/4BT0APWTc1lt7Qxfag5n2uayqGRykYCZhgsMtzgGgj9yPGXthBB67eronk4KkRGFOnwspNR9Lp4vAXNvaHyCEwKLe2kPBFTQPFG5RoyG+qxZ5AKI7c9e+vHznH7yux1u9rwYQwKRrePKjcXqMzq/WmuXkszS1waHA80fkWGmL+0L0cNAPFWuiwYIT8Co/2dGaKIyqIIxswfI348x4iGpuoX1GyE2txR2cVgHuuG3Vrf8MwOYa7wjeTYDwr5yta6L5A++zLMkCF5lxxTcbALUUtQ3+/G8TxZsYuzHGaqJMxK6CP9Ynyr+U0ker1ZVsStRB0SGTaFjNYD70fBs4h0PRPR3bB9RC24Jq3KraYSZKbh/PfLuUURoVuPdQSDQKXEjRY/r1V337G+yrqXh+GtlHFzCxIULKcJo+hSBvQCyTT4yCMrgXR45NXRkVTU3Xxa/Djg1RNox8sJkFOgWYRjJhgqaY7FQfmCbgGBdB/0gE+SYc9kEGMJMLyRYnurg0H/+Cr4LkyV6JnJ2o9W6ObrFUj6fz7V2oS7JoC3wTzZ0H+EAJIDC5HtciDJuQT+ZHDFMHL6lLk8hcCVr0r4Q5KENIX5+hz7vfLfIld9ojAAnlmDwxDaBo3rWdxTle/HbF09G8gLhFJ1GyuOjULCye5Mer/66jP2an0wzJjApLLv9EdDCcSWkZF2Wep5fV6JnQ11pa8GgwHlC2NFN4WManz6WPOQ53c23/oArx4l5eJmCNICtoP8gGNgv9icm5qjSeiU9r4WRqH600y6GpB1q3O7dvS/NpYjzopEsvE+yVmNDakFZ0hEu3kGUcg3HzqO0UX1uslrL6J6eAF9gB+a8cLWQ//6Qv017Lq4NSBT6AGElNU9FT0IE7kHFyZRnAG9uaB61/1W2vd51yDLKpjXAWvwb4d7qHn9OG8tP1S7Ip8EMbZ9CNoPxGVY20BPkmlRNujDdgfQyCsZ0zBGhYQUsEktud7fVqdG04wlibU923cewRQXqnpIsdgiTG24aSvwWzxIj8ubrotwXpq41k33rMk2/jMMEuTNi2jmzFSDaxOQ/aaUjv59+aUNpVUXXZrQMx/JD2NtIDX1kLNRa8LU8TovLQJFIrAEdqbnx7WwRay8NEhjh8Mu6rphU6xxd6tYh9rWjY11TlrzeHd/DaqfANKjUCspcYQGlWi3XJP5P8G1ofetV+Oq2vROMOqoq1RFzrKMH5N7WM+Un6Cf1n76WeRDPN/YJvzdTdi/hlLcfvsblq8Vt9OvpmBwOySkOlxIB9ZATPDjCvxbWqAn40PVKG2+fwBMeaz07nN2hmY6YBkjhElslKpD2dg4q2oYSuBpx4lZd7un7UqVvKgPNzdHbLpZZsMhPm7mlRXcI/shyGdHvFolvMqDsg/oi2OpaZGPx55aCnwDH0SudpAwHSJyJOZ1pKn50RnZPSaWSDY5kAK05Rc/5f6Eq6Z+UUyiZv8UAUa62gYoBpH7Tf0fhQAsA9VjkjTZ6Z2gxNJv6i1gAXCS9+sLi/gpue1V2oCrXh6GvrXfdKn/Knp0PeFmDyMT0tE7kJEMGGGlmP/0+jZbY+pClrUFhB5Hhrpf0c/TH+0wWXcP+MWXLrpHR5EQgO8K3jrX2MeeQil15TBrpdbA05owrS/ZNcCKCAKPeJ8jbD22KaXXYtrHC2KiKbbkSTuAhOa9kXHYwDgH9iCBmAbO0zxbPd8YPUwP7A1vpJzpRdiE+fvmHGcIAthM1bpR/Y6/8DRawtQej9QVZVePMpZlzu9tpylqUfCQ/ptZDRpuGEwydXoqHhooqMO0fhWbdZvXiDsZKhNbqGOJ9jNqVAaFPgTpRGr6YfW/XX6R54P4PihDUtDRpyYh3psNu1OemUFVKT+yd0GTvHZcMhNNDI9puksyDIuklPHU1MOcCgQV51kv5bziz9VtAxq1Xrd2B0BDA96T04iA6aJXc8Wrfazihe8Q1FCVvTJBbJwLly5MmixHCdWA/Q1fmfSvORIcXArh5e+Hg2UtiO3+kd8WIzMfzsHH5wEaEJebAhCuaKkvCfp9gr9SBvgB/c82Phkx2OtzGeErsDHVKMzKJjo9uHwaedwSvhAIT0fACT7GGZX0iT/1aiRQZbc/1AYYhgU7Gl3hHaO79TbEzLNMRSQJQpC6ofpi2gPNUP6ofLobxHYSxX6fDo8w3v7Z2FkvvaXt5WF8hmdQ5GRIdl/wjhDXXxikwsCL1zTQQ+/rBb/oihGWb7bZF4Q3YQYBC5H+xEMyXII2s9i2jVZXX/a4IlLMHsGl+T3FhLaJY4xQ3FgGMrW7DVSP59acph7+RAppZR82fN6ogMuOSdR+InyEuJ5tV8z0D/tIO0tGoC5p1i2xDBRqnKd1TAI1STUxMev3tsHvjLwFJfRVEvPsT1iWohVsg2NPzTlQqkz6U7JNfTF917Z39qjJRcBp/pWuOMlg75EREoKiVTFthJugPMXFsz4iT7YBh7guiFyycL05xSfHnKb0MLsyCDwekqgm34utAS3bF0r+0EWXw1V8Pqe8JCqJUkn2USyqwlmySZ0Lov4mwmMtxcqVRqwiCdjzq0mo0BBiHQi7dER/++R7sQHZMzShMuly6Ln4rVDlM12RUuzNC8hqBLp51iwuhyfdGiSV7wio4T9st6u/O8jaXs8o1MtODUgd1/uP7ztMGDnGlfIJApWXP9lfwIQsHHBvracm42Xlf2hyO8kkY5cn4dzHEq4hBnEuDhSiFt1Px7IY6XygPIYSpyLygxWgiTrq697IbCRNRnf/0B955r7Gjms+ZJrlDDcSt1wSSib5irkmMLgPYeDcDF9ap/n0F5tntRj/PnisKmOikUcZtLAC9r++jD3EwIa4ZJ6COCbMuoUa0a6H0JDqRtX3HhGgqh00ZTNWqXBnsmocSKnTqeZCxj1S5B9+eJLAH3FFEkGzYSoAAVFHBgjV7x8GRLwou9VEGtpeDJZqA6Ltecz6poLHcEQfzS6OKRTMbv/j/wfDnBYEZbo9TlJOwWwnXLmnRDs1CrIup962/hcDsbjBGZ1OxaHtUNLozLayGqev2J8VAxYSoS/tycBTpFE3fnOVZvWijflmAAzIk/W5HhSBdCUSnvO/LQXpD/n/hJwcXAW8ZhvsB/WX6t2iUwq9fDbjEpdq1btATJVtRe4/LbMNqr8G02K5/UnPif553TrXSMmfE4pt/2kILUfPCjeX1q6SiuWrX4bCe3FEhAp2BHR8acyEvewpfBwulBPtud37ckB2dVAsyy4qLi3I8mPr+AYgBGOSET1zwM1g7Q/yn8eoVLMqnQJ37dmCzsnaQMLL6mOsCGdlso6DA3HuZvxlKFyejryvb3QL68bMEQwzAIz9OeEQkg2YkKRehD89osZ8x7XUIXumdNN3LG+2u2GVK/9cvDY652+WmT+ZVF6C6VZNt1PxL991QOjPZeavNnNsXZkv9HnJjsipJr7HGM1lyoMaCVzklmrJmnSfk+jXakYzSXEkvGcn14qx7eJ5d5tAftYKAohQglLe6vgZUIVpPI+Zwe9zygMIjamUsCkBcP4eXS6Zw2X45B+KawcBzZp6nwCFdYoeY6E68UcKfb1U908WvDIYVh9oJguM1JwT9qIrgyJK3q5hEHztLneNYDF6oAYNh0V20oZBF1+WGWqLwPeWa0Oo9gpyqxUn8IyL4y5bIvpl2QuGMoviH3t7LTzYcffU5JPB5juHQDThy/zu4dST+DMCLW3Pib5Efm28YDOQQqZ4u2r1pQ6Q5inDBpdURk9M2pgutp/5VUFZA9yb0QDiid7r/zNaK6qY4XYVZm0KWH52yRHVWhEsT0LTQXZVkZ6cM1ifUcTYuMc4MLnRtMbOT85df8S6bGIpiYDeZXS+DdBN/fuqBdgzTa8kRml3fBgkRxgDE0jOpKj3vktvGlWnIS7w9A8eZBOCyDuett+nmm2IMIDG5v+OtbiHp7lvNJCAWu8E0zOOfQ+iXCA3QB8mJ6rGdrgVq7H0ctIE0B7U9l9J3sDXzmLEqvZrsXsJEFambfmftdPm5/ltZFeK2HHiv6FUI6+Ra27lkA+/Yl9jzxh0isdCG/duQ/TR6aPCOmddyFeFYgAjPVvB/3ICbJENxN6jWTfufolfFPttIfPMUFOiMy4tgawfcu3JdCShIkqGz9SbWZHE38say/H3DK5kAuE4n33I8QWdzCycerTYaAxSRQHNnKK/lH5kCKYRYxLRiXpKh/6mt+WPN7so7YkqU9GreDyt4FEROOr/QXhxFRVa0ich7HRR6SBM2ekCLoR2IwVFtRV+9GXg1YUxSNRqsBQOG6Jd2+dnRshNLEUH8Ql+tWmbAG1EirqwZf9W021+m2zrpWorjcUG04qBGhtuUGwXjZAZc33ZGNLbv26wFzzhh9xwL/HV9ptA+v4NfhCU+uRbaMM7xU9nQbJRqUZAQyMVpkt/QAsDqx6j9EdYESYYDVhaZtjtlCpF0EpjvR4cJ3Me+3hvABhKyEbvAeqjLL8v6z5LaQ+FhSYWEOVrit+6ls5GOMftd50+GgihVPQLxGYiHQXzs6FKAjVZEY8kQrNGRl4gYTC7kaTmmqeX3NE75tG3do9YcGkHWblzfMzSmyA/lQYxTjclA/xDcRdHsUFM9MKiOoGIqoZqsdJq4pDzUduIpLleAe1pidNB08Rj8nQeFRgyYMdttrI72fpsInuNNUkpDyGAfBBjZkIUVjuWcTcNyMRSb2fKAgtr98vXRSO0fWSY8IcDAf8rJcqpLVGTvlzLB0r7SHE0T/P+lvob6t+YML8zin9GCi4AcwLF4ZoJfMFqdU8Q+I/ZSfFfB+vHbbEVYZnyFUMSr8RrzUBCjWITVe3buE7fJSkv+nvGg7f6avfEssHR2p3OWxzr8dXw818ge2xj0L0pObl20X3rh64PdpCas7rJ3t8FLOz4mQRDxb7LrfX86/zmqOZjKf4s7SD6haPMLewGsTbpXesz2rTGH2H36Ya3H0EVBIxFv9d/DBFaeoZmSFf6Lgrm9ydW7UhrEQ4pA2LGOHbidiy3RmJEjAbSigrQ32JsvQ9rRAaFFR4hyvdHebmc07g+/9YHP6VxR4V4nqztZFT6Fi1ThJpk5Afyj6uVXmGKZQaqaSs1aktdtp1m/SoYc78YEnhzMKQwKcFdHcEvdie4Ywe+exsmK45Z6xO0Im2W7FrsBma+IkXdSYvApWNiKb77r0H1I5Bvcz1lsfwYcQiDjPFkv1k8mQqumBURxMJlIVbmbFIt2Qm1kMVkrNnHRgUkBdKHZQ3ItE2dj4MuqubPPAwqX6O63X6W/U5Ghd6QmtX8AQHGSUTN9NzOdl4r3pelaeunOe8kwqBvTOWoygFG+mh0wB148no8hFgSaCONiZhlUg3zMZlm2kddON98/ZPGCnHOq8GRGHw+tr9401SmDA69wzZZw2414+Kn1+kd/gPGimzdvwWHZ34FI2DtV6BmqWOxGwKkRMldznktKL61u5NozcAijcTEMEPOhCiF7Z80YEXpdtuQoFuZxeX+Lr8Pio3kBLbtxHv5puoL+OOK2paPv2TT+X2/FVniIyreyX2W1Im5na/STKbwtbMExEXfAehKcZRqbCbsv64kCOz6Lyw+QWYgS8OWJc7PMrDEqZu4Y80k8RkXpWkI4GucfQKaiRh1b3bhAIeY4k9/V7VilSN0sWuSpguihIa0ThmeQc9xtXdLUwZt1OTGO/p4NQrzzVVYAgXzVJ6e3CJcsouAqlQTKz/juvhKOiC7uCNtd/QhjzJDRdkXClCsVxZ4I3OFRzcAPCAwYlAInGyN6AZto/Ec6hQJhtgo0bcR0ni3Z1qbTnkrd8QsN4L8+NcsUlPQzPxS+vzw4GngDJPaEE2bFTiJBW5fw994F7N5L+IdOpeGzvUhcaR/5Fn/mY+KX/arJI5h8IkuDWCRLX8msGFf33vsmW/qJUMWNXoB+vI2Cui11AsMpwwxyj97Rd5TW5qj3zTF2B7VtjL5jmtYdVjqUI29Y6U87pmYDMpgVEW5ynqN+7AU1UwaUNJELkaCqqlnvYHy7Y4/AvOW8dAKGMNPpi66EhrWmg5lWx8KM2zOTISU7Aw0QWg8GZ9KS3R3QbEgQl7dIaYnxMGcoDw9MMH42YPCCbMvyAiRVL+4Q3dLy+3Y4avkfdIipirD5gY/vZ9NkNTNsHcbW3vWdCAqSpuLu4reAxZFBGZUjO38zz1GuxhxNSC4f4SlChr/9NCCkykHjsZBBZ4P61tYsVC/CBgpWei9LSthKJpIczZOilnQ/Y9I3yw0wH+cdenFOuaL4Bkb3QbGIbqN5k4Kgepr8ev0TUauOqO0x73bvS/5zKG+QjAh7eSwE04adT7JwTe2VGFaT/VLzhS3a9CcTVkYL3CDJSNFY386anZPOxCmtE4hczWVOdHF3pcePyPvKRZbL3jFvlOFtBSmi1po9ZpOriHuUQgQ+E6Dd90Ha1MzixIZ+vQ/3+rj1Fk6ElvFidr7t0kOVijzkQK4Psz/kIykQNe2laHEscVkLxdiUX5+arZQVpuMh6nTRIV9OseNqjgg6TxhrzZhJ6NdZlN6D3+qfqp0/8PasUH0DmIsXG0s0375KVW2iocp9L86IRCNvVu4YbNbn3SiK3GZd4KFcQX4+kbNzhgrWrzL3BGJDAZTcop4KKA5DdY/8IfAisO0t8sGc6S4Ss93LyWLwGJAkLi5zYEZzeuWMg5fdE4j11lPreMJS1Zwpj8IKYPhszORWsFUstfN3yblUp2mrB/bWUmQrH3oyg723aU9w9FfSuxCN4bDkbSEndt/YrvBGEKFUI9fOCrzW1DWcPtD1tHnIyx6CoPla3t2CbIxHxFkcDiowAG4vB9eREsLxyhWFdaWWWZ2Rz6xNBN1O2SUbT8HzkBZxQbMCC71bjysplX3TkDirTT7ppLitCf1AxdAWG4RcJVftMDQWDO6YxL1V+AEzKE3Le7HTxD7IbjtadGFddMY6dx4EQx8hZC3d0spvJmbr+fKEzAIQ2FYUgYHPtOddB94STtpBT4Az3qmDScedvTXaitP3LemZsMHuwOnnjA9npVHI4EFZ2tIafmUAtZKR4Kbbtph0DpV2Df9j0aketZ8mcfiLs02RYm9pdMlpinEktmSUI0g2si6ZTxGSoe8gJSDZgox+4YkXptBCSfcUKFtcLImaur8lBoT14vYIeKoQnHfFj8wul5SkypAAG39XjzyFmoi8X9uqS3r/qiWvNtAwK9NExvmtgtYMxcqUCNHcVW/tl5qiWEqXneDBYO3jfqbFHveDLLhaxppDGkfdNmHsj2p8Aa9iloKo3O2bFA8kSJOXAZ5ItWIKVhuQAXqiBBXL00yXjc/PZJx5XTUjzRElcQWzzfCs4zS3uVEDFkXKJkPLScLUv0DwJnKiBqVO2HCRId6/qmk0RoesKGKC/A9gSRLh9TpvLU6b9x3+Kbi70g85r2uUTyX3bznECDlwmXLOUCO/KiD4HOw1hkzfF4O9PVIEKhu4qmpif2Z/LoeuqDLQIo7Vj0874+X9ZvXPADx+9hmHyld1OjZVbmt87sQA1hrnf8MVocIS1FLVS2+Lpih2ngpHbOSaD2Ysb07otUSCH4hFo7lRZYMXmPLgtJ8J2+ckrP8NrkWrNtU0EFe5qxgQ+yV8dWi0xNrtu/RSNJoqXIxzzTT8aEnXgVC57zBbxiyMXSnpaJlF0t0F0J++hpHogX5NklKwdg8Q9I+Es4f0uaMpkPJ1BtqHN34jZfQqaHhe8mGUV5c5F3WRrefhGvHkZvUA2CiAs7pj7XwEhYOr5lWH2wq2aqwKmTWJ+LFxAOrVhaVszdss9uY3A2GxdRL5Z3ydQFDuM1NoesuxqYpu6M43/lHtlH1pAvTDTvcideM92u4MiI7LdLtJXVXGpsvdm6/Gtczt9R7ovY/93xXXk2xrmpgDFeL9dmGrRy2jY296QXSBCHvGbYL9vl3B8e7eR5vfT1MSJcDbHzwLBxVFPq6dKoNtqtaaNWDFRW1j0b5VZQAKMsv8IBQIyaZMJc0hMOKobHgSo+Ntd6DrNITm0a5vRAALa2209zgqCwYZmXKFzAQxiwvI9xgls7dPsGL+LpLwKIHUUsGkWQfuLmunA6W+mYC7t/T//rsICUr1SYal7Zdi+9x8WjasgIEXhHybe99lr9OKr92JDt0tkzHJrtRzBQg+8BFnaM+ubOVcsH281pY/FRfNBt0I5Td24ArL1cxstXm6ZRFXa3ZSJTm2D6xiHL3bwKQhU5/kBNQRdiH2W41/w5kV17eU0thtYuU7JWOecRU04rep5sIOZzu1gOonQ0ZPfGn2CV+1RRvyhVWTyflO4U4CwI+3VcCFgjEEc+5dHj+fd43bJvBn+IADtaeax7nOV/SWAGgWa7BgyF4VOYH6OVBxSLZX1RoOsSSvDWKiplqOtTK5PhagS7KBtzuIauk0Vy28ce3YMDn97jTTMYkJSnVOPkxkkcXDliwwk6uuiS8cCWHx4Tm9rxulbiTfE3X3NJWhQMmMJ2+XV+I6nYP34YjyAX/Xhktaof8I5YVydxV9V0RnSBTlLPSwVusswkDKv6N6fVnNlSZkJL5YgeKUy85zVI22Pe7ofwtu+6eLD8ucAMW7cmQT1+pabfWskDGt8yVa0DNOGobjkTnemyOmtdMDKWyNqpXIsXgpL4LisTENBCdUYfcY37qS72WoRRkiRy01fMl0CIk+GiExf0yhLEc5wSFd3MDCwFolYxX8zV7+zHvPDJwxAjKuXbktyEnSLuHPBAESh4wquHzpX7AaP+sEepBByQX7oGHgTe818d4joIenA18v8hBbMCEC51CoK90PZ30Zj+FXppfv8tuz5zOAyeO2CbAzxPLUpXvOIPbeEqpfpomXFWMleaf3Ahp+PuTGXRm/80ZthE/TnmocLdJuC7GT27I0KMetMBc+6WcIm2/lRjb5ZiAyGHbJ4Iz3d75Vu64CrktkgAlnyGjlhaNDCGFJnAY6WbQ7DUMS9EEjmhCHxGEOZGdYXHjNnZJwx0SSaNGzVlikeoHx/GFr6KVhjvzfwYUHpKlu+Sv7+f8DZ9yhtYTQz2Pl5pWrCVF0C5FEay+dJddBmYzIh+Wnh24Bus2tn2M2QqCDX86ABlc1CijvyMrYtQPWNkAvR5C2o7EXoRyBFSUfA5ko9ughwkVMsY+FuulZQxPK8s9jkv77XZO+qxEwDGeW42+F4YPTueGFrowIr5WvYZBRt6XA28vamGxmsNAPSD1ian8QrKbymzQW8Cnxtm0LCXMVGaqHHBSy+P7Xaa3/xFVQw51q9/t1LuYnxI9Cueq8l5ErMh3prCgm6wE4XT13MrWmoGbHbHcqVBs1Ip/qYvdXGjNWDzrT+9dA8OggDnSIPLR+5D4MhnqTx1AS16PXZMrhC5g6tjDiYjy5g8zgqEoPVRJS30kpf4/oCjnCVXtVGPTd6UFpN4Mne72AXnNWezA8LqYjp34i32zjCR9J5jqUkqwMwPIgYLecehht2G8l8e3RDHdFKAYnP/RgOIEJpXhzb4B2P+G3W6Nxcvp+GZTpdhr56NCs2SCYOGzC+tEX+dHM6uMvcqVjroxeoqoNDnYfazPSIg5JQM/J+f+4gDtNJ1/MgBR1ZICanZh+Bh99XipXODnqVOOwJvWv7OZOMZbHLN4Jv7+gH74gXRJXbwGkkqYRgdpETbyEoR7Ncz35EgmJJyk1xdOCGsDXOHYsiOYXQyxMwqmRjezI7Qi9oDcwHVO8F6/79qqmqLihPAuXxs87YMEzONAlHSDJfAG1FP5p37OY2C5b478laT79qvQlNz2yCrNkBo42L5L7R9VOmAOtmIhSbNum7Z/V/12GZzog3+g5A4C4Rt7kCAQ/Qe6lkQiM2wqpV4tRVkMf0clfdcNyAfLLnGPSKtSZ2Reg23Rpv7WEdFnCmfOUrjB4B6rI1XbD+XLqsnPid5dB/4AlsRPov7bVCvpLK4ngF0/IXspLf0v0pVk1gVjmyGQD+7fEorSSq9oJG6G5ye/CyP4erPJh80uws0o0IT7vPE5O0obtFvgHyhbM6Ia8Yx1d39eeuKFnyzXcwLrhEa6JHJ/Co89qlGq5bgcXIXEsxVMnOGqExb1xoa5dkDly+C95NUChvdOv6I7y+n0shOP1zh9KaUCzOrJYcP6fUOViKUjcQKP/+XrhQzkzQDkjCzE1TqP8jhFpmwbOH42MwgF9jCEhpeEGDVsjNx5mw4+ow91wmCGIvZA/F5Ycqtinjj9eC3CUVVyfgqmrWh+b2wiR7jmUZQcbLLxApvMfeIsOm1VofKKUpsaNDW+BWhdG1C/vCl9z49t8NMgKAd+kN6Ae7QZ89Ob/f2By+QitDeGBXbg8ipR9v/geXnEJbio8z6a1b1pXvjHkCeJy/wGvRDgdADeBrrXaa6xgH7RVYBZJ8X6iGMIEefy2akgJExbuTK1n6uDxlmCfwUsEPZs8v8bGcX6NB6ooR5DPKA6RPqMBUm/OHRtwsrNqu3r9j3c4X0gT35p6OLId+TLdpklw3PxiohY4iUYSN+lE1NXMBXJGVH9IPPk8lP/I1+I31sI9Yoi1FdonMDbc2pAB4Rv/HaQe1Qxg5FccwLh3fojjdTMMtPduRcRzA2cPXdU6LF20WIGU+ZRbSxOHAE52L74+EQPXksZQY5whekqMdW1J3GoQtPCc3tJMqhfwTc6lVKLlhYfjogYFgXr9RZVjkH5y0WPGOhM3Q55KxQ7Tuad9J9sXqUSRcDALQ/2+5Xkr+BS2MrQovq4Nmc58Y4rWOvE+hohk2cn6jaH5Ycmgb71EdBgXJhezBcFICpP2Y2oJ8xIGlhV0pv0xA65I3dDjmAIBFzUa/HJM+0uKwMA5MOoe1XhAiioJfJESC9o3PfJPWT8ExcCG7Ll60Lw8fl2worsdwuZFdaTtb2dqFA4WOS7J0QUJVgU6h4/JqYcHUOFezq6pYx1z8WLZTdFkKhfsc7fh+aLgLUXmr/xYWAMAkqvX/bVatzcpBTN5g61JD7zQYiy0kw+HCT8pHpjd7Y5JxtIYBxUNyC3IjaCzHGhtLcctjrTczKnpAQ+pJOXtgjFvbodXoiMjB6HZ3r6LCZLW8gfhkMXPRJhmidgg6EdxQqv9cp0TBMN924k2iYcue0QRq/sndEpmqvWx32vXGK+A47VyZ6ZSnLgvUuLiVWTuWQ7Nd+SFan1WxzXH+B6v78QVvRkRSlDHITx/hzXJ8uDluTp6AcBXxiwp6UFZQR7rYAowfUmQn03xpEbgothigvvGwFnWy4AWHWhlFk2l7eWNtaTawspH3amlVDROQ/8SQaQbxIoS5shQS4aFkNilm4Ebs28tO6scI7FVmVdFBTY0pWVkAouTbCmEg1XL2xAY/t3Q6sBBPm5ORTqQOdYq75hZRimjnZZ9Jcgppe/cN69jk8rESxq26WI3mhx2bUJZ8KYcH4QE/6Q4N0NML4I9mO7I4Z1oFcPh2+znC0bOpI4egdqqVz4x7x+OavhVZczLwUOTFwPH7OdVTaedNlcFHVEwn0PTPrsDXgddmQtXm/n5a7sNNb8Kte9PXeu6acG7hWdUBZ7+sMeYcXM9TGlJ91Vsdsv5FqECmL1cr8oaFnFRNIo0itHT0Iu9UNFFd+/XZIfI0F2slxX70O4VTxJFo0i9lyk/yGyaTIppmZko1AwBXske4Ra+oU4rhy2pL/xANjzovpX2oz7BtPRn1JSHIS0SqERQV6TnC2nbJ5ZkPsAh+63GYOBQ6iuIVWYgmuHecHT56YNYpPxUTOOt7SHvUQis7+qBwEykpK2cgBZXLx5q3Rf1PfNiDoNE8ZtTvup2ZE7mQyX7WLzlElC8nm1evk+tE4nEpLDYPL67fSk3JLQk3mzMGAbCa6DKsV21IAKIQR6MyvaGGWTU8KOcR2iw+FOyZNwSKdzkBIR4BK8ALAQrfwi09A0+L6cWfmTngTFEhhcrC8ii8N1v3/isYEtwJcdXZnwoSatNtSwffLKtFjxv0ggs+eXqy+NHLn7s+1q7UW2QNRpgHpd47T0u8CfsClN8y1Ppeb2sJDRqtPnEFxQ22U6Bz0yGDGvAuzN0pGsnBHH7YUMYzbEJl1cGt8qYVk8yoPmhkT6tzFagmYHL29WjQzKFIdfaMbxOR5Ru6ZXzAK5JRylOZuxw/PL+16aK2iyEkoog+bOpPYpu9GxkK+jRArJMKmhOqMX+Op8kOwbeDU3FyAa8yWjRCzyKk0ksSNpD1giTBx5+VBkXtE+or/GdReJiyvBxhC6/iWuV/wsB93mhmJLcL1C4bbs0Z2NxFXIGab7biUHlKMUtXwnumWiR6GMU7QPKGvrRp2lFrqPuuhSIIGi9LKQR8ULUYvv7kgouE/ZJTg1BYYCEy7wya04aJcVjFaXG1kKVwmkUz7p8BHv7AXjjy9MITYLh9zdaTyOVJvwZzrNnwjpJZ9ucb/A++kZi4PKuMImLlwK4+4vTjpyShpYyeA+Juj8fX2cBNh0OiCwDtj+pouuCN5MOY0hcK4c0sZj50b7LLREkGitMte6Nm1cfGte9SFczx1TdlSJ9urnpbWVCkZpCrLfSsF95S6oJmh1OC8w59pN6nK3kCuTEPfBKfurNfRiudoDbSO0eXaxUuANxARxIaA221K/j0vJjoQLsFp2pikRsCx6q+r5I0R4GikCAecxPr/OMQ2M83qj7G4gwrEjf+AzMJMdJCotfvMvUYB2iYIBq3RoMNg/H82C7FYOUwOGgx1utRajSda59/Rqc4+jIpjPnuG198I6kSR5Ma+qMBGwgomBZrONkWeyypyIn65uj0w1257W8Vbs/cHA0R94RY2jawMrPGOdskG56BFGFVza5M6QIrwR/y4x28LQIUTs7C0Y4rKVttetvUr6kJ34Yd26joK31XFgQBfZCwP/E4uuEtFOm/YuiscYwLkln1yBcS0I8wXgCH46XipHL/TSKyyiiPo35RStDgqsDMfmDK8d0eT3A/QPLE4A3xw5+GzwygE8TwiY/1eq/GN5rAvnEFe/UlxFh0ePzTC9qVHkDnRwL21/EtPTg0BNkbNJXPhh6MBgt1v9fSw7caLD51JF1wzGE7yrfgRJ2/g4FKISULlXiyX/4g57ihPXOqjC10I/B/Aj5hSccn2lYUY1zSKWljMOEtuV9+5qe/w2KoB2hkwt8UlAOaghOf4M6YcaxRx9QFMoPwhtMkSSdpkw0CG+OKZ1dObTKsXwGnFJ1q0e4Z4AuXJgHmJnWJ3gDN50Z0IzUBmXazfSXekOO0yAz/Kg1nXNyiSnN3JFx/tJ9Dsuja9TVWI/m2rvevbhW6tVNg4WisCQG1KjPlFvMkFIC2H0CHLDEmy0tzHd7dVnHhFG5pSxhoUk0zV+wWzlNJsmwEL5AN5ZSJ2yAsC1XtkxAKV35FfAMjYlZM3Apr71HWMCP8c31NskRq3iX/uuQuyIgib98gIQVmKkvjCgk3NHLLjFAKzfEduaCWmCUYheVg9n+4ai+0JFQDTdu8R3r2f3wHHNkNgk8kEebmwFMBvCqwP5UonmFlHgjzMaUA9QRZg7PId/pCc17854YF3CLkjvu1X5kaHcSd2rNfUK0CTAZVT6moue7LRd7U5s375vNGXQGyxnWGXMxoEsOjHQLknOmQ4P1kAK3P1u4joau3nYD/lhkbOPvVUIUBHsxo+FUJPmEovcfAVEXi3ZlJKPnd3ESAT5guDr8mM1Qz50mLLoM0CuUbjQ2dyBB25ff7inBWZpTalUqXhjkACoDcUXFel6cIoP8ubLl4+uoOVVBdw/3p7/U3S2ycqPT8DLzaO3kas5ga/eAvxVpYfWjFlkORIeov7ubz4c4wySrAX9rd5bBHRH0hBdU/MG1mckxsM62KP+ni7nYF4XLOahnS45kXHj4aDiPMF0x2uZ9welAOshOKj04gFuxNV6RsAVchJxfEOnO/YFFlZBZtEaPfmkdDIQUCgIoB7zU3F9EiGkvhjHzj4JWCFcyBVcswxrohlfCj9qmM+N+JWZ37ctgiCQxADCfDwG0HyMQhrHhFUTR4xp0sCLehAxcAEKod90VVMFMEE5DS6ILkwFvE4bNthvQscQFFqjjBlaVTU0oAbpl3uILzt0t+etcUo9GR6FxdHfCSTHOQh30PMmBEspp9nZQ1NnA3V0d9/VcXS+XmsViMF8/epEpSuCLcTbIo7luj4iaPKM4n7bPWth7bw7j24mwtG/dkzE7/mmXQCZgzEskts6m05b0IdHdMM7Cwn2E4Qn9ym4FIiJWJN0ie9dfBCj8khvzjLc2wMk2NRpFwnohFbRdpyES1HgX61ibBsMWyXM4I4VHkyQ4uxbN9Kvodq/RVfM5bx5QjnyASrIO41LC+I75p90ft4pZjSbcfm3XmHPbLrfiIuN/0nZt3tco1DxYrWEB2rnnXGcUnqFIEUwS8ygCcKbb5CMgLRlYw2luz36Pngy2w6iPrt7btwUW3bUZ2E7vaRqGCxfAjvZtsoLV3O2D4a98sbhEP192aySTPRzTbekgFKXWFoE3Lh8eqNR/O8EFK66rRgJWuLHp4wBS9emB0Y4p+J59Sw4ePwWnOTSWleuuA9BZFOovt/x9QgKuJlC8VBcmikORLqktuZ8GqUa2jx8H5blfUtmCnXWUYQF9mPH/piyQxiJiorpmP9YnwsSVNqQvcVhrG7YNbW6+VA4eYd/kf5yuT/CfdiZbW9SKLWrolKl0HYfSaCO8F5VBkC6Bx4tKEnMfyXEGauXfpwxoxav7n/wPjbmFyz7c5KU25iSUOxZMU6I/jQJsAxKJMHVinRQgQjlZPqumVnHHG94rkPUT01rS3UNhbUAZtnj32pLMBs3Cps384+W08Cs4DpaUvg8zbVKdtp7jeGotvi9sbrK5JP/nLLWiAU08ahoQi85pooAD0xK3qET0gXqC2NIa2m9dGtBND8tU3plgdTwZQbv7yU3oRXfJcuuDjohSyY4YV9vPYMX5p7Hic+U/3NeAvXHA0kZMY4ihKeun/u3rTUOvtVJ8UjlZZ2cGoJM8ouyVMWbCGvFrc+UUF181F/acklo9ojnmJxfDc8wIdNiKxp4ATG/lAWlH4xNld64O9mMlNtRqbpUl0GFMFPe/JYRVOST7Ae0ntzzxrNv3pwI6226RtRxsu4/g4PB0L9yXl7SJHBVzGdQHSIds5Mes1IixECiKipISsNNT+rda+P+9Ns9HLGKj/3YQ2zkTTVEFpDU0BuL1O2ks7rqC/boFS1QBNvbkYlnZ8P5Y3yp3TI76EHG5qI5C1AGK/2g7jTCraq1De9xHZGJF4QKYHL71bc/jWeMK8HrSZNrAeTe3LNFe0UV0Xb2CITWxWA3csQg1j5SfmYxtrBxSEQyZX3KmPTIaDQ58vob53aErNLusuaBHRFwHL11vO5w8q1oaBF/aH6jUzPF8xDvHzhOBhsxQQDtvA69jP/wgg7o2AUn6siDhYrfXj9vnbKoYRdMyACe4IYsU8A5XvO9RTTD44ABjN8zr8Y4K5msycZAcmcLJ6TX18+r+SOAxc4ViUz0Hdj2GJnb3/YODQWGw45ri4Q776zNL628x8BhQ/pX+EplsOl2U0E/EiWSeJYJwyGdoIhWygZuwNatWhq5H+SH6Vw1mzqwedJ14MMCrZGcUFvtSIC++LD6xbX6h7sixI3GKc4KGk6rDSl7g/7SQRq/BJlNvJpblGoUSM3Mfnz799OjXwaSLO3tB3weLdyygZPcqme78FlYdSbMEM19DU5auEy9Fq8JH3S7E77hcWyJ+lbJ1t09Gh+KFk+bGO1HLrwckmgt/GK0Ayxzck92ARkbuzorDSNJTV3kAwj7SBBgpR44AVY31NJQaxTOpVJ3wvfzYoLQQfNB4ySrOf/BhOEkHSgG6teFrEd9Sx1fi83s8vj3FILYsjKZYM3gV/5HXIR6xNbkc4OKlz+ScV2QIhTmwhnNsoQNtil003msgbczZY8GX9wrB/W3fOaejAUuKj2vGqysIEaJghxg29BlfelVUoCmxLBrdzhLLDuZkcTrSXPb9rPViFTJGtu8yDpLYQjGKZ0OpUikW1Xmi+7wzaSPHvrCWS0hkHILvVR9yetH5VANq0J0DeoCJ7fNwEeMwPICJ1yhe9TyQgEJz4KGS9ccufVAn8tU19qxOcLUgZ11o+CX/PROuCI5DgHyFE8ZXVjH2+zt9FTQFev+V4tOYxZ/NHV1K1yO9XxQSgJFBEbOFc3YTezLwN/1cpAODsTxTxWA3h7HPGldLpnYObJ+lEjQADp0D+T9o4e2rSnjbAvthfIOklat7YaebGGsCzE04oQDSmbTC6nnJma7zzIcT/kucIc936eFJNlSg6h4kBs7q9QT3ceqhcDkisMOy0JvZz4NqJOakGd/wC2S2y1eqAbdJSPEkETdg9qjN+0rViZAsUb4uEihbdE4smbFgE7mK4UewZ9A6AqiKX+Vc609YV9zNQBS9vQ1z6as9bE4g2wsMBfe/KZCbLbBZX1YpYqu/ynjj9c0HsG9QHdsk1lL2Gd289nsyeJPzlYPOm8BM63NPPDmJAOcsQ2npXWRL80NIagcrYg131M+dcCPIzexz5/nLHhN4q2ik6zaBTsYqe5N5LiwJRmW2qo4SjPG/5+ZtLyEUbS3OmnBM/hhpZbLusIjQdPOGLxtuW0MlyShWMZSZ0YY3igwKYfeawTfT0M3BI3rZOmCUI4Teg8IfrW7icql5wWGq5aoC96T9CgFHLerHajNdA06eKE1K5lk2Qa81ELIkKLix1foIUIVx2oKZjRiO1srU+zfAxsJSuKWI/f6JkpIZUsJKRY6Xcz2g/L2M8bUTgPXrnDlOE6mRiG7dAo+EFWTGExKulNVU8NFsn64YVPDMWnC5crsGuuUy2n25/QbFfOTpqV6od1oG6EmcldrIfCZJhVjsV/BRhoEgAyqOIYRBS+l3mvI9EbNxob3TODDe9yDQQU4HCJi4YLC5lbZOQyeIzbXoCeHrH6maaOAr2LodjApaHtB5GYRSNh8RASCAKGlbdG7+a+WylairzS/vbh9Ik8uOB7IpHoOBAikliNr5di9jYzLVqFRr8p4Ob2qcS0HTIrg/qUKe6cHj5hRwzQGz0v/sc52k0A5IRRChz9KqoeVO4ApF66jJ6KUXUx2watNAUNhoPgN2fmhFbBq6vVf/p4uS5ebNKh5gXAPytefuidpIQNqJe8p62zkh3BAt9YjPoBrDN0+4Y0NszOpv6etJcgZSAFioMTwQsZFfNnvrSk7x1kMQAA51hOuT7HHSLLCtayC3CZValX8dQHenXKEmL7kz57ZYLtm8aRjxo0x7Xo0/oi02UVmqsNJAckPAEG88dUgNxuRboAodLMpR9FfmLeUao6e5XGlshsL3Yx/V9hMmUSXIn2qR8uH0GNEDIcaK4VR9XPbvHALPg9T5zZN9mL1zAbKWVExGqXGxFDKiOa8FV48BBGq9qxKTOnil89WnmaAAvgjexK+KLVAsqSrJuyad1eoiTpbGUFWWdnybZUVCJGUSVUAlaRzeYEeAQrbjFubhQFbER1Oey3n7EN4jZSucn0tC7XoD50nYrNtDRVw8PoHeqN6MQYL1KKIKkCSs2hxzsp4tzM0vWKDekSG+JQ0BsSowLd//rrD/ZFS6Wp/gsdtMDO6MniLwMigjdxCizLRk2CfOvC2+Qk8B6eeZCnaAcB7mOqV5oy44dpQb7FZw4nOJZD1mMYVTHofWDT/uLBfw4g12mj9Y/XkKDRVaqFg/2E44xP3CotMDcOz01zP32PJX1OryD1jqViergbrCdnqIRhJ/N91RSWhJRH15P6tf5a+nwmeU43iFZpovDV5Ty0fMD0KkVmAWgrLvsuzGOa2Wu+wNMUAx4agNLltBR7F5gDEyOmDEzXuMz0942yjhBFP6zFAS8Ot1FKt743y4SiAwNxf76jZ5y2ZUvR9svL7HO7aDF3/O7UEd+YGao7bB9JpE6drhQPtum8gbbSfB4kW9qbvmjrK/bPVjkQIn8ba1GHW9OJp8osdYlTAoJ7la8tXwNoEKteGudk5UvzD6tFHtvIfoeq+JmgjvDHTyMZQdcC+6BYItbOnoenASR28suJsQ4svl76Ypljt80RbL08hzAIt5XV1rhX/gS1RJaD5C+RaJBvvqAnLIzwG+Szyo5mFgGKTrYKQF3z8tJ/Uk2+BfO9obXDkze5PDnt2FAMSh+YjcSNiboLrZFZnzbAhMj2PV8JSk/ntrxipMcHfqteu3AdMkTepkd5VnPkEFFK3I19IZaE4b7pERe59dKYhXUZYqU7a9pWng4IM+/7sy/qjlhPO5DWKEofhUZzr/T1rODQdX8xxWhlRMsnC5RI6qigmhUbzi4VdbtS6glV08+k1A7Et9tfT+N7vaYxmlX+0cCNVNHpoNu0IJY1je9+xf+MM7kY3TGk0c5v3XaoAW8LHlWlxb5kFE4LPvapYEhFFMA+EQPln/T2mY9WYU3vFjsmXWX2wp8A9zEgGmbWENvV5rYmS/iyWD2O6ACPyhlBAtDT9n+9rT3iACVKOkBxhZk5UUrKwEGK9UAqhzlBNaak6Vm1ldeEKg9u8qP0fG052inIG0mbcyNK1AWEWxknzAOA4FzLddHQfRfEf8sVkhZQTNc1cu7RufExNJu4sRZUSMrTTG0HGfbDKZHnkoCtuZCMJ972LuclR9Y2lNtkkkvShx+4eo0G2ZUqv/enNdTJamJcTQXaKKsJTlExVfGcRZhN0XVRnE6xLZQ/WNZs/3gOZdNnhxdOKQT4vwyGkk0zZ/O0mCwB57Tqf8/WDxJNxI8eBMc5znFtTgydLUKrYKGjCtT/hV2b3th69WpVlQlx9HKy4LLDviRe/qsJfjcwGR4HGT3sQKERn3OKgUvdUaheguMo1JYtitPB2BEYOu2K1wjy95nE/xf4Gose2RRpdkSeY55fuBiJOjG+PjAcKlvaK/E97BPqgRh+VQAdtkfQveXsUkVxk27+MILhHCLQIKhEhjlbG3CdPqbkjW/ZeOUShR2a5flGusBVO+QMIdKgmyRIRBiOWc4epOo81Br5fSwlKYjpsLfqvZKZ3UxB8zj+yelT4QjF32MwdxAUTC0H+CLAEhDT/+qE08tq60ADsWKw47GDQ4MjBr0xtlYW/h5Y/zcQaLVzU5FDq9mlqFseoSOKTPzaCcID5v7S72vzF1ln/K1jxPKPjjLdXWrE0f571C+xQ3nb28FQkvMS9e6ijPdybX15636cD78E+nomWxTfEVyk8/dZeXHxEICmf3r5CWIGtcxJiVdaURP9IKb99WNuss39d8U3VDs2iOfYW7MVsesk0KC1UWyvOkBGNkXpKTmL1qk5BocgsjhiPkin19x7Q4Lrjs2fwTIZgwF344c0FFWd3KHRY1lcmpg8I9MWnH1ZlK4zVK/BcS4YaZnyaTpMYPHOjkU31InYyeSk2JrIyk2iC5eBuVjmKmwqyTVKIcvQoqp8NxAeeeoYVZi4tk7RqYWf2c3cO8O5ODdlrHyrGrAHY9HlyrQr7XrDww0tCNw/V6yKh2AWwtfJAZAJBHU9bcRa8BdRt6F0uUEFoa+v7gGJrgOx2C0oA5a0N03XvYODDtWL7dPjljDr9dexPglbh/fSTkTVk7fS/07yw6z0lhuyb4i7KJ3hDCI0qOZZ1XUplX8/xXNkCR4iYztgNc0g+en1dSBbnCCvh6JBumwVILx+SWjOzPu4yF1uCLi7KA+/uS/YwamMkp9wt+FoTZGtdvUaHByKh0iC1w4SgsCVzSY63zSoyjTBND9IDGdCqs/bsL38Bq3fEGPtokxZiY3Zmd+UkoQsLWCOGpA0S+5AV8EFWGegsNR9LSfkG6GylzzpDTQa92Pij7/sOmxP4oy6PJHUhyc6iPSG/Y+iMjRj7Y9iWoMu4wNLk9rBQTxoGovlcLL17GEw90L6uOcd3//oxOFDyO7io44SsS1+ncpuHr6uHSkM+IzVx3odbbjwJ2MZEcWJkGOayEfGKweyggmvcbsdzTA8xnCx/C0PFBwn82LsI32jaRbvfOqxgsyGWEBEL8fPWOiDJT1DPSXO0zK/qSxs2fjpZ0WG1Toh6tEAFVeaM/pGQkkUQL1B5MY50pkchhJQKrPW7jvKCixk22LznY3P2pVFhNC4zqq8J2o6mcZE9mxzqf8MWdMwYoijbaI8XPv3cf8t6EKTj/0eG6T1w1RhwhjSGih/CtcGKEGyIQiL4WslE1evnar5jGkW8rmskwZG4hSjUGOu2BXczaK0JxShv9qEwGz6nHDvlAPuiJUsG2Vz07qRFkeGL86gqAXlYJSTIU5PovZgN74V0bHg0T40vzh+GYQRaaHnoK3PoH6wgvZw5CpT2YTVjWi+jCpoF+Lcx1TM+MdSxKjgKZzRZVROk9h4XWvMu6GsClnE2zzSs9Vsxc5Qe0Whe1XmvVb8qehwKnIIFmPHzWo5io6NZaLEXWSGCeahCnsWR1fJd/VsyEOhi5cBHKK3KJ3G1IneJg6IZ82P/02qwFwLjz5LsnIy3B3+Z58yogJDf/uU3H9li5farTxxJJUOqPQCQdeCSOUTiX81mGjv2cV8hu0uDzyiVkRhz0yuMR70P9YbhUT3OeWZZRN6KTAttZCC6hpDYsn0h4RdcZ6KNpsyTOqiit0OLuD7Wh7nt49102KTbwtHF0b89CcB6cyo7CEggj1z5QJu+0PBG+UUvHmATGrwrKmvOSaMzdMndI8mCnaCebYKdg7GlaBbfO2LXWiHgaMUA+5nzoBTXpuUbFUwrIeevXGJ3abWQZBeLFu3H6lVBX6pe5STpGdbovNKIv3h2bW5l8NGr0jxQn4Um+Ret0AFVOpjEMEoaDc8ec1IZg81dvgrc2Zt3hU37ppiy7DQtf1XgpRH3RxuKaMDu8tu5g2DQwiKVlu5/tPu2oh8ThZ7jkrheMQlA5La/DDiEQHgcnAOWVUdvhyP3V5Kw0xhrQ2zGsb4Vt+SUxgzawIM4X2GsPm4TQkD4bJ7YqLONcnLwqT/SWxWU0DVgAo1ETWdSblVOSCD5Da/Ad6JN15bjgQSqRsy4grLfwSnLOeGUohRkZBkRIsAcfWfRpsVJtrGAw5WMonjYTDm4teq7ztcxtEibnXgpqTfabz3FUk519RPsgMQ8E9EzDASgDhSD5Fc8Z7IDWIaSYOQhpbhydAIQf26PrSXIjNY9VaK6Qs6xr8AuxJMrK/a7Ms6r1HVgAaTvt5SHYogCMPF2VCDRgvE8zWLNTV3FpRK/L1yvz75JNilFE6jDPOyIWWOm6jZPbXcEr/RMGBx9sSqu/ta0jWNQ8icEsu0Q3Bqpo8LcJa+VDhIKPdXxIYn/nW8nETc0dz+fCf1pmXnsqQ3g+sipvSsjEFvl762GbVMUQYSTe4vT/lm/W8Cuuvl1dJLl6eQfMbcMFXgchLJ440cWI/QZj5HOTOukWkKgaIUQt6UDHypJRGz1kJotVF/t4hFYSQ9rfCuKTNhKOYuuxI97pp0ydq/u3la59FwvlozUQF8vWOo1a8aa32mViE+IzeN1JY4KBUXIO092d3aRMLECX3U8RGgoS1A8mXuqH20nXBgrpG9z/XTWkC/iscP5rbqP+//dJ3FjlwwauYR5FBtC0SHlLnNdJalBPf6QiUFnK1Hs3OB2wQq2mCrmdACSYmug4msySUXFXB8dPYx8oiD4Thr9FivOXl+k8UvNqz7z2anx3RMpqd2tbnWCe9v48BgugDMxYnGE0anN88/S/W53HINSaTC2VNL15cKLLVagXJuEfoy77fPnXfbOWf+2W+KA5cJxtS9C8w693+cgd/iWvAEgyfBdWJW+5VZtaECJJ8BDolGDS32WbygaELlYppDJBOFpa7aVdPY1Bu7kO5ZoXgxbKaYotzr8PinCmCsfBY9lK2ZGc3CkD4m8bR/r3BMElb44iAi2/5OX28K+xSg4ZqiL/DWoYmOWvGUdEDAt39xD6bUYes5R0dhqfl+xOuW9M5mAoGk5KToSL5opctvy2tAFcC14oJNWYpQ6pbFa5c7RmvZANqyfnG12c/JBgLEtUqwUiXe3Aw+xvtW3JgNzZC/6/0v2hRPNcrjmdDFKDRYrill2qVr6mAKbrRQsTw1VGkLRDcrc2lrCjQ+zwfuw+Q4cmfgX/AkRgVztKobowjsHbAOolWc9SXFkDH/nGqTPbc3gxh+aUSSfVdKE00tJ1822Ew32/kevu+jMXrka7xq7Im+eeAjyMf6wJasGrOyHffBxx+tZMTsIlo5q4WThd6aJsGjQK00MzJdPjRWSmGC9cCTbayXHQIi63aLPLF6OoDeG1p25p0FRY3TKSb767pGLJu6hGQEL25AJLSch+Q+LSmTLQXkRrzT0ZVVCRpNTbbwoAREpV8uel31e+a6XkwSH6E0QjGU332c87JWsEZgp8Jdw/qVBz53GCCoe6xaMN6Hlk1ydmZRFioSHaC3mE0UtuYSpjO6igkirWQkoPKd4x6CV7bRmCaKWsMsDpiKD12qGq7gLOyQOgggYk5L1q0bG4vdO3e5hE64XiSh84liqmbYcRQ3yS6OyIgPZUWh3AO8hXff7MXYUuC/QA0mJY+Fp79cFLg8cc6uewtLSLKRor0vh1CE5tBudyZPARruDuw/OA7k+tm3cWhN5V1YWyhq/YgDFku/Lc2TQLfTDjEPkHK8vcWyr3i8avQqEMD+hcWvUMB4zDK08XmDFDnKR8VIsHRjIVrsTEoEO+j8S1ucgzzq3txyv/iKwpwMWuI9Wc0nC5zeci6wy0C1bWTW3AU9bkGeWIrkrZdKB4kHZx7rK5RKwUJ2jZFDi65bXfzM1G9iewwqnr9N5QLjBKzeVG7sbXLis24qiqbItbT8six6BymVN3XYWQAL1bQ2BA023H4zRxD41mrOq3YvcTiYfDPJIhtLOW4K4Cm3DyQERK+1RZJrEVTW85J0pFCLCXhrTrQ1JJwV9Q13djXsVn/Nes2kJg0zIxyiWIruqgiWoTD7fUEOxgjXkGrKshlzysv81F13uB/XtZxiPUjbdZQDdqRX022y2gO7SoaanMNAJZVTtAZzBDjUwQGNfttz6roiPbZWq3noYOCybvY/sAcAiLjaDiC7YIXXrnLgwCNPaGEuSqVLyhqYSO04yu6QzH1V4snYwURbSZ5WvgcUJFUypbb5qG7qnqkOqr8qff5f7CDWwK4qwLpqrtQyaMAewk52PGUFY4KqvEOU0mDVAzJjEFP+Aa/xPSNuQ30HqlPSuIUSsCmwL2xE48vhk20bLZzKvouXL+/QJVHEg2rHosLesXGvVlAH7cmDXwN7GhKxYlGvokbY/zrPkhDDi+ngUSYf67ZCIn0Y70ijuvW89SdJwkgQiGykuMSQbhxDC5+h47S8mcuKjseqQBEZzBeKUvH0ciBABJdLdbwIETmV/0rRKGrjcIBNvkcd39GEOU2y13rOuOXG/UiVv1U2Q1nq9qUilZULYVBFU8KWqzGFqkAB4xJr0ynyr61EbpqqJe4bQSzy+TEIpEPnKBmU64W4NBOoQ3CF6nl8J8RIWLwBrlH9DFcSejVkvJDQxPSehyP7ajYFwLSNcge/TEG3UBQoyfi5UTdSGONZjjVlzrFt1xA5CwsLvNVTZqb5w3v7p2ujUGE7ZxyLWepyCGognmjQCj30Ykf67BidHaE6xjMV7gQjp6CS6gsylTX91qyrUO6yNjcWNd+9CVkl9aBmykXeUHemKIUFXeQOVwdG0y8KkUGaNisrB0Bw0WkE54OhDysa/g6qdVJR6Mjs1fljf3ineVyD/+ZT1lEe9WeVUrrdwBn6U/WQLjG1VX9kM+DPttL+chUDVKWW1LnKQNzdNh32XEdQwGMt0XLM4QC0KYtKD8Nj29kiyA4GUK1ReHiz+bmCJK9oOqBrpQjjpci0TUPRyqSnPSKDMN14qaAu6N34ENvo+H9lJrRSq2otJy8X9HN9pAAkvvsgw9ap8GAlccGfeR0MlHiKBVj0GXh0rQov+8bQ8lRSvuvIE6YjrjgGr9gIVpgbadMStBM9kj7Y7t16AZf/L0LcEBXgYOL0Qyy0GmLyVTw93rPL3xwyDXa0Y+Gb4Eeq41PuYcpcfsM2xJObtffzCUuceY5OQrkXKN1b3OfZSyQm/R624iLvKcSLYQa/9YC8kP9Z8dd2BtDz1+ZqcC9s7A4qo959FbpQzWtDBSe5szh6rMKJ30EdfXoMQDZae/xQABwjAOsFF4v5azJzmnt5qiliGTnNCXu9Labxff6RruHBYS8ONOoKn4v/SxYNztUWXOTBy8+hlAyOlfBO6K+CAckDFrHQPjU4m8C2Lf71bNLhc65wSoMQY7+QmPOwfoqExXDV9gbqzr8ERPSyGcFxEpPld/vtxQ09Czstz2NjVur7rO1SNQWDwkaysHf24S7ddhJdsy0q2nZmy4xKvRhtJBOzH2RA9+ELMkdgB/KkiwnNd/rPmFXHgzgP6nlw/pRZ8qjqqBoYU7+UQ9JjYrRoRKoVlVonUwTzygR8O74umEjg1aqnLif7UgzqGbeCX1sAKp8Ze4FvhvmrkG8JomLYGkeAshO36DVsTgnmL42UIatfN+rczDZ/B7szQUdN0ucc/BPa6uIOlDn6RC6XK7gp67LLiHMJJoXmVvbKry+lu9RQ4nLZnMQ2faKT7rgkpmPyP/d81NHs3STHx9CKeXXImgF0VLpD01fiL4xX4lSXy01GE8zKsqlvSBZ6CKRGx5Urh9/43QYVmwQTA0epGwroC3jDvDRPcHLXaUugEVN3OUbkYLoYmQxvgiDzfteWe9Da2/BHMZfInwTW88eidOpwtrUuahRRBy8ph4t226uodhWUpf8UygVfOapO8Fyto9fkZpfahe+Im2PJqWCiJ1k3IzuKl9Z33owW4ppOr4UNKqLomg+i/D0Dqu3VJlqmf8yYJeNpR9nlq0sqY/TTMOpMfD0PDcxod3rE8BJa1NKEuyluhak28dPMBU250pMLm6t17oMiO8U22DTrRlGi7aaRFzC02/yPG9EAetzlXGsVngWagppLi2xKnu8WsuI5h7dnvlPr/6N2M22+6qFg/Wlgeaj/1hUGpAuSwAZcSTPaNKRtaCHgb1Uto76wRa/Sh+/UZ+ZKIR2Ra4vcLDE90Mt0vJzXxgXVETqBS4M2MMWjRYvT2Wlhw0sYnSGhxECW6h3aH7+JAY5ChC0ErOGd8FGi+qUq5fF/7UxiECVqNj8mDtSKSgAvuOknLjleuyhvoRLllTf9qw+Y9FmJKdjgBWRF9pcS8RP1xpt/SFkrEu9Dl+o93jVOW4sPLHtNjoYo+kiaeawE+log5HOioNsasIkm5wfbLQqH5Hyu5Bj2Xmg2OEkyl5Yt/GryotDQYu8/GZaBM5ozO/1BKQixTs7cvMit9IZLAkyDc9fSyJiI2Iv4fxojU/IJMGu88IIb3By7ND+bsAdnMvUR2nhNMaJVAu4njVYwrMkEnHic++1dj1KbaphAX3tK26ropRFSfkRDy4ozqEBaYluCOcodwfWHpSoS4zA5gJKV0icOGZ9bnkfxcxElIoX2jU2YSG9Noq/HZIxna1rhnYwrohHSa7HGtTs68UxBjwgiBk9OQtlpdpTQQ2W8abdksPOClJoU+zw/6TGQqNqt8mxhPYi/oJYoGOADNRofmEJ4f6dqy+D3OK3OyP6N2cDCvCu0PIj9H8QNOJJeUGXjyoBqvJYnDfmzbsrEVhV5yUi7vOmfK8GeuIrDlHr+YDMISFYVaibCkxFyZuvcLEzsrCvPUbUpJPr99ey6pVZIoyD4mPO3nf0+iKsuFZHd04tpztVMM+vSmp0PGguXil7MmD4EWa/vAzGTztIIzAouQ6fL7hDMYHRChZ5P0KqDeWr9RtGElDL5Lk1a1PVtZqqkpmAcwFbrboSak/jYAVRuBEV4fTPCQ5c3uEu105teHuJBZ0qTJBjtjak2yd2L9rwxneld02lCFUnPq+iPw9cb9o1e9qeQA50CbvC6zx5yVagRbOLbQq7YVZHG9C2zdIGgKc6JqR4VVobA9E/KiHVQOMtP45t4Gf4vAVfpei9x5S0fu5tY6FSBM2LIP87i0G7Q8n64HQnxQjcgvB0GaqxERcw/zMld+FK0wLXul3GmYbn4/8JDpSqeLqBBWWYSCy8r5dLyzFOJuyTzIl6ma511eWUKyZi28jfHoq1e+VLufA46/bN0InGXW3E8aoBxrpkNu45/Au9BMAq7peS83ISDAezss1je2oxE1GHWipbAcuVbIS9kOzUhkzl9DBp4rpgcJ3VctC/kVGySG65wMIbC9ERjE0/oOlDMmySUq8ma/YFQUpPVi3dod6Rc3D3J4OyziC4Im1ukkjyA3DGwSSTUsIJ1hcu4bR/Dx1QW6gWapWZo96SU0MotCyjVvfa0pc/me9JSCvILQ6QbMChc23szX0ETQRH18EH/cv67bqOpMrkcuCHn0s0AeMwKHeW7nhrlC2HS+VBNhVlSonv/u4a9WOiciQRUQSMzYgQss5X/9Ph3MtMpBQiUrhxJxROEWko5dnK79oLaOknB0VpEdJ1eMniva5Fr152l4q+MqEUAhZPtSK8OaMCtWQqRPO6icEtDTdDis7Rx1hwfe2OavFjBngW81sMMk87Ys9xeFzTUrcaJOr5o3zrM9bI5gdtG+NeF3ED1pccyjV8JHyHbClLReSaqg9iEA8b3AGq+EdQZ8ajWvey9Ygbk+cBRGcHVpu0MWqsoEnLuxNXdZrY4GxJzDcN2Xqtei7IhJ3evo3/TYBvPtda3yivXYEMANJNRL2aRRQQFvVRKt1ga6OPC78aXk/KK6+iMOAIO4GxjAf3oJsCG8dVCO2mosHb+6R8Wdh/wd6xGHZACRPRGvFyL1UZiVPYrHhIxUzZKT/EcdDY6FQpRig5SdaGH3+bQkH1sxyQY1UPW8YJ36BcYfzC0GhMVGJFM90VAkxj4Pu98Ds2x7GAtMKzdMCItzbUaxDKteRs4uiH1tq0QdweaoIzrD1Xmb82tQQmwh1rVcKrnbqe0dMJBZFCgIRQKz7DVtYTxXl3bIsXzp0AglDQNKBdmwsx9WHgPBrK5xkFpUKpXQM2QRt8C1MmYkJ/ugJdH7Wq5ygSHh3QzzrIMvOW3ozFj7VkSiEHNE84xLn/eLHpfYTVL2CrRMUwLOAC6roJzOLd1tk66RDcuqz5IL1dIHznNoE6xF5IkwpRey+eHmcdjRBgR8+t8wSFUeEfHUeQswTkc9Zq1tFd8QkrN9BKSNcq525ldLKQ0kIaJ3BbcegAP7hiHOrEpxlUVpKBLoQSZK3umXyx+I7OEKGxpYOkR0IyQFOb/HcxP8CgbhZzgdwiVI1HRGFqS4SHEKACdvt4fWak+170+Z/9d0gC+K9zMQ/iFDdSA6hCVvCB6gORo8lDh1qqMQOb3KRoBFbCQNCbWR/KR4YeQaSDVezi1IjwY5CNqDApiISzD7ySGQpaVibuwUaiSS+L0MNwP3OFWzKynZ3KXJH0sXIOpKMPXr6tbvMWqz4mEMdTl9eQ3Hg/u1PvPi3vNq2L0VsoWiEG0qHGLtQACSF09Tm/6gboc+251e+FEO6K8ntXj7GIHU2CiurE/2HN8A3waoyff9zVNLdxRCsgtSAdY/xMZKY3UVsyV33QQ47Mo8L8Ai7K3IghOgXvwKfRosVz1+oTVEkTXy7k1YThKVj7wdLZJGLRGBrbnMmOzGrwJlAxKz61IevXgZ69pYco7IzIYX8pDFMUgVIjHNqhpRFkFzGm6uqn9hNOLT2knc+FIboC6cEcvuSgmJQPDhya1jII4Y756/pRO/yTh6e+BUtGXQnufixpSPBUQYfLTtTYBSLyg5//AEngTnoCuRzuEwEAUmxKYYMgeJDPWPoo8L4ict1uSnA3TQnO+bTdYWzS7l3NV0bHn6JZYH5+qTHqTS+YES/PZCyHnjaoU5g5BsuKlir+8tpGIQDY8cuR9lvStUC+39Ok44BNn7i05h1NSf1U8zLne58RptjOBFpAz6/NPOchpYEWZjUsOyyqHMdUrzzqDKFqBWvmyL4Gn9lfRJKlADHm9KrIqaff4no5TcYpqc/Hh5maxGyQq2j3pAaWr50qIsh8feKXiotOYD6R+2rJFFp6m4ll0qY6EgZEMr1Z0DTrvNbLhM9A1b+QAIUcQ3Yr3nty4GwHdmjtFkCB5/xxBQSZHBCmqGBdePyPHRyXUIOh0lC+a8B6vHK1Y6/Q/izRYnpoJA09kGxz1waSZoK10j/s+VuX+H1CyhG5wYyqN8nRcN3+6VT+T7fZLkeZoLYRgNImOmVr3vFde73k/IFFpg3D3CRsgWfzakLdneA2mimsn2xzzs76LK8ExZoU8OHsI7T1sah+n2IxobcPd4QZZOxzsvbQcaHS5lYUanqtrTKR18B8WTR6W7YwlYOZwYx66crhkwZJ2wX9+bT4SfEJ3vRVTKSGfmj/RVSDJamRgrOLzIst/nTtT86B1PFFe3KYuLAHKCl4Mf0gYRy88CqckNQuNlBRruxa9KSZbAm1lTUIxMqLZXJv7T4svyLWo1mKhwjEwW04RiPh1pR64T3NqeAThwSzsth2YCr9TSjUwoWBB8Igcw5DAd1CabBIw5h2CAZp0C8AyelWVIRi6FooO6X3r5GwVuQUCiP02UqvtOJBuBfYp3yFNi4iFphAHC2ZdyJSt29HuEtBvpg7zA9DF9Hx/Zq3LNWCTUhPJuTr1YIPSuSqH8WxSCy7LjmNb757GuB+PKVukiQjGKQhNbuHRnE0gr8rsXPYOuk+WVyKhemavev13kN6Ez21FVEvT8ZwUMnPdbnvMB9f4ZQTlb1xT6kzSuXDxqHl0Fgez6yBjmQoAucLuQb4GIhLINKhIRIwwO7HJjvz8JwMN6pMuM4JH0r6aI37h20h4d+IkAkledAF4Kc0muAIgAUAHO3TU6Tsh49hHKJbXTzeoZiWKFvsocVsC5g4/p4HjqN8wKL55bqT4whDHo9s9ykwdGYvozkQmFBjtpfGCDUhn1exsn1Eu+S9yC7nidBryNnHg+StZSnjSOsG/iZnzNULW3PoZJdgPzIgjfupDyCuyJh3P45J0ubpUSrztLWB6MJTmn7BsVYfgxmuAGmSyCN2gBKX45QaRuBA5H/HwIBNullGzGfgcVGr14AiAijjrxuufvCGlCyVpVm82DxxPrMJ/Xg/HDstqjdyxBUIZmqSgvxlkhbTfPDtDEiA2wlpMX6jSeU/sGftITfI6lbM3Z7xTMwE0jadylWCnz5qujtdszMON208M6eYIoPaYaAOkTmO+YYZMpfeQVOr3KGErbRejyUOil2V9YJ5Qk7/zMpW2UiwNbA2SydpxTkxA9js4fEiI31G9wp1jKJ1ToJDzDYBgLyzbi0Poxv0dUwr1iovp1NRF1LL/EAF1UpEUNNqrfPWF+/n0ZfSmJE/X5oP0lSoH+1dtuJA2FkCrPMpL8K6TeAatKgBWDwXeMS5nk4ju8+LGPXSMYrjkXZXcyUHr1xdFkgbMyGlnDBfbI6TnxPgt525koM6eLAlbAIsmakQu4d6a54o2PyKgHiY0iEex2xCOfw9cWxRWkyfRC041lIBs0nX5HQhX1w3WxNE62QhMnI7icmSA2S6RI734ZSJNFIy7B7oCM4I2y9vlhJVvHsRJXUmrXDSt9S5WQRSQ+QFQCGpmB2wDpBqdySCMUsXUcWJoSIhbKnQgFNrZpwEacKYYsIpfiM+dXdWkgPc4aqb9f3baXVwg57XjU/HMq+2hoeXsH9yAmqFgXO5Z+dMpb7JyQUvGZcrcsI5jGVjSJeu0SgWslVDSH6wyOqBHhEMYQP8pKCfqgcLeTRZXhnxTvHZtLzpZcHT25xIj58XeYZxPFk4NNmxvO0k4Q8kwKw8K0cm6UGpgIWECiVwjNj5yEnJ51q1rvwJagNzIsEjnS7NPwUEXfoobbXTA9P6G/LQGNAEZqD4QV/DyxCLiPpS4ffUcIkJRtnAEv1QYE5Lc2XqkcXFXk/dWSyobpOhPDtoJBtocGoCCrh7hgS9AKXIE5audO9HPQCzg9LdaTxnXkbkq4LsxoKnVccPAGwT4QaB+JiN42beD+2jeUmzDCHlfRLz/dZIcollkEWlJRQPbFpty7urh1B9Tt0qNrOJWgIDtemNJFzSrd1ArFKrbvPnjL7260u1axgKLTUmxqAlg7zyfaQv8HlgORTk0uu+cT2Sx6OLHG1Mz86DofIxQr5xX3kwKS4Inl9TFfTFCZJ0wmRdDvyVXJ3zOY1b6u0Q/0m53rXqsxfBF0YrY+w7AaLpDfvXSk0B/SXEVhiclBApkscfJLz4cfZ/7qkYpjUK2hUCc8EnpWMSFaEnARudKDpL0eHfP61jiXr9+Vf7y5tDEP2/D98EZR9u00On/2tz1HveObwKD5ygxxWDqkGDkA9ONUIxZyS8Pwyh55Pjb1a3fm8IHPrD/E8UkeQwQ+p0LApmGbIAj+RtV/mIRMlKIufkGGyg32pPwmpFhJsX77VO4HQ8hsKYRV2qZjVNMJhgFMiNf6sRGT+4CBqAJoEIAXXXWWzobU61BrTMSAr2dJ7RXF7r1GSr7bWhVnjxwuARWzVDU9uKGTXXuVqtEXe8Vb73IIX7vulbNvvPEE3Fr2CGIXfIFxsu5zJXWRh6+IZlR1OrpsA8O5/+omiaz4sHzYPZ9+W9K+7HSjIpPkhs+EZV5E61l4091Rv43Aifha4OKY3etGZWKYR/4cZ+Z3ptvK6KRPVl3hUwcuEP2f4Z16VO5bSZxpfR4IEjykjzum9N1OfEFYvxzjr1r4i6LOtjGGA9KjiqGEYem3cypDJ/Thd+laIAhuS80oMzHF0pZjHJqXOiWp4PaZqzHOcMnPdMCge8JX19TWodaBjXjscq/fLEyEt7zkr8PlzR3GjdiH6d/ZBYoVTB+ZsbVdVVfTH5AQLm57FdGz8z/SIynt1qbH8M+5CdzonPl0QB7VNkXDmpjmFGIfuY/7VBhs83i4zC868YOAiGgRLABRbL44g6i/CjO7nE82gJZn8G9CgQN3LkQz04mjM0jkqzTn13eXtJ9OZ3SsDDF0RRpVe0VfqgaUmlF3LUZdzx5E6kxktXFokhDomydoY15MNJa31YL+0JhyBUkV+YZ/yWgRF5xQkQBcupRvdTHt1alDGtqKXPZ1N6NcqCmf+BSSCJ2b8BI0VjpdhAMJ1xL9j8OigsGIeez6gunPT7w54jnHZ7zAa4ANzPmSJNzEQSI51CjmxUwwpz2JPD4u53BdpL/ZitZ8A23kIKC4A/1CGo/hS6CACI3B0oPEBLh2CSN2b5UI6wcX3gICxjnn8hRixYXF+5zzVtRPPzTVicCMGppmlF7WSXTqCNE8ZajnUQZpGEeYVLx5iKpH8oOpmchoE7IBeLE4RlN3UF/AIpj1du8iP3rUuYQh6BkhEZzHiw+C4jDtGSP8u2rD1PwfVfb5yqsKn/1jauhucunOEPwMW8lNt0crvvanPZh0/T2VPf2Cplh7mxqV/HhDzuKl79IAcXkaSjt9AXkRgmv7pazRREwwGLQ8UA9Cd2V1ptctWlAFY0jeAnD4ROvWDUpEDGhwDDtFvWuzzd74wTHjmO89HodNuUdj0REtdMVu7fJAnrjMO8PidDfsGYr2Tf+d2Mn520mp0auli3o+8/9PVrrjcaoPR2l8D3TUTYQ3W1OKkBTlA1Pgj61wqH91ceO+LBy2Y/2hlOa2abtVqN+uGuEWwnYThlRGqCpfNKOfLcJ09FlmKjQhq8pTSo90tSVSM2RHQo4+U0Qr7QUN+dM9hRG2jAdFVWQdhZCx1UG9it0jAVdipGiWUHeWa9quUWkQhlVbqtBnFKJz77W1BZqx8CACHk5cQel/OkBH5DmkEYVLcffRLF1tcC+mp3tJ+m07M6Y2DzaZ/rsRSR2JT28/zb6kC7KTCDcHD0SkSGy54zes+sfo2iKHEpcxpuEI7/O7qdrJ4wVqKEkAFDqFRaxa6uSO9H8HL6zFAFXcOMjk5uDIOXevZk1rG+PWk3rkM2Ht+a9X9da9szSxLWxl7ikvSVxrxsxEEhTUl+ug3QB2x3ZjmAh2I66/QuX9zf9RPPbVbd3RUHoDtvJRT8eQgimst+x7qAiK2Uj7/iQOMSHsngh9MSmT/6pm7tmHrQu+HZphNjd+po5iNKy3HDsbWsmyOgXgFwp0OyBfdH9Kkvn/k6G31xdkDa7tVakRJWE0ypibQ8npfrxvg2greHNcwNAWACQpjQtj1RjLIGgdm2mgJK3dXwIil7kYkTgxI0feuZ5SUzUwFx+/p5HYlpl2xLpRGSUExTgBsF8XQEAd/dBYIMhaTGPMteD0buwx77fBDnNsRubnRAUQ2QEZGQrzGxcBkQJ0nYUw5nTcrGuzEEc4+tG5pFNt07z8DS7CNILAcTmIs8u7y7DXhtERGipAlHmgGyp54jBk7k1ex2CCMkQWIE1yZwrmW6VVzAnJyc1aY83NNtNoRY0qX7CehxOZY3BwtOc2ErNLf1FA+zhJkRGGONO9F15lsZFtqWruPeo9jNGCyO9+/pYua2f6DluRa8qWXAqIx1VCwNWvStmDfbbwCqHdHYKJCBraOCNvSieR6y7isMhH85ZDZQTltXbphJRo0NPueLncH6yDX7wyxk8gBD0WJXobXDqQTRCx8LS38i06nHQxmP/FslncvA9VhUp2Ff1jeFESKrT+9OsFJpXA4QPOQzR3gSc/InriOoy9G8sV7qkxYoAfWiEMg8GIgVO96YmuhPwaylrcqqQmAQKcKcapHwxcutJr+uPVC/Sc6GsBrWtDUuwT2VKXQH6lMj8gCQ3GaRuDvqX0Rs6sLyXednvy1BxVRedbKvFVWmzlDNw2RZryygWqsmplyIf4DNg+acA6dNiJ5M7WY7RjTjWoRBx3UM+UFZ3kWQU7/YJmhxI2OBxUIHtVBQrcXW0I51d0iX1OaUt+E3ii0sdUnpM8TxHIR9EleHxFTZ7X78PoXXYZ2lR1UzOAMCQkAL8HI4mcam37D9rmNaFBo0Sie2bxmnyW6XxPMSQDz2EZf7DXY0+p/syHeiFiXVVXCIzcKS560/fytucrA0VT5do5b42OP1Remj/YBPz7g6/gJHM7ob9/InXhW14kYln01UiC3RaHbdNagkk8P5HlKBD7rDLNpfakZ26Vy40GA9N/Qdz+J63/rm44fQBBUbt01nOJXBcLLWoKRiFrJt3LDUFp8URR7qRnt8wupK1bIk+1OKdSqneV0fP4U3KQeyk7LFpKZ/2hASUmAdUrLhgC//zMj199B5kcovF6FirL7ioke0RfJdWliVB12TKu5QW0FT/fzfpJwqNF3b7KcrjQu3Niu0n9jCwGLieISdFTijJMJXNlR5wPc5NKZsE6bCD2qFTyzyDRiSsumBgjnSs9OJSuV3371H5ntSiyNPHWqq4NN5WNtfeSDq7usHVI/xRuKYTjqxhPZ6FDpfpi9Ojj8n8bm39GTp9MgX9yaNvSX5seTWmW3l64eTwYlkd2H4HIQl/fVs48oy2J0gFs0/9IPXxEK5sox+wF3bXA4gf8Fz2OWjotyCFy3IxriRkrPxE6pxakGRNvlwIT/IIcb58GEAq1eW5J4lvEazqshPGfUzy+Mye2wUqVnyoUCISJm7e66OFCPdaTC+If9uQeYt06t56Y4ua6YUXkL/6q6ErLuPgy+Une5Dbgiku+u2qy9ChnN6kh669F5Jx6AXoOzsBdYPgnOaKm7hsaWCNLufprr389UCn/Ifqbnyv6uSln7GPIO0YMKHSxu5EutqIfbodJuRWo57uy+5xGqvZGTfooKAjVBp2DwJCV+VxkGU0JgrKAbams+WtGZ782/Q3wdXXX/rQLTBxVevgIXpaQQ294GiFIPASIzjMp9D+nBxWuquVMhtCueWakaYgKpkOpqmJkdxx6jHtrFSD0t4MwU08auKdOlHp9VHp63IUA+FMUZsxlOC6QCq/GFP0yafJsRzzml+iHYdSh9+W9oNTBzqyewc/fTE6bbwh8LEpPadkk2nQs0BjCDUSYbyGKdy3kDwiZzzlZ+sOujy57Qh42SrZF/TPtXifxMl2L/12Vg1wl2F8bx0Q2JVubCjr1w/d4wQnVpiSeU+UjQfTjJ1gdPUo+HJRCFborquqFZNnyPslwG9ztCUTLRbL0stjC3z1bdljgN2pht5QWwyfXe5Qt3d3X38GokwkkD/ZCq6yWm/V2Hzz5QF2pQHaG62kIZBIfU2lKgek7Wo8MhSpw0OC1ituP9XwafWgTIDLTYMKk+fL+l0AbSttOOi27PU01QMEMgyNOtBSk6oMc0lzXY/H3JaE6BsxE2TopYiazM4sfXld5WvntVt9ZQpjG3n0J03ryUsjiFBWTTFUrfUbGzttrTS3xtrxNuD1yS5TWKNpDlfKVOr3DvBW74W+9sM9yD5jQrcO2tMZwCdyZUAAZPIokyCfeb9UTaLa0SE7xxDu9Kc245oT2g1lOa0s+aUMRCQzoXyyG63/O2wT6qtVThVyM+QyBRnW/2fAnjAy4PzaPgr13umJH4eEWwdHbJzvF/JtE0HsGkZtCEu2oQcN/CY80p/qvEzzcp1zDx1cuDFFioimOtVgeURCjPW19dQupUOqTuCAQolBaLt2bPK4VUEFLcHK4Uj+wDXJcfn+DZ9/0PZgDootql9Q1yu1nQV+w7PPS+12FfYhdYdp7JOTV+y1pZapl9WOKB3ODetL99NucFHQpOXMQRwPPrVSSLNoPPNAJaI1/7IPs2UAJoe41pWtJwFYeuIPS8hRj7XZ+2bny6A1JAIpvF4TYc5UyoGyoaTj7FAGrajfcFu09dPtRX0eV1DiDCRVtmF9Zt92sMN7/xPwzIV3GdXlEOy+cuAOWEOBzAjRLdirZxfHbfK5zDyjvTq0G1Qd/Vu/+biC6DpC3vBVD4sLflUD0BgEIwOZ0MbY5rwDiYxqCOi2kbavuirgw+0OQT0vO6taScIfZAarF8GLfJCF+e40wj1QhtI7Yt5+to+AlDZQj3fpWMrRUhpPw9Mbz+eWBxoNiSfFttLwrM61Z1ox2ixfy2TFQGuGYw6wwj+R52cRTTeItL/4LAJkGK94F2EhyrAOja7lbDFJz9GSZdFVJkQFRLlj4aOUmOtTvu6W8SB27KEKZPoD4f+cFVz8KjEHArlJEQIPDl18u2sXc6GzuIEkTp/CLwzQvg7cLJRsayNGu4D5XOyAyM8oztMe76O1xgGzLGtncnjzaQ9gDGMtKvgkpPa9tLbgbMmHlFu1iYBVpFO4hSdZ73qgTcHcIg3gjc7/BkD7628uYqQQ8mKBOFpRiP+vs8vhTLNM6owZr+2+23K/Ms0MFMZoYp0oG/qAdflIbiPnUUYdz/x06nzVH1ejq4LAtM3nWDueYeYupPY3uTjjGMq1OlA+kiyUIHppUZKgwmfa/t/axoAJw27wmK4DAEdwpEqIq8bd5MMJGM056cKpg2K6xZItuA0DZtVW8mRSqsAPfygXd4BPE6TTpLZOwKDjY4p4EhKwGGMIDB6CdpUFans5TRPG9hd2DkXWYy6CN1ftqWGnR3evidDUcctnzN9tqlZHmfws6+SjXIuW+QlGz6x0ZbC3z1RWgBfXSijPanS4T+2GzQoJ0ZeChRAbLlwRe4VOz3yWgmZZKgVhaXC/YaeYWk/S3MIB9AD4TLa9fciCy0tJYhKHyt8tb/ofINzGXbBza7408Q9AjeX0fZukL81IrC/Ey9JbmlxYZ7AI1KJCdKUYiCC8Ed4A3sT6WN8ro2PHHWEybhQq37lGVMZD2JWkngXh+GC95961KpNQs2a2QkcqhWExQZ7w6XscO1KvXsEpEqIFMM/x75JaYudAA29LhI46lvLwloyXrZIZF4eCoPZUMbcf51NmMVb58QxR1bXgV6sbmyF0VnO31rR+hpfpQTNfkwcZJefPSW7uOe8WX91JBkN7uYqke7pur6A6YrEmtgA+mYcUpdodOIyDLO9s0w1APhznIbOllNNqIuQB+VW4Y0OmNYXdJ/Tj+9BEB8aLxLeATl0dfKodNdIhp8eGXqD+FTKrhRlW3/abWC/o0k5sb2ZPTBOCs2A8mIcePx6TWlv9dKPkcloHYwYe4JjXVd9FY6WcISkBxygi7AlETU90BPfvtomtrfsyq15DLjvLvinZNOGDbzVihipVW4yTI80D2ojl4ywmhB0nrOHCOVIfglGc7YS8QrjpLUMc2LjoanYFIghW7ThGJWGi+ZYO6wUrN7ysvfiUIrN4CzIviiZ+dQ46+Df5F3zPXmD7pjdy/tvQVq0XA974DtCQ6xvs1k2wSvFA00isfnFE3AplYgRwiOFt2PT5DzZDNQ9/nNXB++G7mGRYh1dE9hGlPN6V5imDIrZPNzGGqVWkM678fEXtrv2HLo+9Ub4BpaG1//L2yuSuC6O3DEChZjiVh3gr2OHcejfrlJRJZM1y2ICfCoX6L7DkJwS329i1c/rNLjqEicNBFNXndIRCFy8RAe6EMmMvmrrqbc8epulFUVeJl17cYATGVcnRmH5DblVJz796G8DWCHGTJAPYZrkXaOuBn8V9NrGaq4adL+faeoobforQ/SGAaVc/qJxeluP/fvhgCMwOqpCboQAT7yu1ukqMNQKBKTHncoEKuudue2u2+RBCgqWCs1TwyHWw58TLKxoN484P8d45UiQcGsoVNs07U+326Q1qkgCDxPNFkjEmnZ4MWW8KiZFwyjcBUD6+XtViVETrKhp9tsHGe5YrBliYbh+VFyNeJ5m4eYSZoNjJAB9nUAXSbPLVU3qv4nDFVgv2YQPJy5AMZhtOpO9qjDzoA6cPlWjHBdJ2Qpzm4jWVZEqxpV5uoF5NbDptXb7KNhxM7exG5ltUGlhF6rQklXsQBS/djWV3SsNKwRQTsyLz+B9jhgCtmnoRAM/K8Rw8BupfEHFuKgaYQj3vyhDMFrGkSXaJGYBBR6k/AET4Q2YwMcPgAaYCRtqLdU/Gm+7zPW+PvcujtKS1wiZlSL1+L7BKG7KfJFarT+hA41V/C4eyDYz229QwGqw5a9GNTM9SCeQW7wqZcpzDq3G+dN9HupzlbYbjqcRfyhI0xUaF9RkjsTzss09xV1zJry0RnlGxqzTDGjFPR+jO2qrzRob2QkOBE2IPWo/dmKBWdGUlkQ+XQAFWkYurZHjDfeBNniu5H92alAby2BPuAG4MF0tehQGdl2bsARVwS1GiBkY3aEGqgbAm2PBl7lSYeM1DLfjnHvE/27p1X4b/8zChuLHbbqYK9FK2yRVuyjRp71TeevPTaXSrR9IrhJEgZOLgZCpk6Gg0UEcSw2+2gjO4p+ygmuoCkY9TXSW178YJ6K1XXYHHaopSWZDU2q2G16UMObzTCeuvaioTXE529BX9AEYYtIrrK/HNdyHmS9aEncBJHYnUM4Y4m3bUhmNb19ZJ4LFQQErsqMCYUK6Bq6dEu25iIFpVoyBihgrqTYYmpHQealxEo4Khv7gEKn35X5qDMOSA942blX21P/YWy8Em/BAD0lO+wXaDYYWRabLpaXTplu5Qa+qCDw544lOxsvpV/ceC3BB2Wd2ahUzgkpP8gX5391edlJ0oia1CGLE4st28YZO8wPwB+qDGbaJ1BUJw1Yd5iYgaqB+J7ZpEPD9ze1D+xsRN5nlmaVOkDikxbTjUWv60yQnitehNGmlV68+hiAWUAohNxGeGXmW5AdJ4tQswmPlz9CJ6318iZNe461x3xfpefuqikuVZpxMQir7QrTe50i62g33M9DPOKc660HyMXra5y/wnWeHu/JgRP5tnx1jng3iaJq+E+2tGHd5AT50rJmNDCG759wES7yV4iUtxucgnF6NhkYGSnzfqqZqBb9PxM1q3+e55wYDITzsvPCBUyk/Mi4xj10WG35Ry5I3NDqRl7nAeEM3/SbmXcoHEJsdMSIqJWzh1eKe5GL2b6lugrCb9uvIB+CMB+VN6ATKVHiXhAQuDorlqA1abgaHBwI5xX38WaCrwaVbvZWzGPfP/JqzMTq/S+PrAfzWqJfYKvZ2Q0qLP53hU1eQpcwh1iuNxb91qaHF9v3CqLWBdvz/kHYhO5eAJ9aJXQWhAbkRe2YQ9s5n4eux3TK0JIf+IWBIbzvvdfZDc50FQEPEtmZBOHntG+tw45h1YoE3pNyg5r418jE4l7eU4Yj9Q4C8Bmb37bU6PhXVMLcb6nVMBvv1d2c1WcNYuTJU6RGfJ+Cab4RXSrO3ND1GgLIOTYirA6T4u2bj7HHBGeoheARwd9NLnmMl+Q3jOgMypaqMG3h9Js0B19CEjLhlJL2KTSQVpel+ikHXky//csFoM9jMI5pdObDoSvFS+SMM5v6l55GVVR3774UPAfEjWL60I4vh7n89pxmOpfdfpuHIrcjYgrTpEt/cL4hV2LmrIYKfXPDeR319O1BaJO3MgU081ToYpARh7HnGWkHAwKank9gbcZ94o+yniW2GWleIgk6uL/hMTsw6u0dLXgcCCwkyp+OZYfyfXeIlnknrl7PEpXJt0Mj0pLkhI5sr7m+tFAk8ukrrulADO3JmUxCZnHKxBV9+ms+aawCEn+C9oGMmTw53Es7k6iNjB+wTo2waiwRFy94t/QIQWyLRITn0F2k08Rc/FbDJCFu5uapAUJidjozZn0+ucJ3Bi9aHZRrxaFMpCA8BU3Hg+1wa3MuUZ1N6r0+oFR4AHPC1Kizc8Vx0JcPKDm/IZqbqjrIQgBY97VB01xoo4w8jcq9u1CWKXCMXEvr2QGKptsBWmGB1YUzodzOba5zkDc1wU+Oai+aLK0xHj5xd5vYM+e8kXFTyUiOEMlToBREAWlhok6NB6W5rIYHzUUZe2HeysFiSe1VL+uFplPSXPeRJq5keNCp1tgyMqcp6CW1lK9sQ2aHBB96l30VC2e1j2GhoH+Qc2E0WRQ/pNSWPeLGlDFTqabWI2rDh5eEIVhpdsJw008Hva5snvj+/+dX37+VlIIQU/0ACZe642HMy1nMXYamguK0uGsk5N093zAZQ89degIr9Wzkzl/8vCYZH1a3TZ0rcjTntVW/OyQhnkTp5eIyDmhwf1xtcXkaPq2dSXrc1LIcCz8ZvtlXCfgzkQWlZWPFSQlsBmaqhDSPpMxxM4VEIvtWuDKBISrVGHq42E/rOUDWMh0y06K1pAtQ7C8LMbyiNVJ1Se6ZfI0/3eZ3JMtOUQ9UJch+CHm20EuDBaMQnBABeK7/8YGSLBPavx/nbQpr5XTmtXyLMBzbCwTdWEhksuWE7L9nqmw2fFQ/l7QyXpz+5MIdcp3gTi3EPlFcH+14HMdTFCrQ/X57CdVfmBhdQetYhMAcFib5vXFvb+QdL+OfMGGQjFye+JrNbGGE26IPCQi5poQerlEMeGnQZeOmQTS1M5LMuIiFPsTK6l1Ii8pgDFT2EKm3mg6RrtHyrVz07mHDABHWBluOCoz+XosqJ65VWfq389V4C/9rvaeasVDabgrvmSBkG9lnPTEA5swhtG3FBaMvy3Jbnf+ypiNFLbJGCfJz/CQiEFcS86uXUMQvPTOfrJ0bXZhbmFcwom1FN9g05hdEBcNz69H4v0YXpyExP4ugIOLNTkkcCpCHEE1SNUZQVeYk5/xSfnHZ431lRf4FmB/KsoX92Db5sQ4D2bDASY86F37Um6fVmZvqHk5O30vYR3rOOHyOs9SXMMBgsVGhJv7ihluw2QC4Jud3MnpRIcOGxXY8DyfvaJkBYs2BpO3w2aQiARHpvA51Pr6+3Wsfy4jb1L3aToAEXN3J6ewFDEk0gquIZ3+ctdzXTyECGxuFEuZFvxFkEAXV9CcKeIQNOuAa9GNf0xUOYYBkUqJBOUon8oxiQjtnLHu3KnX5UXiHhNw9kFuTIx/hVrWIeoEfF7yWoWnuR4OVh5IXokayZ33OURFPFqmxX9tac4nDDq9VtikwQE3GLpBgMA2okj2ILjYBFcq04M/VJBWLl+3jqmDDTXuNd9aWTWXFhqiPusOcTobS5xbK5JYFP7mRENbiOa0akt/u8XlCQ4+6Y7Zx9eDDkzaGyW3UZsJFCKPLHCFMftj8wdkfEykCHXDTNF0TMtHdSi/41MXMQKJTFr25eR2xxIUtU/78u7AVzQ9rqnh/zKFkY4k1S55WHKvhQBN35/cBqi4Lf12G4hgdzQx07c3D9SKQIt7if5DXHHbAV0N0e1y3qhPyV10QNKuerw7VqpWGjHf857Uf62OtYv0Tx2layzSLUaTKnAoi8mbwCNtfq7v6fKAwFP5KtK6/ewfL2BDoaA6U3hKaSCWblwyXZNZxAKoLXDvsd2R1u0Vg5CBeQm/8VYSxtn6u6B5Js7c6KmjGNzZzBlDdkfE06OBdxL4m/SUJ+MC2htbRHOkOeBUQaTNDRIxDKta1CCHdPzxBuao8ueXJ5Xk2GSKPYDecAL4F0AYxuAWTFwZz5Nrpa0HqbseEfj6DKowlGX4c6MxMVAtLfE78gEcKH2+pEdZMgc9N1/XuYGJ1YOcJC7o0qKBiih7T8iKvqYX98FkXu/3GDM1Wjxup/ZzKgoFWI8ZRCfn6qWnp/oSHbRk1G5mf3fMjC8sSDbbjWp+ISCv8Efmph7drFJs6Z5Jyzy93kgHLwQd2L+iekhxNQYtx6lIbQOcOd9G/JeUWG/T1lPx+KKi7QWsCqYmVfMJgVntMiboKEliSj+4IEo+JmpBhac4+K1eX50wZakFDZ/XdJ+eW1gcRwDNt9yZBCLaMWk68xZ6ZDwKhpGRpsztPLxr6qsMk2wfcaapodwnvv/3mM9sXvmdrPPuy2MzA0f/Euzew4IXhwGCFb6V53Jwy/T5FUrUY4XF9CNOUfcA0sMw2tcR+Y7QPeFoM0hmfEeSzIoQxDn2e1cMuu3qfNjY3EUxgIcvcF8z/wts17JFIoTowrP8SIzfmST53zGbfLhyFhShk+MRB/9Q1KcsZGl3/OgUj/JaepPKouSLtlkcrrWmA9V9BvSmX1MsjZ4W2jDg89EimFgAZTVR3uFjABxh7vsE5lPCik3LQ5Dfje3XPz7KJasXFnCBCFl5btir/XfMhKbqMA+ahZ/pSG+JwM1HXqCV7X19NAtB9Jjv2Z+WDsnukpjhzXCLRX5/dtpSK7Xvk3z3oyHN4VoT0skigltqfWbyfECDNjHu3A94LtuWcV1E3/JOteUJqN5aC9hsiKpyob1sEEaf2B1u+fzdMjyCoBp0DCJlbtMb3bzil6Qypgjuc4TUnope/I1zsYujhtSYlNSVX3/IJikovLyOISiUA2fy4S4sVUMqFHwlNdDrgAiPHfKhb11BKEjakCOw+BF59dMzuvU/hb4Hu7/lireBvDJtyDY9Yyj61ts1ZDTAhnGJkrQXHycrWB4r4XzVrGDoQMkzwJtdafxv6hrYO1ERakoj58uD4OLIJvPkWhC9kmIZauGC84hqrSo/9dy6a7KzfkZWa2MTeIossfEfk8dT9TdTkJLRpvQ3zk0j98B7G9KhgN2GiYzCFtPVuxPVUiRt3/5M82VZ1Nu28rL4/UR8itQ/2C2of2GpWHAWW1xTP7BVSVOug8fcp2Z/wQt5ZTiQhubYz0+GoYZyE4s+/NewaAFwKitIg3zcpxiOweUFVSgYgxnmYQ2IxKWgRcEgvPWr6rlE4LcXNpjZu10D3Gg8vfbRJM4/3woJiht02wFWAx3ewCvI+Zo6lztbF0Kt/FODTm6EP5GX6mNeQyNyeoX2RakUil1R9qlg2fUIMU/lRMy91fwaFSk6+NMGz0yXDJW1rxvhADdVUWiph5ZMPPcxKSqYwqHUAGjpZsVVv8UDsreU5bg/SUIOPpx6R+eTDYSVZqayFyf9/5UlTxyyWVULDso6fQwtEn7BV6Js/NfHwXwukPPV0iI3GpxrY5iPrRwPCWrAritJzTaebzawTBilwUH5sJSYu6sG81SGAFF0eXOZ1Z5o/x+2aiezhF8uDii3XIcUk4MmW1QT/DyKOXNI926OwJFJ/lL4SR7p3zysMmaRXN714geD/DVNBb9qbioKCEVK9biZ7XAEM+4+mI7PW2rF/grvxqN6J118hpw+0PqzYVlIFB7HB+SrkEwsWKXVK59/3mjxMLocHlBEyGOLVmwknjtnfBWsqB/mCAZveGzSNnVvlQFzz09Psg7yH0UxrTIpgxotm6tnVaXzKlv9ZjkaLQG+E615TwJsEzMY3vE/u5yGVAgplol36EnmJVdy9+++n9N9OnVNxBkLi6WrLC5YtML/lQvZ9zmBa9qSA1aek23+F4xo3HgMPjLMoSbwZqsy3kMjUDA7RjOX3qwKd471zueKkr6ZgUiUpKlREVDbyx1+SojAGmFje5RqM/NB1njX9I5+BuzvMTmja2yxpI8Kk31Wx/juT1yWatOtoJDMOsQJDL1r0o51J7bbnxENoA/z8Inf5bolQseti1VzyCgwpx23c5w+WRHRrvth6nKCXf+FYKVnq+3fLIpzEVJnxHOELtd8RKCD9G1zN7AqucU44SyQ6MF9me8tycSE47coDwqdAZYR4MYSxd4+yUe+PC8Ak4r/z4eo4x1MqZamDhJbEDiMPdKtd3sTOghmskKXYXDf6VwsRAlLjW3sIEnbHEdnUuW0UxX2i/Sc3RqDrJ6yukeN6wytPrmgPotWzKt8R6/hFAGLiLCoR6i6gdY3vxJ35OT6VKw/lfPb0ycXcXYJaQVsHz/OXklQVvrYC0z0vkFuc/pU4ft1fD07hphr7NIyDcvlC4V97WnPXsWwWA313JsdUqch1uZ2U2FYKtJ7xnhcLnto5Xd8X5xF+fT2Og94aOgsoMZ+7zrv3+iFh52ZwmT5SHovOms7CbVe/vrVzG90m+BLONvIL0Vv0/gK1YFpXOZfp8hdDAJ354QU/+XjsJBMeVXxOsIwzA4AJLicsrDloT8Fmk8CK+F7USA+wzs6Qmw/KocWruML31LOFsS+ZdB6AmwC/nNQNtiF8sz7cdh387vNOiEWGOxgwr05ZyJSC+X94IZ2MmF2nPUE0kcFVC+qXC/daN2oZyT76zyOQ4fC5cDAVPh2iwQ93Yv9H4dVl7cyAa8KWxHt2arjMkj3kdhifzPBqz8xWMgARGNHbAmkicx0okSwHgPbrInhx2xYxWupJcwO6c+c8YsTgVFKXT5l4cG2AVm1e/85olAYc2nhsyJg/YF6FuuWqXS6h/DmRllu18+IHcrboNI4NfW+26WbWr9C+JWQ4mC7BhNoU2gpxZ5JzsKJCnAwVXlRYT+xCwW6QCTF3DiZmbiL9R+Ib+NdwWVfKa4g386bjs/NcwXjNwG13fQ9zzuxLAnpWW6epOZ1b1Swzf+TJE2jPHvuJbFnTznRJT+7P6fwwAQoC5kx890EwVFotShGr5049SZRBd6azEcpQEcM/KdSnzMihfTs+hm1IVgpZxbY2eVMTcF34tW8DvOHMyVGUHxwbfrgUf6Lu7VbRhWYFno3+NURnjPOidrjPytSHPZxzI2oBZn8U4wW6WqLjs6pQ0Y+FlrPdb0bUIKqSrWs/h0fD/UBm0U82NUqv+rcaT/VC1VgT8T3pbJ2mgJPGaL1naJWoL5AaJgD1F9UJ0evgWM6Qs7M3g+7llR2hSAMO8HfTHfivxBmclXJces8m/83MOE42IR30ybvKP2sRrOhn65TtpIThLISu8K2TxMmhoSU/+/klqv/9jwKwhVJB39l/yjr7kkqr95mUilBDZJKLYFYURd/m8GPfBoNINM/jINQj2oYdubi13rQDaTLBMNb2yQH1hVHsSBO/K7DiYaFomWcViW3tin/hiEi1CHP/A3pITRmyVk4sk1avfweEyKA5aFayws5mpAVU99eBRM3RTCS12Ubit8e7NrUcLpdAgbqEa3xzRaAeMKIMTbh1SDhPXwAt/Ue9KcXQDrsh6ltpV4aCPyE3a/MVNSCac+KAYeWSKE0eqWNohsOG/M76M80xFik5Vy+zn9GzftnAOqqpTqtmGQeV2uZebltajHPezBLALZk97N5MnL6zwacmXVukmhgv33Ut08oa7t0G8NVXvq/mIYniJ7yS+zdO7cYMenxBnKFRNv8ca08OJSN3x2JojHcuEMGedwWNN2nIfd2Jvb4KDFzNvz+UmWoDqkgsICKTceOjElQfJGhlaMTi05dsekS1Jz9CF/S1uvU5S694XSuVrlxpKG2JK9x9f9d+NS+ObwBpjc4jK3QKwYGodl8ZqPDLsEqk7kEU0soteeJAcspau25NNVnOexjeyMoe9sAO/NQM89sWT6NN1NU0nDGyOzuDvwRovlw8MvjIbOf97ocJkFy/hJ3agbbCFF0BxgRRW7R984ajCLK3H/y+bXC1CD3hJRPYa8RG9Qoe46SsdvZLKj0HuGQUCxaQ9CuWnNdAfXd89OkAnpUF4rcF44J/eW9FfyBVZjb0+UN8BUuuOTaoTg1WN/EWgYQJ7fw/FoxNp8NnLzqwCpcVWz8PXfW96hAgmuIng2V3VKVNjNcFKMyytAYkAfLigY2fZSdSTXtEu7FZirb7Vw7QCrRbT9nl3VZEt1UIYXVxlP13Z3VBQOC4mYFDu91zFHWOP7762XjxW0jPEmVJX/5VoFC5/Ts9S+JyZvuxilD5qdIipWTa1cwHh8Q5pWiBReZCKVVBaUgXwMHnYywe5+1puWK69Q1NbNmr2DNzHfJGMnBHyhnfMl8Yx5+6qcbnBL99eU8TILt/+BWm42W7m4yfnovv0U8Q6lvg89BFJj7Z3TkbMhEykm4+fWIiR1mlxs4pRuzObkgDgR2ExqVoxC0Kzwq85kC7TRz4P3oH5omU2PLya5Dl0VdkkZxCDIBXaOOFSV21ElucH2ZuylEDaHVwjSby79n6qIqgoC3ADiXi9UaUyJJuYX4oGj5ciAztgQFR5DjWHzbu7MHJ3kuvyXqcX2Nch6SJ94+cZCtEercxjJwDzmLpcwyqM63vfGtt5WYnayrZDZ94Z6ciiiVzbBKLHGbWdVOSZNacoUtLZuegq+/ydZGR/tAvkf6WDH5DsgZkA21jLynwMzCdCtxeVixyRE7TbZrObmpBnDTnx1+57SQwdKkCvVX0bk/VvoKGDKhYZoWkv8G6p1qhDFghJMEQ7UQBG91zwEaoXukkYbUcmCj0GOTHGvOhyolWp7mN8Wiji8hOC8b649K4akAkKPzB9mbi8+LTqoxowHk0v2hR5FxdeH9VoXdQQDV1mMJdsMLyqeBS42B6g7ozExYhtu7B7CCIa2klNczvDxpJUC2iqP5XJhc8JwMbEkMbkpkXQTwQ9DZ4iwF9GqwnGY3BfwiqxmFA53/CSKCRSoGCnvlWNqpAbf5dyXSJwE8qFmgfKxkeZ0C4UYE0aNX8a0/8ndwKG955wS1fK3VQxvuhVRSii+nDzeT25+bHZtgwlj2tDYedyc1De4KmhSiKXz0e6FvjENqEmMeNvhlo+PlEJI7ICBIowklb5dwoBP2NtPIbhJ1sUvxdh08ChXfdbWYKssRVeK6HRZbDFutAWISafQ0/wfIrc88eNHSFCE7FTfrJIyF0vBCDNFMHZ1/8ndYTUz4HaSYIFsSrHVap25LJXGqcySXBrJma2H2IJ1t9nmEaeERbhzCJLTX8QJQzapxfNtvjPAkno0+YAejdMcrbeeZLU/iua0bnA2BgutOAJeuM7ml9Skt4WyFFHs3rg0POKpAhgPtUJfAnUCkHfesOcv48ojp3NgRVpGH+npwiW222h0q0fJkkAPO0Ktyq1BTwFT9O1B7/W0XNc31arCr2nUxyTUpvOQ8uMV7cDWiVH+iVLXYzxcIuiqE4UnR0vAtWaFkpZa+SLte9Tvm6H382XWAvcqQlsDPhRJJDg6BvFVruvhlC/nIC6FWuvIqEKfOxi4KlxOBErJdK/ZZCD+2F9iMDNFvYWUX8xy2lUcpU0hSIe99T3vokHeOJhbDOehxy55AQQdhgMwfYbr+qyMWzza6VDC2IkkshFS96LlQsaFXmydMMjt2qRwJpVfKbmsw0eXg5gfSs73+NU3UUic3NO3x3R5i/rUHkH49H5Y1gReIawEZBsGLKTL4YfcekMqZ7ZUx7lH8xM27YO2/EPDTroBg9dmEJbNfEYTgJricYDOFjh6nJjLzRfo6R0u6LVz0fVN4ERFht22eoplSv8Orii6SOIkBGF3SoTvtq5u4iUj0uxv+qEuduaK/HcfoGtoxiy+dZm8lqp7ly2MUpql66TBRVwFpBXk0XlepCNv1lp47XdWSVNBkn3iyhQhyxb46UqPlpne3Y1pJ6gpueamZdC06zsEW97BhSprPzCElOC+fAfnnFdcwgDFtVtDgrBad0Wjtzb8nOu94R9qSueHJOFk+X7l7lXIWdEHQ8DxTlzmexzadS5x14+RDfFGYlhaPN4RG9MpVHBqcTasDNNBowjxz6SpdgUouMLHdZqPI7/eWSFGeeNhrkLgs3ioKI2k9O0ntt+vKF3UOc7avBxnGVf6dcyf9GrMAeT5i7ePSFEIUlIrmYRQCgcBKFQZ6bWDbrQMreJ+qajQB3XEBsn9dS5qRm9N7yM9pm8APqYhk18KKp9lwbHDpAM1FzUrj8xbY5mGXbfMIcZaf/JZLfcHhQrYWMGkPRPeA2nwYz3l0v1L0ntX3RykGhaalRlkITpDdapIkND88aqexaf8ZiyjTiXW/jbF5yrYeiKB0ihHO+a5Za5+TnYnx4K40yHxyRa9sfFKThEVpA1zJ8kyQ4lH08i0tcMUyUc0TKMXj4FDWYZGTTT3p5+gqNksYZueO0cyXMUTKI/WQwZxlJm9Y2DZ8OErWOouPkKNxCRYnrNsicsDmDa3ozQzWah9fz4FbhQ/S8aXpEjww3znd+YaIaXI7Yyhit5SzcTmXSU3hxUyYMudr9N1mXP7hVZTonl7yd/jYUa49y6z1dLljKjFk3rE6I58fBjU6m3lnF+VyAF77+MUFyml9+1hmDrrsH0olSboVT3AwlV+25NS8nWhSFfNdGro4m1hYYqm8df9kgLENBqn7KO1tsrS40L6RaNg5EEbul9O4rBhCymnMIUY0JBxocyzKoE6NcGUsvQNcr1ng8futvKeqvg9vcvPXtfRjrtbKjwvdGcswKjnuEo8DI+DQa/c+CHhlQ6nO/pYL27i7ICQVo3oGUw1XjRtRmllxGfRkL+YWMC+1XvquaCE9HsLL2xuAClBXNSvIjUA/3t1diLNeDI+qUJu+5rvbRmz/sZs5cg68li854dxZ4viCf++iA/kJI3yKbMQK3n80zkouC3T1x+MQDYLlQTlYVBYzdU7/GIdn6UMQVhQaDDT3whhiTcQJFGyDpEpRvsStYc+HHLFsWBPHQxcSh+56mpDn3j34UuvYSGiW52VUflZ0aEwde7jl0pjNkkoE2lpSWKNXDvFShJILMJ02GvGV8+pILb5dnIQb3po/YIZGIrzXayh+mzivswYtkp2MzwmME9KGdY0tF8rZwTvHsOOrZqRQUgUwVOT4vmcGpKmQz0/Rt/kys9sBia1+hhOa2+xEyo+5+i7OF4wL0D13AYnff4ptX9TU5/un4mRHaEmfUT+X07XgXLreZOQKO7mUFJnpMnuGmwpVuKldUFyM7fFwEFFB+oho9lefNCHOBANODtRL0C7yTFDLSIl8LzCcBC/xW1SYuMUgQhukBaLQIYKZxulmCoBsCxIfcm9c/XirBcWBmeu65fdwjk8tWSDRr4qZ+TN6jSbCBKu+mjxVEJNqy1aku0V2vMjH8S5Io+JuE2MARwrlrygEayr+E76kw4ghHx7VOaqNoZIGpVSIqUnN5wSJobTW1GYRj8lhKc4xUfzxPpNa04/mGkuCfiC/XQRP9KqPhrndVWemZjAExTIcKmh5Ehjo2cv+RFX4fCQwUmAJDPbRWW/Gi4FFgiGZFni5dCxWT1iSOLBfxv6KDN5LCJu9SF7HG3pH2AeSzXEZJZ14XscX5QWaN/9Gv9E715ncHuu2Hix+Cz0DvPrwU7NkbR7NMhkTezhJqdOkmqOndT1UXVR+eHYheTd27oFhi/IHntddWwoPF+0wXPwHIgw9FT0Lru3sGyuuzzzRMlSF8XbiSF22cx9heh5qpkbf74Z8pQSHRpKWErLU3ld0T/WSkOQvA05wmifJuzDmgyd7yR7nU18hd43CGx1iwYyYiTyH3+CnofkqTKltbo/nu88cMZ48hi02hBkwLzD1dTKXg2caUn/j4SAiflubtNYS2EfdvWgqvnSJWmgnSWQ8JV8KYguxdJWg8iU3eJVEeDtfQFrpVss6UDdBuRZX03Q0yLqemQE+0hj4SQkmbgqri+KYutwTpfe9zm/LzrCw33B+9S6XhpPL7VvlOw0Hb1QTt/dRn2AmdMyIXAfLESXfymhvREXI46TWbqc6y/5pqxuEM1Y5LI7w8MyFZd6/M2/LKY+eW+i1x3dIDO9Sk2mX5Qa76N1wT9AZ+HadKoW3VIPNaLPUfzxkSjuK4clpY691pGNnm6EbnT7g0qBIY35InMZfUXIvEdc42K7hYJxPw4Im+lM5UXOI4AwNShBpxf86hOG1IvAwud2sxn/QHVk2z79lTosV+xEUhumpdPjQqq0mgMa5ag0F5ZXiEm7hX6dqxU2u2MTyg/HI0rDAb82rJzrVBRIOyu8shH/CyOXzKL6rXPUwc+Eamth3DYSwRL2eZugrZKiz8yRCU0wwF3043iIvlweYV4CIeuoag6Pnk4jFPf7l6RnlbfXPhbtMQrWKk70UTr6bznI8wjUHo2kd/wqkVi3KIyxMdi/4nd5FVEDCq7V0pmoQYxCGdxnJCTn0aQJ9W3gfumW/UrVKowxBQv+JahnGIeMBTaXy/qRkuggZ4eTIdHife5R1d0KU1l68Lw470IX/vlOVz8iuNiFPfjxRLdmYHraSsYXuOx+gfwJ/f2LYoRMrPz97UyhyhIUYXAtTvxcBHPsQKtZ4eE2qRts51/d/CJBCb8ZwQ3qtvfHXU84YdSuzaxnwsl/zhs9+sEPvabpJHCPIr+KwA9KaJsIf+L9iNz6yHT23yTVFedFAxikRy21uCwrTS788eBaPvVOO9tbWBjPARPEzKJX4ng3EXhnPKy1Yi4jq++o/90gfQ6RiK4ksjPoSkNk77Raux9r/0rBeBrTt/ZQbpqp6KKnQ1soUHps1OOuPKCHpAwlIRZ+wxpxnTmYfhj+Bhfe1TZm8/Nqr4jLCnR3sAO6ThlnJdCcDaaZbxXOx5xoPKb3I8Gs+QEXsjGRg6nvssN6f0KVL7ek86iY8ZUA+Xzb00RIK/6Jj16AWEBtK+AsjfKSVekfN0r1QzDlA/0wFJO0cRaJItKsM2RvYqHZBNgAoax/3U5auSAk+Ejl6fWAcAAfSWNAm+aR2VO8r/pxEb+25YqHOKIn1Mte/n6r6q5DBACzQPUV541gZwGiamJ5pxA8SrzSTYr34JYSORaykJqxwGh91zvQYLO3G/Q2uu4KZ841Dy4tk4iKgoM/vWNKGGetAmwsqCFN+iCLkMRit6j5RXcQyQKzEGZGElYdVMg7YaKF8lyNDg0Aes6vVYI/UBKIGuBG+U+jD0Q8+gfoT5TkpyDO7o7wbKq5ZCILNBTX7hIzl5yl9pR3s2vp5mKriDvltwSCawhAetb3+iePU+7iFbpxAbU1YpU+Xh+OYs+z1uDLtpVtLG96rDjOaJlr/x++hlnodMGi6jqGplyGJ5FJ1Jwebg+xhYxcgXE4wezad8EuxgrkfauEd89dtjWEbnwUEz1uQCvZHYu5XLSI7J1R5bl10EQrLOOg/jaoqHEft9p3Yob+hk5R7Ll3MU7uKFTm2EeWeGdgHWunwbR2RBWR/AwvtuIXhHEB4QrPpxptJ+0wg1a2LstTy9AhrC1YO+CWIlEw2Wbo6kqzw9IxNWLC6ynlJ6lb91O2tHK5P2ahbd2u+bRbhuFPXRY1+hm7BcKDE1e6wPSS6ARTtUcX0Z3RPCx+UpvKB1Azv1aoPol0hp3WYrH2r/e22sx2dIKOGX58ScM8Npoul226+l8dvGymwGICJnQS4K5WiwyRQ8/tVUdHac5Kh/FNJU36nUV7I6YtkxH8kTjShEvdzP66TFwNObzmUuWet88pRuyWxxg30Egk06+eo6DkCENh8wW2SSsSD02bq+M9+TcjnaSJxqpL/kyJy+14QTKU8VnfJYrtue6fzWq2yI1zTzvN/FG0ODFO7D1QtnPDZWPtUfvxdXnrBq/nJGgVfWwFGGrn6gIpOZUpcGFzsA/Zof1JeXJMrcD+m6M3o3bWcSUpTKuRfnTevuNGrQ64o5+hVZwd5D4xGzbsfkIjaAdgGRt/yVnGrrinIVOCU82w6MIR/BUyCS+DYNvgl95BoIx7IrrOk9jFC2uNpLpgM9Ujn0rGBJP1xP+DdW9WxWZHmSCNltO0iL/qHruiRISrH/KQ+LugIEs/iNzgowJGFQnPVXXAyxuFqKMzcSrBbktGe+6Q8l0lMYyNcZ77dbKaonnyL+NQ54WWz8YwnKdHHGhpXosdBjnUr0wPau/Me4OOcgK7gSQysWUwtHE9ElH5s2R89ynRxxYzsMMv2fvv2Cr/WZi/YjTTh7VXMAIo3DDIXP+Kz2GMnNuEhw+9DZ+QO2DmbmMhXeSyQFRmWg5fIsen9iNgjEeKkV0atBJ93hyZbXcdSYGDyxGjduM50l8neYsKfQz/WBPZViqnR7/JSOk3ce6KYN3DralO1HamtlDSRuuqppedTMNynQuFYuOwnfZlVWYSTtaV3ePEBBlL+7Yt2885woZ/HdkpKOGA1vST3MPpkhQ0eACeGh9sd7aSDnyjLIXZVDNcZxjZdUqEQQ3eWesXS/t7nWMStA0T2v1w8Z1HsBIcwJDu80q+CDdxf4KC2rMjicWYZgE+awNheqBkVzcP9HUnYw5NU5hv3Ppaeytk8adQIuUJUuD4AE2SioPztSL6ZLtzOVoL7pJ41A/s8mCrFqwirFRu20g+Q9ywGYA99iwtIYzPE7cb+7MutKO9VhqUDgjx9GjEHDFW1l0EvPt4CHQaQRsFyXIavQLE3qavncSHh7r0ZWBrCpyvZvvajoXoIc9/razB4hZ9SEa0jILvf3PIBbASOrHn5XRFe4AeOj7ovdJLOX56Hi4I3urwW4JDtqhZgAzvF/lz+ZZTrTaSF/bnWxynsgc+/bjc5oNJ4HSj9ewAjHxgUx/euE+9zzB3VWUEVcSFN7zyaUryiH14eZdfeyprZlDSk2qPqzjd77leOI+lc5IcNL2eQ8dlTIsU1hx4bnUw7FInCATCzVo50GTQAMNIPoNbFykOWFyl7IIG6xleuBMZv2upDVf5HXoIAD65Pjmk71r3QsAwJcE9/B5GjK/KioNuu0iAuIUHre2iRy8+rSpeByVBPx/lzbBrg/881omat4KrAk13hZvaYO0glWBfEj4g82Gs0qyW3jyy5hDgz9xGhF0JzpLUQDM2wvD15pMPolISPjjpedMAxxejn0PNUzccu80pvdaDQkvFdv21O9dMd+AB/IeqFe8VruVlDHXn4jJKhn4Uz7fXwZ6pBJdceCMt0NAfQziMADVoAXdDV+jpmT1jriDSMYVgl1oQmyYpnIPMPHWkE1RA5DYsaQuUm/AgAxG78nwytz+KEdxp4iRF6m/IXqZ4+d8SShRpxPiP8TnfX9+Z8b5hvxV3arXONBCedcPj2bwPCoN7YGQtIJTgfTHkxoLRUEgfXXJWAjp9/ZptU8ibs52BB5JP+vKaVOs8uKATbUlTR4YuM21IFaRKeiLZ19d26dm7/aSulUJXn1U38zykHDhX0XX5UKIOyDrdv8oWvWL1j9g0MJdmk5Em7V+0KK5Ntl8mxHNjGhKThxj4xkPbiu4KAUhU8wVqJZpKN2LO7tdvg9G/Ju3zUEjvAeaVEz4bVZJEqqfbiRAYc5xh16brDso0M0LG5hA2aEpLj8817wAhTowTCd5Wgj8E8IYutmURggpx17FCZzFdSaYpZzm4suBNmEaP+Al9ByU1WuR1VxByU3WrRgIU9PEMmxBoAnX07gI2tGwLnCJtsWbnnQFxEmsYn9Jq9yItuZVSE9J/gBv6oWeW6tZyfqekDmprjtT0mVt6A22PhSd8AjtNwvysetFgBR5OqvU4LQtXIiyAkyMOsKjm2B24j4/uxZ+TUkd3zkBKd+OnMwDjj5YaGDZy7ZaiWvEsc1Et7aeVrRzwW0vF1K6haRMTGQQzBhNWJOY9wr3n8JWvAeRhJgeAdRjtsYH2A6ghJmuFCPc2xLbLGbxCYxfr0airSaCzZ1rAMq9YYPDFaXAl4zT624WpXwJeF/ylnP1HbmFnlbPVvsyi+hwRi+I49Uu1V1fL5y30P8in5XGDf+W4tVrDDUtUfCUKot6vudhxXIQsvEaNa224+sx0gHl3Loq6iLqmdBJ0KI6Za6JaEgAz3i8boFH/Fb+hB3dz8jWfwTHQ4RS0R0DeU4vbOtft13qEuKiLGIA2TnH8gvQQ9AQd70+Bzhm9lqyv7xTgr8mSsJktVm7acX3SnhtZPAVq/I3+pEmXRE6+FK9UDjPM0PyMrPa1awcLQm2MmOnOWLd7sXPPOl6kvP9Q89RwAHmtZtvN6QC5Z2G9jGXluaQaHlR6MjeEAfM7l41rebA4bN0rY1gHT6kgGYKm46k/V4rnSWYWd894insF5e6j8pPNmjn+SqMz0Pk4oA9IGlUBZM50oO0h1q5wtUnmylDiFCf+ZCkWzc0XMBmhq1a1z/M3xQpsht6p+vrnVGdqrPcR0Nv+WhkDAA2bdE/l5hDd/Wz89Z0H6g4Xj/uU+AhVx3HXS057r+jcwF9QDMlpNK2l5z2QbzF9j+Q7z+R8Lk1GnlTDcw1uKMGq08eAaXfseBL/1bjpGYFPX5VToDl8JQgwnzMVr6+MoLXkp5CifDhGevP6vpypUCN/mvfB9u5KQP5oiwPflfyRF4Oj7eLqW93ODz7JsHEegqFd//zr3Dw5Op8NiHRj2IU0/RAJQYUMjqWrj4wOnSvrJnkjPB3wbzlw43DnNr9Lgq6W6ZTpaxMSft5E2rTCAKdFLdKOJeg8Qg3b5EoRv/jFM1onYnz6XqwvMJC3GdO6pv7gAOdp4GIeL8EL0A3tRq2qovT2aQGjdOYxJDJx8WU1HeApJXbXW95CDCQcTfOovTcfmgmuxWINx6dGUaOAdnNvr8mJyS/zv24yq4dXJVw0BroHaKznq9meHbpfmH2DdoTyKzcHtdVYKhz9qYxnaKMsBGpbyNdopYZakAIQsyOFbwcoCOBPadNUPoRcslarKR7oT5tqn+ovgZgOusFVUDjn4qfIlDV9+KFDJsvIf6TNv3zHYUcSovDaHmz07qLP3i+NuKffqb2MFrHi5OaQwPuKUh9/cLAqp8NbmAgndZRSK4SMNlzZAyBzZ37NBPrmQT0JYhUmnBcygxWhgfdnqmHWwi9gYU7MWCXMzoLTetVpkO1IWqROqGEqXv7Sc/SYTi76Pi09Q3DUCrx/sYBwc7ncaXZrcZSvFDzqZWX2rlpvVSkfEXFyipoMZvXJILlw3UIas8em1GCp6SuKC8NS23kGW7dDd5tKQEeDOxtZwR0RFeQO3tT2fL6jcsNAq+qjU22Ky5UIma2l+bPAxVwiROhctbaa0cpOkoS8HHPJyWliJ5At5mHy4hSfiK8OY19bkUrYMSypOnsiYzimZ2uXwoR8xixCVS+KZ1+N5SBdHcPwP4WBo8W51b+YTCPDnJKg/ceqhI5nkxM6ePUaRqc370gNkW07Fk1YEvRw5DcbYzMuwfQejhdeOQyr2KbBsPuZtLBMgyOrUeq3lhalirQ97gg/0fHgboo4Y61aRms2gi1IC11vwxZxA1inHll758ZqFmeG8q1Gbo91PPQhbAD5a7EKUeOrQ4HmgQYHhtQLYlTC0qywx/Sh5pUx/OAqRKBxP9MpZM2hQJmbN+SjjaSHptcd9G80nmNKrOT5ZfzTQfGh+EC4zgOEMeax7kQHSXfO4XySOGQf1J0Db+oaGGORfN5Gl0812thwhGlu8kAYisWIFn1teWObvymM6/Gg7g5y7vJ3gW9R8RWR3fYBCXrDfcVuZKcvUJ5aGzaxP5huztJUPgChRVcUUBmF/sGQrH5gmosDq2VZD25LCULUSFS25puVHUGKgQJ3s5+k+97XNqihCzyAnHQDP2VoCxjIT3jW/GQL+qPDcLC/EZOAF/JXNaGQo5ITaLURegzA6WWJFoHwHKMUZce1K/u2SXzZ2cV4oF5fooc2ZVd80EtJ0k6FNYYycXs6MzHSGN8MfqGipPJWFBet8Mm6jNblYWrRuuRxs1kFdBEUveDuN5qz6yhARR3EZxOhB6BrT1gRFjvCYhtXOBKZFuGeicWNMEishLSVfBOsorOBIusHjEmJCPOBukVyMKphanG0fwGxg4EAfVpzp+5uJiaCHZZJ27tAHVxDuRGKKFXgk+R4piHm74tw+/T+n1fAusY6+NAAraGCHRSvvVLXtCDhBEkPkZwL5PWbBLGNPK67A5IAjkZp7GqQFFZBVlhuT2wYh3uZSyxjIbltwIbjZ+K46qWl1A5hmvbltjPvSWC5SxNnRBhAzoYPOBtSaxXjrr8IVspEKv7fa4rWUePBNMcfhoQKeIaWit3Ni3HTj0S0DaP663CAfuY1cjf3dHXBG0kNgU9Uw/CrbYB1McvmDWWT37qgOGWVnE9ujc/UvlP/R8rl3ihEuyNywTmHxFZgljLm4NSQuLgeoOab2p0bPECwOVKsat79NMJxtFooP3O7WrMorDI2oGorSkdx0KwnAziEac5mjmTsh/HSmppRAX3/maCaio0zpgIwbZ2wNfte+BJAUOfcn9AOPaewvuDn9TcJfRwSboTH1jRKtnkoVNku8Q7lg1DsJ5ge8E6OsiYTEAVxrOLiQGTW4ue3e7CZXnE4HwnNIBNLdvvr+TtaxFpFCaXI/mX3/QC9hU1wEhOMXMGarxuENmVdJ2psf/mee46kxtlD1vDKJODg9zf7luI/X9XGHaUWi3Ugc2VwEU9AvmJNwuQ8fO6u0sCAIOYvgIFKw71vhO3gvbs283WanhEr0RHvVnnsXZ22JkalHJhCFXIyY+l7J+DKbaQgKXqoBYXIqQxLZU+7xKnlUaLMsFmtZqBU4ROlz/FMfePeWUffaX86HSEbsvK401WBfe37yuu6mgmST9bT7PcHUUJ0enbcu4Eidmx3/SkTtpMDonX4SbFBjhtLy6vmlspojO1DXnW9GK4SHz/vBFYEnDAcrWkj2CWojXIh88OKdSWrCZ0SfcYpl9t7jsPU3fEW0Tn1HypJ42aw97AsmC+OuYeWd3MuzClrfWb9bVmb2nz1Idn+mrN4oveXdcKR0viOBmNjUVdxS9intkrRTM+TKwA+hJBrDcjxkvM32qEa3g/CFx1ICkn5SyxzfCmICiStYbz1E5i9s9zbblNTLsVXNNsQf4RNgNgDZwHWcCPzHpzV8PhVAwrJnZ7gsLU4fPdcUJWTTNzY0vdmYf1BGbfT5Qy3RBuodiONOBb6sTOknI4aOUTmzQ0flYFnoDBRCuR03XWWifO/7pvSisPMad0gJyYNilbUkoMeVa4+TeP41ZJl7ZS0d0JvEzzFvia0WI7mKJWGMd/DIE/4eKNaLb1sp9GVjR6b0AtJ8ZzZxdZ9IdM2bkZafismokAI1ZysBxDHMuhr0wzbttKw2lx9UVKVMGgNfEIJOjkP9GeB8kalVih21as7CCepQKPzNEjKkEOan3qkW7M4iA+1jy9NOToobNYv1vbzfbcphVgn9dBaO8+zdizSUb0+ektm4hMnw28n3x7aQj0ftD79bbK/IUPD+ZWb80GgUJWSCXAxEAATql2/4H7w5p6milxl4nlffMDacvPii2WYd2f7W37QdqmpMExEkV1TIURcSeJUwVXgBfCMg2otG+E0LSec+iAzm4/ris5Y1rXU27VIznYxxOm73OjNoDlUifQOyXy62r7p67vlQ25tnqJ7shzot3Y6D2H6ScVmi0L2cDxbJbZvM7zJWJj7ERduZ9gV89k+aLpnBFcYTvZiPj5EPmZnmE4XJQRT7Sff/SCWm+chczBMZ9NpMr6zOtFn4vVLumNVHegU8XMHe7ThOAmTBZkRs/B+5ewLmmmrOFZ7N0gtXhicEi237Ju0Rxn7y/g9Mq7zymsWxg863KxnV9hfknUhltY2p3ghz4n8MPsf6wPJPFITLNEM+GCy/5s7wvtSRsqVV+hr3MqgTIZHEWAErQA69pmlqd+E3r9U2VPbRM103cw89Szw72IAQRpgK/k7Y+5xfBDsTOsQuJUDY3/5lErmj4+U1j9qvE3C0dIU7Y3XFN9oDLPuNuKzLFvt3uQ3HE3Hgd8qVkz15d5DZ215WDwqOtT2nAi5thAKZJmqARypvOvr5A5mptRYy6Mfc2o8l2lWxqReR29tvISfI0AsypCMdd5ppSo3jVH/f296I2n8Z9+ob2KiD1dzXMAC10zdPi9+2nDoe34xmWAgKm0zISzSmNHmTqc9PfMiQYQVXE/N+KIJDYH6OLx0m2XKHwQmrWO9c1sXbQAAx4tIXGdh4rozQIz+MqqoTIF8n//ptkSrT8l6tLevCdh2Q1iOCyPAf1FPxPF71hm5d4e+JoxW5cBW1K5AiIj21IALsOuC1ekhDoG4c1sxAuGFWZHBpoiS17BOKc+/9JG40dqi6PZSzMbVqciuYUDpq+dX7whNr0p6vk0oEcUcAsZSo0nEWjTQ4lpd7wF79Zfhz1XH6sUqT4m+t402cqHlT9ZchW609KtWghj+Pg3SEe+90pwoorgWTu7u4dZ6dOn533VQAW92rUcS4jzl0bW9/ihqDwVM34yG3ZoYO00ql+cVUDeWaRTiEvPZcrvTaw+BNuTDBhB610rmI8H+ePWlyzzqlTT2PgFgGSNf6uHZmgMM8UKjMzKfpgfiU3McPBZKqRyyEAn6SFrVbHA9fOpBzy/83NcNXnHb+MsTSq1WZEAGI8U2bvJfmr5OhG+u2U637wDMCKdmk+9L7dnom9L4g/8oOX9K8SkNv9fDJUEzg4FsIxlliqdNN6i44edJ7/ZfPldS8e5o7XGp9yiGe/XNWUTQ9yq70uJZYxoY/Pe7JBwgwbTHY+yq2lwjKn7zarlfZ+D54ZNQk2vJuA1IBpHDfjc2pi0L5gyMvO83+GoOfySkcofqBjXIRoiJQ/uA0k1WE49lsXPByTQSpIrKhVPHVG3BiIrOFhcYVy4fVj+6p8Zu5rGm0oiKYWqbPjiufpJfYHh2xhLVEwdtPRkFRsjjKY/bWAbdPZJ8FTrkc7vjhQfcYQ5reu0NtWJlmjOQKe4leefXyS1vM5R7AHSDKjF0OjNfjKMGM+txF0RzcvxX+avPcZ3/C/CUznCjkYCW2gAFsqnS6Yt4qbMl3Z72quOEHcPLGsJ8fZ3+2g4fyEr5xhzWITgHhlOUmXAR47Jnf9N1gxLvMU7toeMK01wlKkJ+7rtMHouPiwfjlMm6WGpy7x2dVIqWX8ZEPxXNZeAK/ptGC/lfdOJbwcjROARhADyOTdjdooz2VsMvMjHqO3BOr+ltrnS7a0YI9bqk5mEowdybGH89sXakHg0w2x036/yHQ4My8z+6wV2ACImgGlmgA3GCzc5YxaiYhSO/PW9wd6+mMIqC3ztXwh5jO7GdUUcum09Hz/96x/TOAxmtsoZ/Y+++KieB0b9d40OV1cRjNhmrJRet6OkzgmS1LJo3DwqGQB4UCvf5cHkBzXM6anAKuuLX8IAg59xXHMe8arh9gJviRgSDA4zHHEz2rqOqE2YRwh3rXVwFbWl3S8gPpdOdzuZSaLyT5+oVzC+9z65wPvZwpd2cA1lAB/WiFYNfGgICIG/ceN09tiaTGnQhv037KsTPEoWiNqQ3XRuFj5XVjkW2hU6SyzQYNfSNLUCCgR/x/zNnSYMoZ5AZ6WqoL893GApLo6BbWF8lmxbd/IthYeYhFsyy6qY9fBn7i+g5Cwa6bMOcY+/A83/9Vlo2ilhfSvDAj6J7baKAvR+1xpboTuqvYTEZdbyv5u2k11G1z1SQOfJhHfGu9oMhkVmX4ggydsX93hDo9xjYNX6a7VhqScKczwhlCawwz0OJeSWQAZ4QWbcVircitrvzoK3rXSovrCa5mu2O7uxm7LNH3z5Z8nh37oI3hcEDITzZbS78x3DAUC1bgo+vHrjomfUK9XBYBGI6+SgdDDIcXr/+t/NGUBi1X0SIg4ao0drVg8CIDgWL4PJPVSdgRPgp0FcNEuh1L77i7chChCrqrEpiuFJt3Kk1gSLUxWY1+CMUcKKkoLyK0YgA+FXP15Ud0NdFEv5SznBbZy23fm6nkfvLqj9tW2Bc/rN4NJcM7bYvm9CiNqKESbscl/wKW2xh9bIb3pvD/dyFUPQ6UpmQlP/RNHclPTwP4LnfIJH81uHGzR/il0sOwYQw+Y7S2I77ud8RAT+/lacnrdeurbiy3kaq1cYfW//SbKIC38TqNsIY+L/HGSEFBsVXd3N5TX8wkHewom6cbdO6vtoayVUsohvD8WMu9ddGkt4Jk3JV8+72uHGZKvxTLhZbweJZMQotbi4bHB/OG0DraBoOLLAlVyFyl2sEmAbyYD6FzhmKgnYgjiixUI+OaWJL1RoEBCqjibzvvXh0Ss1rOilf1qKhiLaykDFYsm2Racl1TOEKISkRONurQr2W0YVMExFXugDUO0v7+yEoEMUsUC0sJtzfEtc0KC9agbKhIQUSoNHWkINZfkb+TGIbTJonCCKGQXAqyrMxrP46iaWUEqp/GlL2M1D5rcc5UoTjsOTOAM6l3T4O1FmryZ0mWGHgh4OuPjB51XIznJn+Z//4xEE/72MoZHeKljBujh/8GPnjqsUr1gKORivHPl8AQ443q+zcogv9r1OThGV/G1Pt7f9fZ0fURWQTWAUQiVyDMbXA4CuAyrhHXJ0G/7aSQi2onQU/Asig9XOivkEzlrN0RwSyhEpK5CxioKE/Wae6zL7SGpDC5ZBG8do3z32pr+zjAJn9CX7SaZHP/2trEYJpJVfISDTQZOZJ7zzg0JFf6PIvBYfxid0GjRQgiIIgWZqVQpWuMhxqhZkb9v66I83klr4HiHEqHl6EIRTKBaigFebibhomK8OfnN5G8oAOWFWzHJaDN4/MoJifhn3sybkxSqZj3eMLbc2ueSY25AKBednU9FmFbcsfzphUHcWZ7kAFX3Hy9h4ZXopBRByB0fzBlvVF3ucheLU4hhqFMdga3TufHwqqSgmbFhVNFptWNfwh6Vx09IzX9gk5J/SshRrJW60dmb0GMv2Sz9rfCC/ZZPjjmUMWLMLQQPllMEUhoO85zYIQEUNt9LZQ05QMnsA58GqIWtA7NJhDVU6wDDVxyZAJHvRMflupOEMmdMzsAXteXHn7j/Oa55jRwRepN34edAgoMDY244jekst80tH8JUvlTbe4YGb/juh+q1q/dTmDSRjgOZ7dbHJMn4a1nnAees/qfQb1ddJuzoinHa1hq5SUclh1DJ3kDrRBTTUyHlTX2i3FU85exvnQ/zeXNoiTkkkhMjTt59V+NXLkcifjrtyLp1Y1XNF6O5gZYJKkzBneICaYcCUjk5QhWMF3nJX1/8twAiJylWh1hkvIsYg+TZZleTuEnWzEQTG4/r5b+kOCaFTr+sFXhjNIAfPawOKUIIzkUyaURbIJmF9rk/PPKC+cNIPl3hOftIQwCAnCPPgRPaeF8GscFeWJyUcQVoz0U1rnnX3hvTSzS4FvM0+FwROksHrqm7PSf5yAluJD5wcr8H3jA16Cppw8PRmZMKlXEdi7Be+8Vu1Gk1awZgZxcPXM3lp0zBsjAxJjemYFzEe3OIFfWVFlRsk8UyZN4MSqjpJKiH+sdhXIqoSVHF/Xkh/Q2Ca+PP8IGekO0sR4UKmwfl2zRr4Fx+kebZYurMkZaKu+AKcs6VsaeBFbq91221jwg3W6PSb8Qqi0XuJvtReR2wUbSOL+W9/3VBd0X2XBX9EmD9X6wgrVI7xxurfxLHg+hUdsnHmfq9ev9WT2zZ2CMQMOp7DqSxerm+8x6b2ABzfnC7NEctot3ks6LyQ1i8vAZSj+mq1xymkWp/1RHfmmw9hz2QCzhMs2DDwdWr3A5CeyWGgVI8t5oZe1Ta8OLEaBwDv9Fv0C60a4jnHJFsJ2EZIS/JX6CA5cBBq6169Lo0rgXZJs423ttNyHR0V6OfYpDrmY0/Drb7hh6qxE20iOMJKyUQ9MR071TJzzFJLuHeYA9MzgPzFI81m7LDOa4LsPYtoWFaJINGwtDlE7Y/bcd6NVlHJ/FSRpto+egLqvl5mXPFATrn8l1WJNTLDtLbR1BqA4m0aiIc3Hmw9AmzQOcRCb9/Y++vb6h62IRbUPwphB1j0po+wP6GPgbeoRD/S/z0XtcWw/2PZjauAaW+ufe9XSa2nTjTzoRKM+d6WixAUfAKmkdoW/9BrY9IOvigGxUM4kQfWJCPHmo68taAlecYOyfmLyiTYhwNT9egOiLts5/fU7ULo6dd8pyfBJgeg5X4S26A67/F4S4ziRx8goGkcdmMXFh+57u7M9pnnTiwNMh416tcF78KYunboeuP1pq599ou/NKEFjvJq4QQJe4RHIUmoJBTbqQ5PdEziYX48YDSCukzbql8K48XpPisSeAX4E0TWirOTl3AeqgFv/+UHtAnSjPmn04JbOksBZcmi7rZipSXykVRirLqwOaOXH9oBNGgzUKdAjvcrSvNs4oY1n0F7RtPV5ArIQLNu2QEa4pZfScDSZ4FlV5iPJaTmZsRRpHHa1g9EnEuOJVvN5XKei7VMe8Poh7U3CoE/ednQcPmaeaQzAbZDkM8YZ3iEu1UwMWJPTzcWNs+7F6NrYmo01RuB01tqRGfeCI9Kb9yTza6SvKOWwhkcFR28mrCwqOLw/oaqqXz2TkWF5l+6sjTb8HhyMMVE1xWPx3f8/iEBhjPLJL8sNZWTib5/OgqaJlZMv6VV9wcZ8kevdNNms4cW62XMeHxUCvB8Pvj6cJm9dotyRfksqJSnsowfoR6PlznbP1fR1NquNBjD9iiaZnauhJidDAkNK7MBSqKpXY6Mtf/l5vuKW7YNWsDlfUGscCLWYN9/GmHA5LPGEux3i35GRRfE86Ua+Nw583RUX1gg17ng/GVVK1RD4iD2v79om5hSpCw0yNdY2x+5+IFRDbL3Psi9S98zmYrxGCzxgnEgMoZXZ8muBD85oYVa7ecSmmBh08Dh0pbu1Uh6nd+diq/RCyQkruOIA960uikzOrdszq3E11PPHDh+Ty0TUP6dVGka3PGdZwRsDt63GeW30g45YCsP5LUZkd2kft2adSaMysCVwZJHa1OaJve4UyIk0e0muEqwvPYMJIFjE+9WR7Vy2BemfZvf0sAHFh1/HveduvPcbw8POMSWiDJOs6o1L8VmXmRrDFypYGrNW9FhXPSxZXXvyP39YuzeoISqTszRKpfl0tvxhNqrR7OKJo/oi84mYW45mTsXvK2Rgf+GW6z1vtExcNn1TniBwyh2+mRUhzbCgSm/DRBavFWwpNntU8U2PJPJ4exLFMqeHZYm3MXxuEytxtfSINfzSdPx2vsJ/SQQSJ8GJnTMe7ERXEx1z4QnR+tZLG95cirazvllvP5LToJSkshxTXdYHAgdVcKNDrr4lMO7ABJvpzaVWgC3+us/zGtfMx5r14swLj4JmFP3ROxukFNtd95WalU7qugYGEPhXe8BV/nGmetBQpILwhCjI9Qw6lCS4Dk4lVzNdxeKjex4bOv93cmlSRZZtwVwgOWgkiEOAS6Jw3e63VFNiolJgHKcwx4CsXXqlcGMAAJBub2OflaggqdAcunTj9kcFBMsQPJOA8tftY6KtYJH3GWLSO2ACaeT9misClh8h3hzjHbrkM0TGfZVD1ytaH2w2DOY+SX272HRuCUNJpLW1WwE8ZWC4KnZ3xdgA8BOfPYT/+CzVnR5BTP+BbJMZxlNF3bN21f0TRmCOPdEwb/APBCO/x+JhVnV2v5adK+uk0rd0MOOI8t2GTLy4491VkreBAciX2Hg2Jpj7PbqfOu/9Hu4ZmmZU0zSeepBC5IP8ks8H92/1R9GFeC9X59t7cKxiuibq3z7vMo8xe2qC7uP0KRzLr6rCfFHIVx2RzaCUx/UI4e9aT9N9tCH/AFsHCwgrrlAXi2AIIuQjQ/gYx3eCOHoaLqQsRQGFpSZL15L4Rpbr1Jq7B8PgfD98FYQ4QiapFe07e3zOtY2clUoxwKU+uaHmZHC29W4/Y2kWAKKaAJ5sCw2uTPrH7otubUV3V7GtyW+gj3+7hOlyE2IfKkWTHK3fnoKE7byplDKzZqohSTwuVik0mxW9D4m5DHVAqoUA8jpLS9PGO3oPk1z+sp9EcYZHdCMr4zRPVQXQ1eI2zInV5q0SRoTFEijoxbfc9WTM2DT+JJH18XgIikWbpjSSyNkGaYh7gcpIzqvSu9rsg1DebuiHTYIVbDhvax9IuFmn40iwa/94CDNXs3J7eaIDtOv5TegVz26r9ZqHsOt4heU/S5ABTUkVnH+rkxM2/6ScnGYlT/gG9IVOgvP6Yaoc6ahoPWftvm315LKjB4edhINjokRS8Y+rgmuKmRZb/rsyjoadDrHMDmTdNPU8gwASCB2F52JK2hZnc0eYqfwAYuk+YuRzlKtFuL3IW/ABa913Qx/0Qb4vOTv3HrzSCaBi972KzZK86fE2cFDQlr1uKcyhES0hSH9vHTnUiR5aGQ2i0TgN4Hesv1cwiLdVobWfcIQmtLJ1xRh8fADhLfL7xBpJCT+m9ohc49QRVnOd+8STGp94MO/+P4aWPG0jNYLOsiMr/1hr85Tcy8aFhBDILZ4SKFfgXmDNGxYRMHs02Msjb/+1UM4a1DtwfY/QtTkLSOtWClkxAn8gfXNKTqaS2TLLBA/QpwHyxWB4QB1h7Uc1eb4Irk4JD33pLfLn+CtCEzSWlvL8PLxP/XLtUjUmwfkcqkkQ71/ivmy03HV8QL/kBAOgtLpAb91XRHSd/xynBYiQWzidp4vnNPY9dJWzX9KgOzQShZXBkRS9pz3oRgDOTnIOUrbPcGctoE91amzNgd1jbw8Ijr23xHEYeuUMRhohMetiAe083IV8QZZwohmqlxc9/MG3Xz36yEc3+cgZ6ij1BFGLTxSwf4Thi3jwEJZNwzao6QMflHZcARht32DOMNeV66ek/w33QI457mYVRsecX4fCddfJ/CXzVNRhSBIcv33C3iXVzZVwzdAq6YjaSljOVqcGfNpjMcSB+XRhVByh+R8a5sqUhBKEu/xIEqBN/+9JCPWwb7b9I6NZT+jaOPvme7YF5hKa+v+OPkPIXoj/V+iM1baICCjBs+ecxb7WFJ4VQ9IxXOeHML2bXELvyg6Vqu0uWI31XPIrgXhpVEzeWaLjGHqCbkSDCJ20EN3q2w8Dvkjt0QGEVuw5aHt5dD4MDdYM9JR/6tRwbPsYxaNy8SwlokLTVwEo0Ov5FUoNFPxhy7LUPQiCE9G8v5P85ixggWcpsAsMLgwjyMDgr9iIQjHY1kQV2o01wNuNz+ziSAQqBrDeB8YtnT7Gb7bNcVn54dwIByEU/YBFuAVAR6EtX+X8CQ1Dg4EjycuP3ElgNULIOWabzRTscVjXbcRREAloXI4YMLXjyFklUFcho1XJ8kdd5ffIuwsAt29BOlWa+oUKoBsSd9KU6lwAPoaqYgeKFyoCXXSf5Uec/H3JXIkMyTx2kN2p/n6UDu5A4btxm8KOxUZvmp6g1ftcm02TjWtTQdEHh9i2wjePE3FuMD2gwz0Uja0N1+VT9tqgTyQ9rDMsjhGrDmw0ycZTtO/ZgcGS9+r4UZ2nAPAleCUmvgW1RCCaLXFJitsv2l4Cj+k81/9aKJmU5k4TGUgev019Jd2EEDNxExbNAyCKvVaLtu63s0RWpIJ1pnNZQPM/Oqr53Tnae8L7Vj2DQ9ZB3nuu/DiY3rnBVBG0UPzOwp4ioh6zzf53LCFOIpEZY0/MpPBgSJCEddkkCoafTCxRB181EDgmVcWKn1E+B6DTe6a8rUu5qi3oL28bRrrg4aOe+6HbB8q5w3kvUGL/Y9tkywtKoVcl5q+VTyRDO/8iroBfg+fq/EXQLnASeTo5OLFkt2NqFRUSh7fgf1CvKiRZ21ddbF6a1lr/cFSRYaJvSECEmnyMd5TqaUSidDrfM5jVqEWgyxpHynysCtPGFHMOUXIWhKGaDZV4drPFXydHCCJndip92qkfCPMbW2rgUA7Mq6h5iaAKpgle8bC7zaxv0QASpgGCfFGCgoGt/D7iUUr4ed+/3EA9KcUugFgGUxG7aw8K9gIO9wB28NvtDeUcs+RI330LTfCKonY81X3E682L5foAEiKFWbImkWD6R2JbDmjywTF9Ru4fHJFzg+lPDYlBPUt2DV0ZTWzbPC9fxGg8PuW8qsfNn5NyVkroep+j2DincWfnmLluuJy1IoXZZeEeBizumrgxI5R9zpKlZwCi4JXbeK1FJwVSnsAznQP9K4bVmsJlp9Y+JKqYF4IOGqUpidAv8SVDmdFb2TUzzRombMd2Gyg0yL3xBMLzmnEjPOF7G2cqGIeXywj3H4ihmFYcF/sMnuLwwK73remsDOywBe6JEsyS5y7s59bOXP9gsKg6XckOqYaNm48wejGywF9p+AmTWwbmImsp1glc0Q20FC51f9z4NWJu92HDdppX/gIKC70kcS3GouKJD9qOmaWYdFXj12/J0V3/hK5DGDn7nTV6sULcWpEXaOxR4J3cLezTdpSfOms4rnerp7fmV4kSJiXgcYGgj4iCq8slqJd2cTmHLshgcP94NZvyPm8h8YWdZNaCxP3ecetZ7VyQTgn0axrDv+1H6lb8e3yAZ5uxsMue0rTdcUihgdbm+MuyjCZKLLaEUquMcfGpSz50j2/Ri9ZowKrM372yqUFpxcr6l6ht5edauZb7UdXHcAXXgBjoxgrsHR/pbG/VHe/opgWpY/cGyg6fN/ShiR9PBBdWjpCzIZ6a97eHaYv4AfSWqSB4etWFG27KSYFjdGWFRJ7YNEbbk1jsVTUpi+jARyY51ep0cSUIx8beGwhVNkgeHeFRzXB6sPdrz6g7128G/uU1G5d9tcBJocIQmP4EyOBudSTZFsFsgiH/HnSLUhZlj0gV7Yk6VPJeG4lOmhz8HkEbEOvIQspkbEhdP5kt9A4AjynGWKbg13SqD0idjPf3X/dmVEEvb1af5rdzgY5FMlYyD4fuQ8snEYpE6Z7DjRtDBQKV9sWEH7mF4NM7GonvTEA97P6L8OoVenHMbX27ZQzxfsj4lBSNAwHq8GwBYR6cVGnbi0A9AfWXRWa6EcGIfAVwt89vmqeLqwZHjyra8lgX/azjI4xfi+BXNi5z1EBkgV2ePaT2fEmlxh6QV6U7CbE+Do5ZmyxHm7IPvwI5KlyEeQIEvMjTurIoJcHZWnG9J1DUCoqFPRDP8g6JaiImuPEr712k8kW7HKT/AAI3JBMIGgYEuRWkVdnEhJh7vqkVfEEgc6+pmy2Vsz+3H33bVTrs1WT5tAoV95cCO6GGrS9UYeF2bUpjE0c1jBif++7pUTw+AHUYElRzS4hxT47m6vxnvH0aRD+AIxcPVK/t3TEk2m8NPQBidl48hmUrUaJpJrMeo0Ws3p2YGmXNvwctun86EsdnE3ymFHHJpAOZzrIHT/hcsvNSregZdELZw7VwY99qq89r5m47bivv1rw4wf5zx/GvbqDRnHEvwS7hQZYFs9EPbkqmkd3KhLLqBgw12p00jMGlbOpYFN/+DAtWDsV6g/B/B49SBAi3IWaSlm4TU1uvqYcYo/pS6MiN6FyNyCDbHzEe4WbaYx6ZD2TRw9qH2Jt0yp8SJGvl2Njuv4Yt/CVAz/YT9iOarzv+lXuwVFpTz3OzPkbHfGD3Fa+wsCGEUfv2ZJ0KjkCFVwfaqgb7VI8SvTidoueRWw6AaxJBN4+5a2303HDRQjTqFb4lvIyh1n2haKAS77Y6cIXFqZJ0JRJ5hr0iseJEQ4MLrcmGN4DcGfWMzqIAopKipmm3rjZCbpaBWHUD+RGoFgPKS2n1TJFyQRwli8v3YxBeKrWX5aUVpbrVu4xQknIxEZVMccyc6/bAXGUl9bLSNxT9qIliT7TxwncooKLPvf5/c8pIIImRObACgi27uk5fUu3o9ezeYvGeVydCvpaaZWbM1Qas3wybOZdmmSQ1nH1HOHMdPjaeC1VoZgK0p8R9OEctQocR7QSw1YPJky2wDl4dmcv90WDeHbNJ1f1tWYliIMv+l8x4/DOpP7FIS81lB+vVro88O8bP0vtSVPEKoJFpDiPl6sCaRCe8tT1oEJk74GzkENeLBbw/P3qJs9Otedk1Fu4aZ3pG6xzvf12tNR2s2yVnFKGYWUeP1oVvtgwYWyudMmJpc16pK2Auzd41SxxVVnvWh2OErpsDkZ8PET+gt8XrlucetiCqo4KkJrzt/4kmVfX5yuSjuerutb5Xpb3TW41vdtEVoqqqfs3Uc26EtXlMsdEERqcciyujxLt5HbALYDw+hCA2mUKddILz13UsjeOLL/vDNZ7QsEoRKw28HwWCEpaQWcFu/DLsiYXxtR+V2LsNnsNlmt6y5tulfzQXVbc3k1+kRsS2KMnnWSur/KKK0xMmC6Sz3Yu2MFvf9GTpjlOW0DT29INWkL5I434DULv/VQ7YQyFJ1eZuF6nbBCLTHwvYe7AVCbzA22KKUfSYjPUNY313FfkGtrCyGLBMnxRjog/V1FeeOumGnFULhxdgBFxxLjBZIiNgVPpnLXEBhYwjQKScnA7dLYUbz+1kgYkxAntDPo6d9MfxNWHtBwXtDNbRo1Uam7eEPP11wYTpD11vS7RmWvK/G9xuQhQWJ21Kk2DBFg53GvHAjFZTJmoSQLJ5tH/fkElPW7FCHOLZyAe1dr1X7CVgO+4A03xsdz8WrpHFz84ZAaMV8KgCSRWWZ0fTcREz0xk7vIRIRu8+q/ekoSfQXt/MIHsYGnnVaVlhnII6iS9z9BkjRtYDWpww0TVs86oBfW4UgwStj0tmg6vjcALlLNvSCfKWwl8j7d5fJI8JbTzhHYQT+b+WAKBtQmhRPC0M17UhIHj1zsChMLIs3qbIVrIrTWzrn/U/D2eaTTs0V4pGOM7D5EthN/6rY5X6UP7QrSuyANcOlndClAVvYAkChokOY71EHj1BpSoGdEw+0eSkBi4z2Mb4caQczIOXHkkGZzWZzzEjEjRktvVQCD5X2bAmBsM94xynD4AXxiqR4UcSwfUyQRKBDUZeJWyqEsKIjOy8I+oyM+LiCF9PRQ0N8GIGGO3xsHwAWMlHyLzJzraTYTffX/Esku35XPX/SEgZbCbpSRt3Wm54ZEUnnsufmDebnpW+NQYCHYSWUz6wjNeLqRLyebcS5NHnt/0Np8u9ZjjS0HYsyXRorIXev4KFPrzWU58f3FMuf+pXS/oo0/5hK1g2UxTWtr22PcI5p2iKpXAazGeZ8ZlCNJaginznuICGmOEII5gPCLXxlkV2mJxZ5kmCnOjJ4BKIOj/DsGtpUEtzBxigt/674FtJ5iDEM4Rp3apeBnHFgcvnMK0qRGX8hVN5R7S3XyDEXHG0hkU6f/f7t3FEdzsHhn7gkQig7/BI0iDAM5qDHCC+YSDspz2J7GSRA0C2FycmRLV93UzuGFruT6aFc6mBS7gVHupeOZwoevkDsSZH6drlj9MohhXxBZU4AgXIoMpY67UV663FcmXouRN2w3nZd8aM55qexPQJOyO8pyXZ4B+drCiT95WO4AHRzB9jOVHQ0RF5HhScz6mv+zi3EYkMUZ8OdyN+e8D9z7bt+MqiXWINo9bQY5F1kGmDj5WrfE7CIBzepJR5Nn0UZrqB2tKYixtirCFiIbKo5UI8tzJvlkV8QKMDRkTP5566YxjIyzApt8OKgIXAKzv/WPCsfaYLdRZZxoKjuMrelbfQP4evYfhfz3X61StUVaaiVGTLwhmd7S9rfGelPkIp2/VTRGLkPqdWInu1zV+zjf7v1u3qwPynQJufxkRyenNN9l0u38HBN6xv59OaN3xCLuoT3aMDnfVgCwNKhMUQsYyL6xOf86RYnIkWsDJany2zeSuwIAeEi67bYAOp6+ckuftQsJ3xArPpv/KtgoZ8IuTTfftO/tpxHHcGK+U30DCJZq9k8W2tOuPk7io1P92zXfzqFQh2AqAOqUVOYlVRw36vZkn3QoDqLJQujkQcFHyAfxNXAeCb82ddaYk/W1s4n9KWTs6fmt8wbGX0RzlS9ugoHBCmH48/ECbAtUIEyxG8kilwhqrFIpLNgQ2C54W/NOVyxPQfi9G/Jf8+B647xKD7f09FteL2oDkXmSFB/SzTMn0lSjM4KCLSewamaO8vGZBh9b9ERJO3TTFeuzontxtx/EqgePKStnC+9YY9OE+uFOtv0TPqzPm55Ye0Ig30hCBFrWcCgZNan4BvzmMAYoQ+iCXp2cMVt7nKUU5gTZNpRYPoVP1u1w+T13lFft6YQgJ+BP0HzCvdkCfJZ/jXY8VwTzLuQHqgxCsycBW0JqgXn/fTxVDENPgfKx2+OQxnZG8Aan98PGssDHDjE9M6XNb/qTKHoG5Sw7UijGN90ocGR1IZa4nNSJLGaRu5m9F7kdgpvCZUpadg6ZwWgYjAGR6eV1awbaKkEMIPhN4pt8vW6Kg0tt1u+PUbxwyI8SDXUjXbErl1lMpGg1eRD9qvQYs8ZtKMcltpTMTKkUl68HokKkHt/P1kPR/Y4Ti29QfO/JrMIRFlzVvsEHwpkNVIvI9uXJsF5MlIIEe/97mApTAs5U4DtE/ProDjBvtVH9bxi83LD5fLF0bbgMvjTsj/cJlQIHVhqe6EJQiypYWzGGka5Zdc5JGK1Iwwoh/MnYn94t2bDR3W4oXe9WjnBC3LEDMdT5ZGyKupIVhh42Epo9Jnl/5eEoa8O45p0p/0uUtJ8nbhsrcs2Hbhep8gdLNkLZ8LjpA7dLWekS+QAElp1wS/tXCeoBkoDXGgXV+z6xGK6Z+CdYj9VyLbC9SMMovgg4QVMWFJFZPYKsc1QCh2dUcgMyhPgI9ylsbWqAuju/cpkBfg32SqyQPr7HEwzTTME+HHlIh3n1deJPFyhSIc+Z8dkSwt7dsl1m66NPJDs0gbRpDoT60o4RDbIMGoRDLxEq1EeToj3POtTJjnuYG2G7Cq2R+5ckRf3c8++ZBrabFSw+oXadYBCy6Vq+q3X9J0+nTY8s02USvf2fTCkYJR7KWHhN8KH40cmKrblXhU+4HoeANNnMdldzeqOeLINzxJwTxKxGxihz0ItVjUNjAkvXFORITk9AHlnGrkAtHzVh7s1fMJQJ96/noTbr/oWzzjXRWTlD6lb98ynGHtAIrFljqVehWzhQ84HZ0ltmzSPm/hsfhEHZkRb2lSBHPndbbDrX5XAZYNRCpXVOyHShmRBVCmjWnsM31Y9Dez69J6dyQSUHpdhu0K5n+0tPbrTPWOzTybTdtSiRBFPry/5W6Cgod4d8S6xPgQCyA0jk+yLnlBzluxcpRPEG1DiAWlRduM1P242rlck+vnwlRYNTde0XY0lmlP0jQ6ATuiWFHi6Ysjewjei0fIUuQLAxuoUy9mJDOwFVMfVMhJGEdy0CLLO47cPJtO0i9CtR2OzyniRAzzIIhxhhLQkiFAF5eWNnqo6PF0JR4SumDtRrU1in81en/LMSjHpQHVwDKWt+VcUq7Vfd1P/THDKC6mKPz2V71lt1BF7Hv/s81BcvckAyQBgIlWG7ACay2R8rxGt1NQwggEfOk9p1Yxs+6QPXiajOIy/1MTkVCLKgZioAOmkhlzbD+KPY+cc9gV7peh5hWQglwNYQ/lKtJpjYLsnF5GG17W4NMBVsCgZ/+LAiYir+2oOxqyL8lx1hASf3/WO1Ey/eV0wRKRjSepNZ9RwFlJe2eWSwUqa5bF/nQm+Q3kv4Zu/euAKoh4TsXhGj72sR3v+v7kxkVkTfDuMq+ixKvv7nWflVvZnX2WNcQ3ViWNwwNLD0T8uIUeVAAjlCco+DZnvZ7KNuFgQJxl+ZyNnfvRG7QblNVwlRmtaqGax0RqdRaTcDiM1qPhUDuf+22vK6WEPn5tgHglLYrX+vehvgNGlZmtzkQKBhdgUirILuQAiHt6N46ZMcbQSmj70mhUKSzDreWCEsv4MTPQZP0okmnPSZs7JmwQM0fxPLkz+yzgS3bGmyaiYM8iq3YWzP4l4GGFEwY0+COVqnw56bd5qUot1ALpmRPO+H6P18s7pijZ2sxbYL4ujHi442Z2tRPns48N9C5E4NWQBHCs560NzJICJza6UcsWNCz4wwMNgSHjeougJCSPvya0K2fS/s0l08M+rh/DD+uuBajIQqLtLzERgV4RYGzP+9crOnRyDRqUDDFilY861nlBpIcyAQzrVHN/OVUycFuPl3sCiiXmrG0+RgW+ub7FPUJLW7gyenXINVdAh1BkRjEaWybaoGW5dZBdUJyhPXh6Ec2rYUmEKzrLyo7PZ7mRKthnsuH5BRBK79iNCKrDfNfX5NYZVx+wG8297Sg8J6VBJERiRLAK4BhGUeEa3d+W8YXGxul1oqZHwueR45kXWgFGvNpEiwQGGgZvAfjNvNR4zWmOjLyUbKK25zyZ8InhC+QJ7kgLND9Opq+oLe6RzhcKqvsU8oRgk8LP6ih7oCr9G2jOsjkKc7az/N/M5L/nIHT2kPnO99Opcg+h7kbfpTgwp/KKWXWRB5pVLICD7Zg7qGA+PNeNsimtNg7kj5h/5vIH/5gJDMSOtF1Qel7+d985h3dz/tcNmucz8mNcg3Pjw5oPwAe/j6/oL859bAjNvEgPOZSEw5o+JsSxdD+Hcvu8J84jrIH1iuj6iIXiMivS2tDkjUZQnFdb/7ZwfYr3w0Xb7lpM93rUfudVzutsUTGqRZcpdnb3+iEC+p/xRcNgfimmcjqlE3vlcTaDtmtFUp0TlBLAi5EoUfWhob6CSe017SJnvNJyuzzt3iY1v1Z4k348wV/DdHHFf8iALLORjaIg1sj1tXSulNofo4wEw2te99iSR3v9S4bAfP+JyQyX1zlkUhHzJ62+i6raXZAL1Q2B0KhnzBxoLpBmxkG2t3xHztM5jCFjFJk7f6MdVtaPKTfUAhWgpFmL7j3aAsG+BsLSW0F6vlGKqlJpFeuiwQlR/gB7ySP2c3VcVDgSzKTBlfGW9HTXBs5svBhOSCaQuBIeljvKmJrIv6h2T8lmyrhFfNnmO4vyXRnSTQu+OwonZfF+BGth8qudaOXK/prTS0WJIC3dqHb+q7aVJ1f0lBx3M5aiA7k5gcV7o3A1b4c49fBf6Zly/FVNKe+sMb5KueubAfn729Vx1L16VaZyI69vTFkfixqhwouQ2P2dM3EAxiVcPNW5kfQnA40oftYftlNQKrKNjbjOnavWyMiil5Toh5Y0+oGZxM7qLYY4pDNAJr989Bw5Nx5mNj5R61kfwKbT8xJNBCM/HFNja5DvEqT0FcM5bU04k4TcsaqRI7xgeFno/L61NBJjjGnChH2Ew/byQZT9QzTzMBEMUHZnA4hmpyhmxuzn4gysW9DgG0lM62djjR9fJnk2ZvAduFOfJP8+eiVE9fx/uOL5Xz6laExiH8CoJFO9Jt4huoN++j+6+jlIhqFPlPOjhdkLlAX7P3n/Qv2Dkburd0gsLBUVEp/VuTOvygqItq5oL2FPptcca+4pJD2Y8hx+JdtwDTLGFf3mDw47VbynfplQwbGgldkSn82n0WHtdnpt5YDtFiz6pK22Lu6YIfdaO5/2cuD2yGzVBG122lhzI5ZfVKMK6aVeDFI5duK8yFyP8r729tng3Q8ElDgSc7gyvBYqK2H7mAzI/T9Z2pYSbEW1c7LOZtYFq7eVWasMObk4m2A6UDkAGsIylsQXFl8Y4qc1UucXK9cHtGyS3ECb9TwxcOzDY+GP7wmQ7teiJzDqnT0aeKFsNRY0UegGPIcZUvvH3a9zDvsqvvy0Vsp7neKolBiaZFjmH9qjUzqAdYCKJN4LaAsp8579acJ1Q8DDtw7Tg7RssRdqFR6YeDanaiyLymJN2HmkLaUA+6NeFKPSvuzwmPViWrf1VdH/MwIHUXaE9YyW2vP8sdEyFevyP+DcCCYM9WdQB/roZBOmklJrbhPnjlS+iBzZmWSsLYcUNnKBBb627f5Pmo/RXxYiqra2IdktA+dEAHAmczlkI+RGwiMHd4iS425oFqNS/+CZUXm7HTfPuP1GoBeFtWBxnZXJbixmDDOJbDg4J80rww6q1IYczEmEmfcGyv5tuPsxavDUStkPIJlzQwXPdLi5pQ4ces7WBTw5QJfwZ9TPKAkxH2EDxKdBdYgUqm/qPAq3KBq+iHXokge+FTi/ZsCuktcIxo51y0drKeIjxECYrKJso8IEb7IMC620gUWTMVK2ebhK0EhST+3DvmK+l+H9GWTzPjNifvYszqDO711L9YcCFe3XlGuVPSTH67lkp3kuqE5yUhkcezFdwk8Y6Ieo6BCmVJUAK3IZM786B2f12PGXsFkNlKXInWHnojIT00QxQNi/3bxNPwq7g2Nf3p5RJWAORtYFPLceWtOQ5XHlVt2mQ496q1MYaNUUcWXQw53fG5XB33xw9sHS71UDiM3CEr/32Zx2l+RsEGtv5o4eovVI3zaXKB4SMN9BJKuYo1D+24d3/mI24VjlRo5xukvcNxWxH3k+97819Z2cxoOOChr6n8BcEfWjFVv+8/DjNSFFz6DeKe3RvvFsp26wtHKVCglCmbTf3XJNi3PTlLU3vR1yEkakyD1pLThb0keLbZ3AIL+NS4L213Ohl2LUn1HvUNQ74PVFkwDrLSQ4OFqrk95Un5oLQYo4im4rj1OGOYcIuNcMWUA+nsTfXMsCnNVCUAKlgHLOKdRwFHR3K2i4vSK0QV7r8YT+KEDdNgzKqDN2+g4EMf8MNzunff66z1NAcF88PUBrF/rcLyeDNbL0GrNxUezDqcU0es1uDhKEdiiIPnDMrA7W/iupErECAST5TEGOHbLVK0KqYPOjIiY+5J4Lmi6kIRU3kk4OtsZYOIl7OkhifHHMY72gKg3AL9191mqXcZnSgdcq1qEZxjlZsTMKctbP/hXMCTDlsLuQW37SIpkCvgs1bmhXFVaFdLEnalkGxKMQA493CMwGOWtwIM/XbS8rLR8CaXE3p45XSjjWxWOU977Xd4qlKN9ELSqSoNwbtaHbuRi9+y5fHeZapO4C0yBMMjfZ92IcA/N2w+m1tEbOZJKMHZCKUraPoP9lCqNhsFNO1efeWHG+TCSQHrNZC4w9L9uHZOviKF0/0OZiDTbm/Y3yXmlhEX5XQO1SH65m7dQm+uTttFdl7+7PQ4StKWESJztWlAQK6DS3PatrQBp09IhvYoB8a9H6uPk9+esGeK/HLVYlIUwQBdqm0+O5mGeGNKrnAhv7ye49a0LMrR6vDr6/YOw2yCg21flIieQT6RIu3V3490mIbM+hcFkpMBt3iWZe+j/snMnWi+zIVVn4JmILMOkVFhGRRkha7vf1clyognBI8AJNrTfn+fS1gX0oBjajLkOGGoNijPQL87RpvWzoeTM5D7tvGqDhrMO+am7Ep2YexjCkqNHCDmbClCixQhce8pqlo1125x25mMFTmcuT6fCHjI7G73wUQ423TKaQ7AGYQP5FHnnLqGAbeSxBi02sU1MHeenw7fA9W6Nu7YUlw5J22fDCiZyLroC//u2sG/7dScyZszzJ05/at39WeMOdUmHCI8WC9pOWt2Jk8qWreOu7/D4wB3iPBkG4+pbyZAsz0nf5gF3Eoiy9ZSlQFsKOaPX3gEPf+ElEJaaL/IoPEhuh7vhVGJ3LHnxc/zjRTkNzMsk8W/gmOIimBCqh/BMULwgfkmHNihYcYJ6xvnTVdQEV8PlyBE/RQ17VyQwPSvdYQrTKYG8NSQynRU+ugKkyWcmvlP91cAu4UhFm7N/BctzNJOyl9XTwWfOOkFa8OjEjSdzDKKJHWJE7POCBXRUOdeVJUxS/42Ufx8zin7fFR4Ex433AmQpJl1GTYoOgwK6UuoUQBGEpeDir71nholB+zSYtPYGlGrj+2mvqijDwia3JvLkLuTkRNqfm8vQyQJYI/W4rjb6UJHW14brDgxmscVoqcjwLKa7uFK8ydrkmqn6FugvyRrgQa87LchiQ9OZQh7/oC3YkIf8CoAdhxui62yw81ket9I2DPtAm3QdtX+0Z01zvoS8Z+cF7ZdAT8KbTgEu/IdRq0dQtKxKSRM71Km6ZfhGSwjyNHEOSu0ut4zZiGlnIXlSfU9RlKyfylD0CvNKK2nN2SYEPtbnt3in1JTQrlR2onivp+/rivo/bRejT5qLr2XpLspp2cEIBqIjjnvlSCRl7jA8mSehM6JR56osQL/s2FAkLiOn8yErEiiAoXFXsoT1tR+eRIEHbl/GnsS1CAbtnC6v7L6mmFAF0Wt6cuBNWYtpNL+ZJgvx2O35SiIz4jRuWjKdSOu9rFm4avmvooT+wmGsbQQkI1ExYvSjEwwEQSmtNeYsGSnKZY5MLi2c7lh+7La5G6aiV+VAbNRbBP2sZGZwNG+JL2STkwWm2IjXbitz8SXQpi2hhQQWIahoz4AU59cINtT3GUXXMULSDOpZKt0vC+oxYRr5yt3ygbveLfoNR1vMIz8ZDPfCVHQnwJYzMkTT9zMoJ/gwEiRz40HtzMb9DdyY1vnJhgsowwmtFPxoDKjCMG7HcVVUYFKLCIWY1WBPj74Kh7pMxS0UQZPd7ejpvyUmDOmsHVyhnCxwCTqvte66B1OGhatZkKuaPyxmVwCwjR5m1GH+sbAVTeIrInqLKjBNbzLAI1Vgtwu5dRHxPfJB++BXWWr9QUcCPcehA71ykd1RhOnZah7uEpZnWO+k6HFPvuCUoIuS99PVwjwW6+UVW5PJh/5ua1TfCEYhBx8GPOfHqKwXK/5iAcYKk4gQVOgk/48YESXBM4yw1JK+lN19tTanrnBFFiSlOWHfnjNp4IzHpQUGPwky6EGV3THOigFd9BWGaiUrA9DATqIpwBoXupZJztFOIdGeRzGbaTcpN7/EdbeHDLqvnM6EB4gxWo3Qje2/DPLXG+JtMmeIhIvw2aYAsurt2w3jo7VxJBd2DnEXB0wbdWVOGFA0bPOTGUeUdU6e4lriE0hjStwmhn9CJPxqpp0V9zYWo0oyFLgeXpD4ZdKBBLz81nnZLPrH7Fbj4sWjJBkHZk72vhf7iqIOKzNlpizuffD0BN04ifpkwiHyOUjNPG2rc5guVzViYTkfuVcqRZq75axCjxh3UY5+rgLcjH877oKDrH4MkWKeagi/wAfF8yb4AJyLwzbB1t0CPq2VDYHaFnck83J1jH5DVI/sihemyBEipZ6+fiva84tLKQLQASwyXflBDkBQx9wYbMwSZpNpRoTSG20vALhd5ARXVAA3oEmegYJLs24EKXL1v8jsHxi9HZLmZc4AkxXpp88m8+j+zT+yk5Y1unkuZOSCuCP0d294pwbKlswkkuwnVtsX9Lj98a+Kqu/+C8fphzTQhNdT70d0Nhcna1js8/HYMAzvHq8u6pwv0JTn3sas8gQ5EDobPB4MV7qU4ih1c7KZYjphLbSVc1W6bKEDtSZawvgLuOOez8tmLZk47r8rw8aD+7uyvlqfUn+3KggY0sgYqmdvJ7qI+mvGa3rO1uF6BFnVOXuSmFfcttDdRWw2c+bcrvo5f9ax3G6D/rCHvH3FTDKmayWRwp8MOOSV+HvyRkMPJh2SR7vm1l2Ifqw45GbJ9La3F3kffVCzhnpqKHEdSLfoKAHJfoK2ulDaMIGUKaDKu2KyBRNs0gfPQLHxQd29iB1QmCb7lcgaYotojcjf/t/yr1V6QFO3NYmaRnLYvLjyN6jvqJkeYtFje1Qv1ZTMysnAazO8TgpfdAxVEmWKC8GTG3Am16jRBjRZ2hcOQ5olYkUB9yHzkNKGbntJooUcuQLeQnApQPisiBdUiJhARyGwMiqUEv+D/vcaOKy8dNEPWcWDvwgK6bHMDIOBUmK7/CI/Txevhb18kGrjQheKxVxA9/aDNAp/UqG1tg7K74suYuCASTel2o1tOslURkUj+KcxSpzxa06nRzIVHmDQaDt0tQ8bdOXMIx9om3Z4kcm8dlGwUybtdhkiqe+YU9IGlQYC7IHhWgrYioa+6IKQ9DWSn/+NGJ8374miNRg+WPGnRlKqHFLXDWEiCOR/2hTfnnwc++hxRf6VglHRWsZI9PM/I1ppM9X4yBC2qOmINip/vSxFdnf3LjGkQ4jcoP+If8UOzQLLl/ZUggsuzviVn/8Ue0HXJONmYO4SIwsNbxaR53JZ0gnNwEHiNuHf5BOu46JrPDWTlXKPzmwRdh0DQOUOLwZ7+42EHIqgMgKu1FskhCO3ouqB6t96cHQ1twCYCiVM5WQOisIGor5usB5vUMD7aBAr0XaKwOMe9wu+pajrp9aqI0sJCjladpTKo6+8WM94Qb5FMhwjHXPLaFzS82C9CV96eGDH9LPaaFJdsUuV26oVj6HBlu0Yy3fN0BsLfc6KjEH2krJrr0wj/ePUBTewpG4KVAw+rZ0UXDFwc96lALNxuRvF0hkctkLjF7WDYsURyT96kRTOr7MoYdGggKPzWJDsEA5RfW9ZJpbKqZiLA5V3dmzGAEEt0g3UejCDrnR5nxdAuBJAKdF2DCEMTsVesyMFoc7WeNLXY1i7a9MLzDionSKlht80pX1a6ufsy02exswb6ci6bCOPn9fwsxELqWqnGbSFOBHD3iFeeWOtGQSZhN66hLfdQd+jvYH1Ckatw04vuXgEqCu15CP99JqdbTOyj0AWqtn7uwCurmgMxFHrxZSQU+g5H6cSCQRerERUC3TtnsgyedJOF6U7h9B+shpIKSChcIEfUNKjhID2xC6jClk40evrMXPgNrRO4s0AGvwW/ncQ+QhfyiWImbHg8PVFFUCghHVA9kvXwWJfU/uLg3zJrY7AHM2CPVtmAcfHhxqS0bcDP9X9Gh6bhASFWw83QgZ+PliFpvuM/sKApqZmgmXwDhTqIVOxFuTlsYjeOqaurBcUrwtXvidjnu9Gsgn3ggi2iXoc1y54DwlPWyFuTv7NFYs5f8oObbVMeSHBkyg6BexrYMyHQ8zzze63agQWRxSqTiu8A8YCeOnrR9t1OYBLeRSLd0Tunx/Q/a+SjuBpGFKA6OuruEd+WHpPhUZEinezrHwQLwvbkm+gve6GJTuLxyEJlWvlT+gAU0aTGSmk1wsFmsY6W5r8Pv0y7VPbgdLGaFj9+SI7VndR5AvkSSmd4K0Mj/Yxh0M9li+Dony2YwydiEpV0l+BpRCMxS/RftxCbBYUQasADjR7NiWtHfvyBG+p9huR2q8UAd954WYWLWHvBC4dOcjAJR7LwFcWmopFys4QwX/cI0Zoofk4khFActPFp8MDXhs0OrDbuq824Rjd51q/iEjYn+Gq4/F8n8BnfeT81rdF0d6W9GpDMvN8nQELMV6jydgGgM9hUl+sB0+vuGQgfq9n35U+JPhjIZk7ayweRgHpKeocQVVLMYs2RL0Zgar20/7Pr9DbXknpubJMCQwgg1hbTnrRZH8Kks8u4cq4QC8GQpm8tUvn5MSbcHElDLyvfvkSNsyodPBHtPBlA84+5pFP9kil43D/1RExX8/6tWJuhgtAAK13SXefXYR4mbq+IUuhs9K7kl1bcqb1vCCvZogcGYMfM9jfcffM22PHXXWli069P6wDbLCfqVLeZzFDtfHMmXPI0XSD6M4dMASskCRRzPsqKPqe3MeVwOuK2+hx5w+RnNvccXWmXD9rJCOiSVMZIX2x3Abl6MXyE6ITTLIVxDExL/7cxpWPVJFAkD7rwoaUL6MS3y9eSU+g1dsV48jFYoDq0+UT45M1uJAU75XudPwXqkdihKJZhBZdkKummCllhvQGcpw1numwWIS5aDLQOOInFSh/YpWECh29ZkDWSRtBDIb37aTC2Jgo8TU37QzUhrzj47r5pPV3abTZjQhlOiKtOTcZfJ58KQXGPDKbRjF1Z8Fv28ygfgNwInhkYxY5jYwKV5gtxO1zkkzTakXP3PrPrF2DayzfNV6u/S1OOSgaPXlPdhVFeHdx0S3sGZci4qnJxhJoVhRAe0jpcRUc4bnN/+nNxjsEa2zHnuKSrPwYr8oa8JQ48V3zHQu9SEx2Q1LLgIqzrjVBPhdl0+of1ycIPEFP34YENrG0ftAWNbFp1MZMyL+xGmlb0bFdKofGJreyKHmIuDnn4AaJeEIUKTE85kSvRwCeJL82NuECgvSFN+t7hHyMNOM5TZIhKkIKVGdG07aUDNnt17i21mvJKm0cyy3BwVQmXFpbFnsFUWEFN+4egtw7lkKWPlFUEOnFwnAeRDVeYT9TD6jaOlllHxfqrhWAK0nmgQxtBjjcMZCGPW8qx3VPcwCqj7COzIC6XdwVOASnPd/MUp4pYSTJbCQ7ZMQcil3eSq7hjMQWtGkYJUHBhQ5nRoxYEoKm0u8a/HnrbBh6GA9eqUZC8nsaTIzQ33VboykNZPRbP/gTXuPjSRYgMQOLio7jQ7lyJ7Y6zpZ95mUIWP6dmsLE7MKgM7KlxEAvq+XkPRyJ9XtYIj3dWZQylCuHG4nn3haUIiMr4Q9mj4AU3e3lYf+Ks/Dpi20RO0yzifMk9PjAnM3Tzyzg0ffVI4DiCpUs/HJrNTStKCMSCL/Vwtt3nvaPC9DgIpjMcJMlyHgj3RUgBwFj41LKbuVWV+nSVgNpCM2/3qyfO4IXbNFm3AFgmOHsueWxMsdp0gDOzdk/dAdtzaoR/tcWTRaSrb/EDxwN+mPxynYLwyoRXYL4OD0aomAoD1jf/OEGT1iYBgcKVxjs7mlA/SzeJBZIoT4EfiPvKt8d4b2CPPMJWS43bFSfZfryLGSKAc1bUEShzt7US7bYGqrtFtLwVPiW8+Jb3k/5N0P977SKJbiBqCVwz1MmKQLoYj8kT82pPLZCEX+/qD7ZzZTt4qHfMF3h9HebsbEoP3iRKlazG3847hvIS1CEXsJ3JbPQlN67aePNqOXFgRNX6OBMd6AGgGOlh0jDXy+EiLI/mBFl9ZNNeO+ChTvIHW3ZyIKpzvVmn3G73Qef0W3nKFKy/OwfWieW4waNfJoqjnRmI2biv/fMzCSfa/pK3Y2r113o24k7zJ0zdkf5R678m+Yk3toT3ICLRv6Fdh5PyqfhK8q/ZUP6KEg7qPPiovQwnc+xvp1Fq8IYjMQOx7wAD/8Kcsavqg9kgvT8RMFwFo/EOy60VXSr6OddBnnvkOf2MKKEN0QH0SEnhHaYXWmdzPvF6mNXJRXoUEw9pE9nJAyB25frfEi4HQajHAkCIr/U+Trl738CIIRgG7RT+pgUM+E/O/5SnDbimP6MdfWBNlXOYBeOcnEEwa7apCnzmoHXoh/vM16VMfvLDsIdznbRuM+0Z9B/GG5eamTf9E1c2s6avUvSWXvL/YVebXM32qv2EHT2vjk0Ib3J8mNqv4VRuhY/8GtIrn7jpo9Wc6jtScM2aVALdJkk9lWzARth9Pttk10AMagmGFk7jqNBPjSjQsiUL/iH6qgIvispODASUuzLKtEfdRxnZZc0XOKPcxW1qewf+4xJ9j5rmq9eZB6swDZtStTkQY6NJ2cxsWsnhL5cSWV+A/nkGtlkMAnwdIhkQhnrMFB8w5s6hZr1BXeYlLTllW0mBYlp4N9if1MQV6oqf3IpUBwxUOkrrJxetCifehs+w8zchC0B2hV6PXOTOI2husLPcSQxGTE/uXnLTwqEWeNd++1XRkQb6aOMwD5KBHb1irCwi7sZYscL9/tkvci9v/a1XKf8YtUw2KHC5HBvj6eU0BGZPvbWiSntoCN4KxnCVqlqCwcoL7G0oE3e2uHLx2dgYDnKBtEP58H+k1IDVe6AsyWSSja6ZGJQgK+JcqLa4FNdpyW8xxpsbYoU3JilAzJKjDpquwElzvSrEkBRKBptMt2/wNyNbzOmWq9ZSsteH7XkNjEC+rZEkawVp85F7rzhebApdZdo9pgecwcabyLHaCNE/e+0M4z5R6Rvd+B3zSDLLRzsXIqBgBuoHBHnDShpBsKNTXHOjy/M31JykcAxHbD2yYGQ6NpThjyk6DWulVehYNKCks4kIIzLHyNi3UHgCRtYAMvQ3FlbSsCqX2E8XI3/2xzz3RL5Tf9bIZ480f85T6q0tRT0LctJbe2NXGKGaE5vXyKH+VZ7p4QEJm4JLWcBiXTNpWbKOgpboj94j2tFpKNVIh7dk2tVYh8YJOgvgTUK5SuKK6BLvsAK5iX5dxIc23+CgvicLaoonZA2r0Idh/Bub/Djl0uRuaPchxZacxSK14SjH3XERmBUjghzAAAQoASWs1Y3yX90ZIRIYUZuDSYU+V29AjU6fLLcgTwkoWvJQ3a7T0AY1KWgJ/POGUGslZWiKCijf5vZA9SSs+m/xXzsi/kHoQ68qlEKDYJrlhjdMiS8mTe5ViiRPlpeYhuTdSB3tDdbsMKuUldmCPOCfmXxpYaoe5GndbHl9O9If2iia65TigJyq9oqW8sL0baPyOUaqLxN1HKYycpJn8eO0qcqWmWcAUHt7R8Lf35mWt/Cu4hCMGVDV2AVxxbQgl5FbRU+y5B8C1qRjxgzjLXwEJxpe8dbm6AVaIinhy747nWRr9nnpc29va5Qb+Z5MmoPA/koXcvm1vx5A6xf0bhHeKaWnOwyTm4jkj2TK44GLG7h5trj4MVs3ZkTUV0x/aA2RnWGTqrA2Dmxd1jt3iaKBQmuBM5uirBTgHIWvaNbxM3FaqGQeVleKwB0YAyuZw8sdPGxJeQGe8268J5TkgXVYmO5jbBCcSLf3jQn5F+tnF33bnyHMdAFoEEI05RN7twKTyHyJizfaJSYkghbog83WIGZqtES2r/u2h5BughMmFbE/qrIAf9ErHMRMf5oo8Olspa0GH+cwUM0B0hzUrIzduiw64Wq4FByHVPGfjUuUWO8EYyTgEWOPU056GJj2KKQj/E1MWJGdtTXFP8Ko49itroyaPefLIwz65sfPs4j35zWv6E3GKVz5ql/O70tQzSTM06YsMmnTi0SkwQqlUEflr+sfri6sj2i9uBENba9hPeL/ICT6WPksno3n4SaKKmKkdKMAq/AIRjBbGi0z8Sr2AAPPZybAepojDLLT6GjJI/4HKiu1Tv0plsY8/b3vEjOf6SSC/xdu5lAQwDymqe0W52ymigIx36QNEbuCeScyqNyObSYOoa1oV2ecf5Pszdtf956uqgdEFdIfdNVVLyYcsuS8CCmi3jxuhSctlgOQbSKOJ+kyDSSzinEvS7b2LfanlFjzeNdL188s3EdxGaJd4caKpCVREUAm4PtmhGnZgAlZ6t32VP1VvkKtsr5LoocSVmHH6FXKjk8sfpgB7xNeSG5eqXhidQ7KsPe1yM4LB3ecgoPLT5ePCP/CTA1fJe3QRyUP0L59t2N+zidlroR3TNx+moEUv9j9VFWObDv4BnCG1IxhfFhOzw29w7kh+7PKCVxJ6wFV8dM4IJnRwPnzYVReTl9rA81HMH+Q0INljvnZs2Iz55qCWTiYch/y+T1Qx6RG1Fd/+NrO421/XKoMbLVCi8ujQNPGUx1aMlZmbFLJ5kssjLyxNc4IGLbnpZ2BjlgI/oizoingS1iflSDDVyA96tn/0sTYvVZapqt3+juNawD5QPWOu0PCjaY3nqm2wLby4ZqC47DcmRbOSvRdz8B79OjXfYMFT66KUZP3mx4aEGnk78EuoVvujQ+tcbw1vnj0AxBhy5zaNkQe5nEaJDQCCl2GPlMw06crDffmrAOAGUFeNyJew8R/DEC9ctq6xLywfNXgihEs+zcrZ7JFxbF4sH0v89iRqm0WHfsiZDXEWpkyQMD04F++QelAje9uUuNnnKwrN6mXVKebdLlpMCHPBA5Pb0nGZjUEyROUE3LO9CjWGOF9kS+GFid13p07+7aQ1QMx444A5YeBM49tNJxKrtktMcfsWPcQOT97bhCLK6pbYOUvsVRBHJ0cvP2gelZqshCw9pRalwmiG1fMoZW8KhfbCOojfYArMgqk4Kh6tyvFqYmml4w/7FCOicnqqLn7tIg96Qu78gcC3y6SLzvH5F+RUxjS3oxgL2DBOuR3fMfsBjtBx5m8zA3DyXx0zU1HlTdvdauCaT19fSNwdQps5GWuOC5B54b5y4Hhk9S+ft8Box2V0YTpBiTpXszTR7c9lvAO1vUWKYqwn1L53w+hMyPZLTUPf8tDdLHfe8OHMCkkAC9iAAEmpqcCY6OlVJ06Z8pTaEMK4yx4ZvG9iXLLOcOzMnW13/iVcRFNHWbLI1KGKgrmAp6076DtZOJCSlIfhAt9VzMhmVb6O3TNiIN3EWv/Abz9KMMwoSUAJG1Tiro35zilTx/hDSgZEmXPnUUjyQN6QY4n3aEuf1sVXqYV9YBM+dH+byIcJ1AOu1LXMukTovzDUGkZLIn7UpSUoMWc2hVqqc07K92ZmkWO9XjXO5VgYB94rV6oHLBkeME8mkYW1GC8Jz+Q7EZBjbm4gSFX+dhr4/fKC8tYDibKKY05aD6Zm+8tD7liPsqMO2YQjmlkmyLInt+3tR82KFmVP+xCGRgqUjQ3gpnMlMzbmUILc7RL33IWgru1CtZ4wRBx+gNann9SJcr+oqn3hJhscvOlrCKUY/Ik/Y1BqvMaUKSyWMQEffEWzGiMSas7oDaMis2dKd2g+8WJ9c5IWyRSHDHJojf1qE6t4mDG3nHwxwqLLN7QyBaqAtOHgIJ3OAdLXZ3WtU9VUx5212Hsxi8Ja5rOy2Id32u9rA3C/F+/etOcRkhIzSelTHvoHL1UHwpNxjQNBSaC0i6VcssryxkncOWyTj26mJexvp1/ZUV3VbAeeeOpMg/uCwpYcomy/ZMQU7bFuyLH3ygdCc8NFtlCQHDaUsCynNLPEg52HXZiIfdFdugz2FDQETQqgNlomsFzKjAhpfEYiVkvMvtKJ/d7vGcRa+IvRCSyCUqhfAGuMosKm5S8wug6joW30pajEiblOOi4JjryW/ffw8oAOuGmvO9JwpdBG9Vka45ieWoHdaQ641d4RFtRd1tiD0jxt1pPFJwWvLoRrO+kgiA2z91XWoc6STZfDP7JlK8v0hH9nIsDmGNFWVeB+/K9OR4eLIwQF1KOVntNJIIxiwIF/sZrRkusqNO+R1fL3RL+FpO4cPxKNZ7RNKHZrWt5XsUu0nvzCvFI98L3ngT5yI4u9QXq4puNrLs+6s/KshKuwzfBwjEDQi+GxoVR4BgUV7x3UaavCBfFUqw6SfCSZqxiKdVxdOUwZDEqjVBAR0DgZ9If8bP90GjSiwNYu/OZEBet0zFNQfQXZOhBnBhHhKAZ6hx8itg54VcoPog9ifQUnbESPE5WWnm8bDH7gimL8ZYMz4dz7vWG24GF070wZWNZeggTaWuW+9Eo2E0ArpynPJ+uxJ3iwBTKXUyYazMdILn+o8NHfj+XulAGSJm50WWJ2cYGHMifhGKe075kSiVQQR4LELM+WhDXVneqbeQevgdROGP8IuECMAXwURRme9a8JXGzRR+6xLOiNl5AiRhfNjoGJCnAU5xRROEElkcEdu7wgQ3vTcmG+6+4clRYnl4P8mqB7P7S4R8HU2zTcrrsmTYi7Wurj33gEajNuY16C7gx7/1C5TdF3bDmMVavxg5/iiEYT9jhWfhfJgc6Vd4r1SIKvZnGfJPr6DqB6O5ZlFhPu3tiYMC0MDRXYS9eNjeWqWKfqYuSf46v1m5QAk4jp8X4XXDpOocHiDrfrcV9Hf7QdloAGcHmWHkNvmtdA7LBJ/y2lPvpqjvuPEyV2iVWjpHUqvRnJeOw+h0vePcl0uyfmFdjwpa5Jqvv2/7+h9umFBuJKjEGtC61mjczcNNae3U90Liaa062vfW0E1jVsUr37nlRlGJcxf+IIFmzcMnPWfbmgvqfplT5zpVBMfKXLcCN7cRi70ZWu5jp6A6kVYTbdVcd4cZjDTqCet0O3ghUaFAO/pYleJXo9A/eXlDVabw9LDI5AmWIQwn+W5Yjjhj3nkvzgOoTdZmgjlLrObKF2Cn7qNoFQsNWEdiZtQUW1E0ygDVjse3XTtXFUOplKQCk7KDypmOpPZOltKRLV7jYaZ319pWkutH7X8BYam2cG3WxY3QiWSpzL8cj76LLKCVIP8gypBRHfKpIlGWB7V2MJDXFKhfGnau9vk156Q32cK7PGGUAfPgiD0tXxDPGsWoIrirJxjBtO+xXGGM6sozUKOpGHisgyVwdjNtOlKCBu0ZRpeWvFFLlvaVJjjXEQGoohx2ujczlA5+Rsq5ERQHOMuZNcy48tQY7iquTKJwc/PyU4Yf4VrWP5fqnMAbN+ciD9rwGAfmClES8fg8tBuVitKBAugbVXpsVMYWbuEpYNIV6CHkOg3gDuyljstd6h4HXGoQufHJmaUOAFBiYHMciDMCqk4vlhxBbAFcFCzYxB8E4SjfI3LOBGTea2XYh4CbMJevlEovfnHPNQji8DFJzxkyA6tCNj09+fohMSRF2ZkHkBTArOIL3P17yIlQYsYotCE1kQRjtmWraT+lCd44QD3vauzTHwetRc+/hzp0gtTgSuEyVT4YE+n1f1XHA89dIBfm3eNBSCtrZcLu9EcQoqzjaKSrljjdho14jTbYAa7GRHMhQ51oZSi5p7VZeQbK6aD4UAnS/r5yTegl/PbumOpqnUVQur9Io2wBSu3GaiPD3quNNEhKTyrJaj8rccAFukqq/DMoDS5JMgVZtRmTo+4LQb8uRXGHeF+pPHyw0ryuMUWt7dgzz/vNParKAHJxpuwyZFsBQd0bLfnnR5kodrKjsj4/9eOzCTFfZkx9PoWaHUksASUBF3JnczF73GSlwGpCqfVnOuiNt2jHpf3Ex5nqZNjepdZZWp4pXx/f5h/7JOy9YJSKyl66Sahelh+GMLk7IhoYHKfV25dzADfXRRGMavFH6bZyaTXXetmJSqtEHwWEQjGSU/B//j9zw2yPsUK6+ohzEOZW7a+H0zSJCSthNWMMpKEVonel+yEoN6f3mK9rbo0gl7BBja7GCs9GsUIOGu3WdFzbydct4d+pYElqtUGPnQ7S/HOREeRFgWI8/1zKqZ5QbeKSjazzOv5zL1EczfczNrIfNbXfmvO7HBEMqVHrSH/klwc5vJZqn1oLD0zDxX96fOv36kPjtmi49v5ioHL6h4AYVoVEQML1Hs2C3ayeOB8wIX23Ud2JXdYVgI/UTx9FuRREx/BP3+RgUtKTZwNvJcOhunFlKmJ5qiZKVTvKRUJHPRxqF9uDd3O+q+c7fSoqqnBXoBWZKoz6/kdQF3CI9F1w2tU6+jYcppdLFNTFXYiKNzG15UYuHU6qBYE9fA6BEWuzXi8eOIaTu2OdG0JNnwh9+5lnjfNXlHU1gIYjyxi0DZYWCxjpFKJQcs8aitfmm9Z0yLPtG5WFrIDh6diCnRXiknvuJvr5PzunBUqB7SPCeqr3rDtmBUYHq+4QAfmrJAmON0Vxq3XEPEAswxYdG8gp+FfVKcozGay5POHl6ZNwVcQW5+2ehZ/IY49wdv0f7KeV3XPC8qZD8ZpHBG8jGJCQnkc9Agy4uU9GJZlMZuSoe5anwcXFWRJTljn7hXmLUMWN2/J2NN+K2nnfSUrnDhwN9bSg/9/UcoyAMktB/6Wo9iMPfjwtjTgDYGLRXCh7k739yskjLPsvZpjCqbKGJTaOBfTXHSlJFsmgDFxCMSNmF1EJElnPJdc5ArfwyO6SoCN15EQMz2TzJyX5vLu2WArdW6zIFzldVHuGKn3qV85ZVwv5RiGqNNZ6uVEflMR20qklPGbDiyGr/QtcMngGOFXG767omFwPUQPC9x+ze9xeRG/9rmwcCIi/92NEwlYG1wys582HylqLXxS5eACnz+fs2Vk2kGJqpjCCEj5sZ8Abu04cnrCDYeLhI5A0o16aPccojS0ptUQ8ZXjneW5HRGdETfXdD532ZhPN/0O1VZv8cE72tdF5oQ4RXP/QYbQi9aj0aY0jUkRdM8MkjdgXxajHJOJyWb81jY1qQsK0Eqd1Iz5wrvns/OHrLrmw9bag/Eiq+9rPZMo1LM2pj0JuVT4oI4EdhybFurq3ZEFMybZtjgL5qucpde5hd3m/PCsbyaB+nS2mlfeJK5noAZ+ehM6umiE5aVqY2HM+b1pIKQEjIrlE9AIsYVuJQ5jzuO4GC9dIX91igZzH6DSDxHpw4Mj7cWhBI97MrkiqTh4z1XqW7uHUOvhF/lsJwQ1WIfjbKfC/q7QEzYeEhKd/Lfz2+qEGaDEte93Wy6hOBfix6HJSKRS1Im+ueQHRiPRgmScyP79Hwo4SGyvpir9gaEaeXO0QhjNpNNw+fIOpW08rDfdA4lqCgA9kgiUPdSZBgVS+cPGq3wzTURHwDoknonAoVL+9Bq03kEu5DFJCxsFPV7OU3I/bJJMEG+I2MpGEIvn7B/BYegxLbz8+8VMzdOLk0SYLMUaNH+sfqj+aphjVKClgCWel8QBXvNR6jlcG78jji9147giHJF1EHBws2o64t6+vftZRDbGEaPTuUr1hqVhnoEx96+12fL+Nr2aWJMtCItNftxjo7qJ/Rk7WtIVV1gQ3QhHBwD/a4G2wsjMOqVay4RpPT+FMUkVvhZ8NF4FxN15bH9nRGAwSoBnjp0yfSXyHtYEEW/+r6FBezuBM5NyZkBxkyDRyAD2ITZdNmcnhmQ2SvY4ES7N24DM1nbdI4TUuiGpaO3ZgquxNUFWZhdxoor/oo/kxZRYozjNw0rKAcohUbkfas9qM5YcPSBvhBdEVaxLDQgQgkntlIGPGNtBLPRLpLMfw5QdzJpRZF+p5q+XD96tIJ004NTlNOzFStRgd/oXtty8JXxOT4vV6TQKFSFXxpBZ6CB3p+IVOUty2zOD08IjZ+9HEtbzsCRts9UWSjIMr1d2Ea+Phan8YKoG4qtwxRMRJQLHu2QYy4GcW4xhhUtSZOHULyrLvGABcF/GoeRNbcSDgeCJCYVnEVLOWhN7ZUK3KvQ3HKzUhhEPdGX+V7tddhMegQqwx5th0Wihjc+/sMg/tEIUifvRBRKIL9D8bzFFUmLoW08huYvNge8Ysv6bwO4JTDKwubYswxs1xB3sTbc+Ytv1fzSka3bT9RYIZ+IlBXWlAfkWEzqUaqpRXy/Ge+So5AhyhWtSfC6yTwg/7OvEmYMomYu8TjJD2t0opyYNejLRR4gVPouaqH+TGIU8UEUOeuVCzXulnh6eiU/epPLk7wSi0PeQ8v1zR6aSmpPelMXBbDVH75rsCCLdeylzZeZKTmOnFlWbyQ2aYCHkvDEC7i5Anwb5JQGwZj2LW02AbJsvw2u/2Mh3HY3jW7BX46rsG9/fSr099o2v19hy3r4tQ39sepDU21vr02TkIMwyQnGx16CEbqf2KGxrlamCDrSMOUNy7JQ7jNYQUi+VUwtfGfT+RKs4ZIlQ0j09uwcrv1yjC4SzOvqJtoZ+wlRljGYBxzQJx9D2KixnU9snX8sao8hgzs/MbSM8ZlIHir1TI92Uv4A0UF4CODByk5kK2YKwZmQMADqOJmp9Yxq9RHnJbQjRb92u6Ah5ICSUXSdajmo5vWd4NDlIMC4I9/c67QLTQc1oha6g1oKP9ihGkOTWd6zCHFo2JJmryw5LvS4OpCVAp1EHM9Wg1PubFiCEvUxTftx4OyVAUY6iIfNiwDYc/AUHm1GzsZlCS6osp1NaUV37oujh+omryVd33FpjkWYaHo3tDj1RQMKa9W6RKJUxrZCk2D+/YgxeD42G27K4FVoJ2TY0q8Oglc0BxbEbDwWSbw3BiwXGB1V+QAmR9e2y2q8LSAgTICaoq/cfF4MoDU9gbNnyFvDDE5ulSPm1N2Z0i0qrscqJGpNXadM4twSTpocCtFZSnEi7VTA3diO0pJFOkTe2qQqgU2dL6opTMm7vj3ynNEpcDuqpcL28YEL6h+VbSmHqtGGPziLs72dRsnKTbQIBLvo4aj1Sdj+I8IJozUG1ZJ54V0DO9YHk//QEASGvEMM49G0D8I9xas7oHviiEoNbOr2syj9+lPU9iMvqt3Ly/ywDJ+F97kAnGcmqLYgZtYwG92nOTE06B2JUj5kbAur0bnZPhyrBvY6fizYr85uJT4ZOWayCmhBIXstRQ6fmdSJFDNPKsVykuOhFCIrcMt6u0yzrTmyzk8jELFxqB31zala9BbdAsmceDTOKh5ScT6xLp3OzuukaLjwsUJcR11QcHTGI1zIFh6Pzyv04bVtSgK1cHmGcESPiWYZhfZ114eytnR3pab+tjZRFc9iqMkHvV56osQNzjyb3VLUy1AyWEoVhAMYvVFBYfiGR3tCo50yfKMZUabxg5J/k2kQoNBM5j3SuiwbQxFcsY96vM+IXZJo8DgDyNfy4/Cxc5NU2mdGO30Iah6scvIo08ykxUgBaU8u8TKElnH7HeOvdDbBgQZpH+NYThBhgBm4y0fu96FYbB9ZYtYJGUxSFgeDVimHW4vX1zRsaFUCjtdCXxOMUW77SA0cMb7KuwZuEjCDSadsUYMxoOdwO38IFXV+7MJyr54QqxF1knaeTRvbMgnDuYecCI/DWY/N3wkOKps94d4j1ERxs4qtFgyfqTz+k14ScG5tLKJkn7Ynianskk7uj/8eL2CRNZbirwB/BiAIPresXYJtYoyO5z5dZvR+jEP41IYucuR648TuZSLgLvCUO+ZdAtiDgApL7Fs36elDWndtkKnUBOZYGJ89EGR6UMOc67nHzQrCasTtYJorSwY2RZUB6iq110VlOmfgDjrM5O9SdmE+aYoTD36DwsOPRaBzfaKXEqkMemTyNF96Yb/K67ewdjaHOIupgwsdqj8vT+1VwpdNvOjCiVH9QyWzfNxA1ph0OsHQ8MJkSnbU0qdgmPaqY2mFs2CysCYLaobY6ylAvlLPlWj/ZjMQ/OjuTHohy3qVXVPx9evqouW3uxBB54tvEHNVa8ZlDWOm0GjyAQ6CpOQc01FqX+lDAd/mhlkwWRv3xRS3RirLOV+Qglu92UlL1SSaw+aqd1c8Pc19EdvYY8AtJYly3KplLxPQiLMhz11chz6mqiTRbRsbw7imfgNyaggr3VRk9f4d6vtmJZP/FwCQWjWNtMbK4gFEhhqUoPXK1GUjhRtYEx5Kaglp5O99wtBls1jo/lxD2be5j2tuQS2juMvLXDq5GJCJzWcufrBrAuDCIcg72N4RNQVHFUQ+mq2SxixmYIKV882UxtBIv+ZeAyAeHsptR60fRS3rmEUejB9BpC11A7XeSkYfz6VCmklPaEjQ0+cMrsOEBmPSjUwpmSSVX0kXF438Vgx9QLNVdj7wDEkZ9DHT23fHRFmg9B5c8eDMCSpyWoQkwmWeQK715i9+mrhlSR+Jmn9wbKAbBS2X88Fpidyr0yMdkV2tVVU0jh3xkAWdLuhfDNAcuA3lde9ZQ/0WgOgzisw5a+Zff//tCXKIZhuMN061X+IoaVxbAYDC083Zac4Mk2DyZxyIzldggUMfnK0vZdvywM/a8mSOFGO957Pd/9MSkR0VpWM6cJsNYbt8dHAySQ1pq7YOhE39pyXCWWFnOZoMJr/FUDBuKxtFgqR80o34fv7AKzGactAZnJ68IlTJTLPb3+uVjpqgM6ezKvK+VXc+Xsnfz1/RJxCbl2D2uxY517LZJRGIhwqvHJfGT85adVWKhw0Kjo5PCcATu4JQu7He8EaaXAdXku5R6nL3FDhk34J6C/ccJvGKDJgxHmhHaNUtGeAyZdhf2EaECU2lX1TuceIjC/li12cCF/3C6QeiPcuNoZ+nA9shMCLEnwmX2ZtEXpm+PrNuAHCAYjcQPfdUEtqA/WW3uFf1uASp0IeyD3Nrqt8hUycHTwpgEVfqdrnfTvuqVrS+hT5gEOYWHroJAvaQg4ogXTibtpMa45z9kd6gnJnRbMGW0jasDG3epFNkrNfaQkPmFhUJf9Rfrp4nf+RrSr7B7gNRefT7Fhr7yYu55AmHRWRtB43zIPaHCR24YAbqE6Jdv/Opg22seF0IC184hS6jK5Z6jxJYS+sYn+WsBNMh4WeimGCQf8bTN1cnc+8F1CqQHnsxydd/2El0/hMqncTWvApcnjBQ4NI3hPD8dfYQ7W5ZRf7LzApD7lDdSCSOzxFAOIOeNcjB+z1Z1iYF+bP4TE7DCSKpx1rsz8zenzwp3KFZCnrKqUZjQVtcAKm4X9hALaxN2elKS4eavU9PM1nANylgHHZYGn7JSdycUr+9fieD/NT6u7EaSL1dQZGfFd5aL2JszcbUMnOdFpkPGi8jRZR4gZyyKiWHUjTiuxjsbSHMfuN/PgwSKN3MkDSiqEW5ZBHY2mZAMqLJkeM+pZt9ymZk1nYzO8x5onoSyYxJ9Gb9niGQ5V4hB+pXzYh60+21iHCXjAVBUk5IGX5cyMXEuiOwRdsXS5bJKZVdyT53giLIaQetbA6TRsum3952pueI+NPnb2MqCtw0TTafsQlE3hamTkhCvYvrt40dUY87WQNgq1lAvNmYcdOGsv9GGKt7HhLool/G8Tk/MlQ0O4t7Vo0ltu2dl7URSdTrq+5PYzrBUNhnZAaa6qAx4MqZNb02M49A6KOJ9a7EBS5eF3hPG2U2PzLeiZIlUgk2C5kqRgOGGeGfh3HGATHaucrpnb7uFOHHBAzuIwUleklX4GdDjCPvfbWAWaZMFVXvy0D/Yve6/QgoxiJDft1k0EWGqb3Q0px/0mgyg/HXcb/sXvq2KYxjg8d7kA21y4C7U2f4TaWRSzerIxO+T1MqBf6N+lsVBeGverFQWVUdxKfKiCOdHaTbpt19LTiEEHVdmcexPNAg4Jz9Z8cLjyggB1o5oHF+i4w6yNJw7rNK18DLX6rxOA30BsvkPTimUWvv31SGor3vLRrpS1Zpf+SEJeU9vW4GW3gxudSbyjC4PWhyoYyWpx43Pq3QanGXUQRPOJNt9TnIJELp/GxxPMZ1D3uMBN3ttzLSzSdKwwnKkJtwTHUZKBOXdpqypabZqXJEipDMJddDeqJ7mzHMEkDZkmtop5LgiJ0MsYdezYE4A/iB/GpK0DFpc8qJJnVJ7TS+0qmZA5q0Vkx55E626s23Be6CFj+6oBEDX0id94F4acxgT1CQGnEqThx/8BfEj9IL6UBsOfgJ/ZRTkftRdwXO72OAf7JA11IdiuLEWTjD7llGg+TJoOrmviHVfQNEjfUHZu+6BgDl1oGj4X8K0ta+Awrs4NRYHgoxYhEoe3M02v3YZRO6xTA/h/vkSYlS6ghvgnQqmfCneQ8PfMLF8RGjSQjYG2QIq/B546/ihnnI6JcA+cIp4281yW9kXVeNNPwmTO14K4mKTImZLCzv/dX349826jxT2EpNH5CUDwndqZyZWDLye7G3FGn0wHOk6czMAd6W8ThgM9xbgQ2Az6YK21hByLLxKVGTcBljjhxmaK4KOaejkMxoDC/Y4qi05Cy8O/p5s1NJTRyhhq5txLBGpFS8YZnEgHvRTk4r83DlInPtnRjDKOPfb13VO5V4lpb+nZq7+OltomyY8GFIPlBQHCQL6S/7uLyC8rfxtbXipRFP5UQYqcLwiwiIngSTKYzU1lg+XePdHCe3/Us/25YMiWiezDfcbhbyFKd3Y6YBLhz+SFmPBoCC48sjki3I1aFrxWe6gcrygGwMstvtj2h7LakjAZujg2B6gQPPUZfUXkgEs9rKsagbYVRRO6dy08licBjDBeD88ShxnpdqItVpv/U5eqJS9ORcv24CEC8MXhAz0/J6NA2xvzhrad1wlD2K+CT3IlJLFPWxJfeKg0ysAtx+Gds2VwFt7tuSHZP7xSKHfAdIDQysppLXSo9ReFsl9wZ0fOJ634mvIjAZsSvNLIqE4DoL+JVcLhGtOGqzflGci6cJqXIbmswFbWSQ+r/D2ekXXqIzo25WZKdpdUO+blcPjO1gRV4XT0CMcvJRUQz+IAKJmDcHsdSZgnJMGTKJpQH96lB1V2wfYBYWhzpNTwQL+JRv2QZX6knSslBC+ePBlWydSzUNNDT1oS/XCvgzz49+6Iovt59aE86NdLSnSQEU0IfTFLQFIutsv4DpMfARtmwgD3tX4SPgiIUY9HRAaVd9uNFmpg2C6B0gqjOHTx2UwFxR0lgC7wlv8LZE/LdgL5hFQ3tnRbgaZUqKhVM5qQ9ffR/zruGdyjH/3Xus5BVCJQQVhe9JJsMCNuY9sanB3/KQRqpYpOkJzFnbp9hanIGvpa6pB/QhTt5mJK4vi/F7zuAW7b7dMVUjU0/7vaMqGZPDWDFsSj/UJoK39sgbm4lYHyirUyB1uL5/IumkdblKq3K6vYn/2C1mmxLW24MTpRNDQCbOGE5I/CYsIEeIx+xiaOGYRMWqzt2IOU3Ne58vp8pVknsM/48ngFuopYh9dA9TuBW+2lf+dcF3LDMyb5zvCslJgU8H+5Y2lLeXibvFd+eimuEk8wwT4JIqF3pn834rAZrbAifYB8debUsllWoj8+eIOq1LnQU7B0JEEXs4uZAZ48CUcn2L+oya5uEn1g7D9h7zJxnk7BJhwp7AvrfCg97bZtEVaAleB08ime6i+Gcz8x31nu33T636e9Cxx/TwF3A3AoUtvOBTSkK2V6+9gZFbdN6eds6VSkbJSzS0BsRt8r/g0RBinXU504ra0nsSHmEqVBGfeR07xKts0nFXd5dCp8uFn9CZC07gS6+X282TJe/uiiwr/8lJLJlNi4kqwyXZFwDWp7h3IxfUwfB1PHYdIeAJskJhZUgcZMFki1of6RV8VDS/LY6jHKMAuTUPSlE93ivqtB77g4gXuOZ/hBvw9cxeXx9reZv05fYzKgcypSxzu7fyivqePFB7w+euzJ/YnnsgM7bBiZElWaWCzxIEX0URQwJ3kGGAjNVoxZHu3mLOtAFMhr9jkh0zP6/Y+ahAiT9dJy7e8DonxUwJ6krIGhCNFT37Dnj3G6E5MLVX7dGje/tV6qxq0MUBZ7rx0VxW6cvORTnRe0+Gn0feKmKu1j2ySE1C3iwZuJh7ahSHeDxWuiiyNFaXdjPuHLpTXNoZx59y93BaiETmNPWZj018TCdmqBPBpd4jxH+2Z5MSy1/4VrQ1K3zAJCALXhlltLhK3DOVfupzPvNPM30i8XO1UWwAV7oryrGmnWNgvqV4MEEhb+JITkS6IY79zrO2VL9WlQMKCj1fbFEgjToeKtG8w3WOjtcXRYlrju25EDOtB9gM1TVr0hD3iHZcxkZowWCRTVLK95CxmD9LsUmc24MMI4xmAsI0UA8HtYnjKVdAJOnSxIO7Bj5T0xaXscRAw81cdvFa4UOgfIHQ0iEWTOj9AizeQERZP7NteG06wTrnaqtOtC3H+xXavFWHIaUdcOcAUcyvEJY5ai3vl6XximXQdOe+EiY2hg616QETsCel2WJxdnIgaMxR/fTLJLyBuijr7K0MLlMd6NDYFVHL2kw6h9GuQE/vdHo2xKtZaLBpV83sSNGFkw5sAflU0HYMu0vZkCvV2xVtjnM/vG9lnnD4OI82KkgIKHYPR1ysRQ6+TbXVdOe73JKlMvPR2d41oeeqe9rX13OuT812yGidmfErALMMhtyK9vBHk7kuJqnMEHLuCb21hKAtYhRCoTAbEHxDIpWAIxfpWplAfWsKkoiNSCXrLeAz0B6dpQ9euLGXYDAEHW+tRc96zH68JYBHVJfwKzKNhMn0Tab0WOgqoNNS5ae7gUDfCRajFzpSuds8vvhRrdfl6JvTLQJbWOmnWhXvedgkIFNbtEaVVwc43Cv3BXm/JMCFz2TMximGYqy6kI5BsTUjZ/+/gUOnuiel0769CwR4cog4XPp9LPYIhIcK7z9EAgUoaIik7K0Ql/cfVi++GNDlBpKn9o+qjiZq476OaWFPhmNPBrlAGXlyj8rj4ZIsKRLqMn5LlL2ybnWVs6wEIJwI5sOX/8dH+tAPm1GqeeZDkO5FVe6M5tCeAuT0AXz+yjp0dSKvKyaHHBSWHCyOBtEliQFu71GZ7NFt8uiRK1psG43u57+6mLiw1I3luDQ+qj7GA+w1YKpBYbHKotRMbRjMKfzV2H8JeMr78QgqPWcirjOXjt2pNlOCpZY0BIodp4Ixg7RZQiJKPBIDggEQXzV2iQukQGI+Wb5BmVOkpXwi2mMuUPV2lS1kJ/+jLp5ji+L/HrA+FJScP0sNbZ9Xh3CmWEE9jAvRA79S2Lrd/rA7XHXkBF3VfzoODWJ4KGCsgolp/F/wpo4zt7E9T0GsFqOXAlBEQ25bLh4tXL7NteI+vivcUcllTafBXdEex5sqC0LuKT7v/vEhyrLorrbWlvLMvlXTC7+dM1/96b4tn8MFQtc0zprzE9tB4AtbbxrZXk1tEga74jl2JgLMM0loGBk2muIJ64qXc9922dt7sIuStVkdHX/PZGFnE2xggRrnbjcxHl5Ss1nPeMap4UUFVPHmLUSv/X5aoMg+3di1yUQrUltXUyxyWn6Q7tjqUINOUXKVwdCtBn+UVA9n6mDhRZb55ifLmILBjpqhEzoM8kMD6h4ZCFZbqWTGRhQqQGesqkURp4pN85XT5PqRTxqSLPkASdqYSJUmDdzh/7U8AqCQRNksnw85MFNZ364N4uvFNCxNii3+zzoCqHnu0xYrlNq+/gR9WaSb1ZUOxja/wIALfPE9f7uOKMUNSzVrlMrB0bNxvNfJIHVOPnC7h4B3mpW9ZtnRwftrBDn0zoWPQzUodmSgN4Q0U0AOkW5RirYriXN2WIygHpkGTibthKnQfRh2giZucifzQuNeOuwXF0GJit9KvyfV5uWad62qGQT/j9HtTNGSV4GuVdvFJ+98HaIzJ8G1rgl34haH7BPZ/xSy7Fg5uTDvFq9T6AbJ1c0DpBGikwwmGcWrqd7AIKKfFRGsQUHszK5+jNzy1fHRqhmiB2ZNsKLYnrujg5ENHAH6EphVgTetnmmaHXVUlVBCPNSoAL97fE5boBgUfLIq+DUiladvx5ggLuF9RzqOLYvk7OslFFMEozXKyCYIxkvKQ6y7P6/vZOWe1YDfX6e5687rVU8jeYzL+TISQHttfmjy2SnVpV5RQ99BtQ3tldqZglNjkzFZH0xWLUyXeOoqWQU5q6dtGqmpiQF8pJfQ5oNTu7Hg4vUoD6ETyTP+fAhX1w09p1KoxXivJ0XtwlblKwNEeNJnKVb+3FNi5cTm2B01aAiv2POvl9HS7Eo1xW3mU/gqkz5BQgPeDGRo6JSfcuM0ayIMD5bUEfQKQ4UOIF7GEOiT6Q5RIrigU9bUHkMJ1Q5S8r10foPGRJeSD1PKSbLhsW0D7qSldpwm57Ca/FJL3nvQpxLHEe1+pn+NEccIWOxFbINGGZILNdluusdIL8Jm/6lTWhmSh29slFZdfAn/Vb6e+2yE4pudXa/IFkA8RM0mOTy0agxMFE0wZbPMdW4APfcnP3Nwsp/MXkxGlfbAoTiXRYSOH4J2mSmKeEJxFXO0Thn/cComj6/RR2bbVsy0+hTlF+83zKGCAFhdPN6Oqzqzer4K2VyT553O+xMF0XwNHtYwcrujf0k4D2DdFmAovupzvnEYSam+eBntdMJqSr6UE5rngAIvMdTlaLNA/udg662kXnCkvSQOa8VA9Q23jSz3eOP9DJw80kHGhAYn3iBTk/aispcMPYdNyZv3MGKsLHbLoXPM51m5zsBkJGXRB6giuenoiANm4uJBx9nH6wMGF4xbDgSli2NbOOcw+9Crm2Xe2tFgUZxdLx2zy+goeCoYTBT8Z29ox2UT2UNYBxlB2J6YNLIdlWJG+Yee8OfMlZN4GplvhxsMBFMi0iHPyCheuLcaXnRjxZB5dmsEbS9Zlb3pGNCuhWFJrtBFTvT1c09wwUwAhL5SDso8WWl0Oht8tgliTEJ1safNXEkYZVE2KWqSuBIZa8vciqzEUSULquUeXgsXlUZiFuEQQHsQOu4+mNiK/Rp3vo9uSjB/8Rm+YIjVIWOe9vvqXIie6VJ9B5VnzTvc1gLTPHdivMdy2Q9vz3cW/ZCMADujATjFrd3KNwWtFvrSPHQfsvmkw3wCGK+LYg13MenghdBEgKmi6E9D22oDh1+AJwW6GzADbHupXwXKhE6L2ZoAMl1ifaMTA5mTjRH+Gfsrb95kXUMwNtqrkMXzK73xsld8kUDwqy+p5aS0eD8bmBDzuQ7s4XdZMM9L7Nj457nzuqSyzkTAcodF31S8mkSpJSlr6cnXvrqWrKnzifY0oG38cu3a/3HCjsL+xzgF9klmnAbMUq1EqcG0qSme2F0JUyaSMFJNBj9ptO2WnfUP5JXLWdytrww0gwODYxEqOI9bkROdBGBcDptugAQ8KopsLiCVXcYbwgacNIWU0iso/fWZCyEV80t/4xxnXq5jxWF0k+r3e3BliY123++VwohNLeJwtJvPrYIik1/SkfTjhMy1tvq8FTbkNbCLycnnpFH/mH+XGqtA9y8rEPDcAqTUKS0z4F5jfTW0ImiumG9tu+CY/heznfNmHP+9TjTREwjfiKXF8IXlnU/f9CXDuxjwxIZ8HPLhVKr9XSAe+gcYP0LHlNkhrARDycgXZwFi/P0pSvOR8H88QQxC6yQzsAbJU5ygYRb5m5Ia5ZPhKydBG8HMini44jAzIL1nuvkhzUx2q4P2tH95JWmwt4LuYOC/CiZ9v81aMUdTSHZw73VeOcTOspUlmJzxRKxj8/3StHyCkqoXBArMd5NYDceQ5k2eepZm0CMjQ/inn5iwpmb+/cqGLn3P+DmVzuBatDrR+qm9rNwzu4jwpYj+7/Uh/R9z25nHlfmK8ZTIstkEtczNc2fCDZtcuCDNwTWBAp78lcfE3wl/8MnrIbut9xMGg4DfskNPLG7ndG7LcCS82KMLFb7q9hNZiavitYeT/u6kuPom0txiStBKaePsxctFMF3C7+UGCm3CGq02lPt3UoVQHPySDscfs6H0ZYZfmtXLHEd2ygp4r8FCSE3k7CM7sF+QiS5+2XEbTVL3BuF3B3gtGF39KSgdcUKkXKHxxuP8x1w29WK8HLkiVAPNyLKP4evfYwqgNDeTm9Pkc7N8kYVrOJYAksLlT+OYKr0QWDV2BegZ5r+NEYaSPM0PO+1M7MnoN+a2YvvCTOqQxSLN0bk7pzQIOfP9uKR6xoOz9o2XbBBMhT0A0P+z/xNIGvMPHweudVH3R4EVCnnvqOzcv7UGjbnhMi1Zus1dmf27WGjbuqGVVlwIyn5BeDYafFlXmAAtmhiDQY0h8pV7UkS6NDCrhrk2Wnyh72onY2duM0tcIvJTprkQSnQPAPkCjbCKL4KlzJtHkXcASMQscyKlPR0dIcz/OtXTXyuoUrr7Gzqd8EJRSm6Ez2Dilw1nxbeh0M+poe+VJgbFJbjhdcz7mY/HjJNQvZaxLGqhWnlRlWkufVQG5T4n0+BWV1JTqfTyRseRRtpGL4AwWuYUbdV1jFOR6k7AMVMPEHvjOeW6XoeE4tIA5dqpoG0GKOdF0kH0hIzXvw9fgfV8qVj5DaHSjv8et5k/xAuFFrKNrNN7/66Z0FTmRyh3eee6yeeAuVYk9/LwfdU39WY5/Oty0a07eIHxCUozxSdiZTnxI4pkMRjz1RClq5R2598CqOheI/vf6J8hQPGbmBL9jpp3Nc/uGrgZlxH1XEbb60VGBSz/3bjEs5rxzcCXZYUEo2lG8M4qpMQOpKszjGWI1hRcSbX52JzNLHuh4UZeLSextZcZj7b5bolfK3Il4CM1gpw3HGfhZMy/d8iTuK8PUUm8GOkH+Qp2ItVWxF53M7U1pZBHoD0hp2CcAxs+FY1F+25msGTv8SB5IlEAzgBd+L28L378PZDgV57TNUfzkstHpnoyPzPb/tBsF3MR8ca3iOcj7gFomz0Y2vZL7j8HAt2E1jbLFYr0g05Q/UdzNWmwwchLAHGDkh3xIuOC2WfnDzZ7gMj1ibzPPXxYtTrNNP5Yc7WSggv6Gw3D1FPRXAlc7Z1Kl6hSDIgoDX2Bu+yWYfbVZHiAdRmvsNNw2LHneSLwBkuH/EN+gLfKmIDl0sdqJHbKiK5U/9gs/eAMdiV29LNUkmmTm0x5h/Sc7Ut9HznURI7A8MNsB3CXkYEj7q61WfvDDAxisfWRcOLZCGV/oVKPkd24YIv0ynCdtzKISS6OlMT1MkBa/GJzlC+iF3ZpDhtmUAOdv1c2sK4hBeLocTZKGRkhqM8O1yTKvgft/fgIWS/mJQ9NgXu+QL13Se7QeNo1cWVJdE+dsOkFLQMWZXI0rfLCaIfAoGaEmfMZ8+Gp67doZz/7jBpyqChb3MvGE0ekV+K7zG2ZH3ZtbQtH247STlWsDbS0oqNNySnitchmbQ6qZiUZJMo2n/4vj/R7jayhHkxHKHxpqocrqEF2lQoW4LMCfv8nu7edWgnX1MyhZ6USjBCOKxN3Sbo2qLvq+qiz6XDyoZ54hcve3WMr6b4lJLQO2+XmTFgi/PsGM91tcsO0y58ETnJxVPzh+XotMddszC/pNO9qIpyKEuW8t62akX2tErPypoN0ulJIEV+tXsPs7OONjYp2PzHcjPx942Uk26/ITxa2Hk+nDJArO1NgxZR2kkM0ElmkhpvZ/Ag+pdob/FqUlkxs9EX1ErTcfr6b72r0xz+D/kf0m8IOoS7ZGmokoJJUcZI72VxzOB9OUpEQbTxSCZOmYi915AL3xxoJD8juJKTrDtDD+0TEEBvwC79W44GKbOavAnqi+poO19JWMT/5DVGPtIuDqe5i0iIODVE0teJRcEUQaNva2Ewy1qSg5J9aRNsorlu9lQXLkArez1BpMJKTTATcV6MUEruv/w2K/EOkzvTRgNxG3VI+45cFrLWWK4E3R0p7IIySt0aWi0EAYR0dX5anZmz/SJhmILIaY+Iwa8qBank0inYe1R9g6BTbo9ISniM1OXeRH/lwB6CTBBc/F19UJw8ZVyHFkGTmyGtU/ucaKvaGpCZofYZv5N+rZn4iiYjT9TC/HiENWHFvaEu5gBMcwt/zDLTEWJivg+n/mPG2y3uAQIIutWMX/zNx7jPeE2vfRNLys7jtLb+CAgebaJcGctxzk9hpMOJ/zcTFb0HNv09KBfpxNoHj42E29a6oZ9XjXNLY1CA2+nRVjXX7hC6bZRq97Za8FYjyBIPLbffaXetB5drWMH+U8kkJ6yurL5CiEHsvXCoq8z77Ru+e4UZLDIs/FYiJqD87RVSKlaLhc71DqnRppMXUzM0yMsM8zVh4HEPK1vTTTgQ4jifT9PQUtGH6rk0eeQeCEIUqZ0rL4oySeaXy7OtRKA4IHMJ1PaeVYhs1HEPOL2lyfkgg7ZOkOSHPTMrCuIctuEsNmUWbd5+CVJn5V0xaU68w59rbwersLi03vNl/qciu+lUVmtbUAud7xvpjpqKv1JXkO4ZLi9h3fTcToFXWR+wTL/ulKImotqxsR+Z6jKNQyG8AN/2Q9oXKfFlxxaTmrZp2UfHMZXnxY2/wKCd6boCDHFNrqIkxDI0qtsSx5rvHFJ+claCeyVWNQqAePqoudv8FGshSMYchvOFtgV+9ywN48Jdf4JqSwCaEuBP07L8epqMszZp79fuh1o05695XTldECL+srXNgxbEuby4SnBX2vxtQFtD1r1c2adpYsyyp7JGFZ0VV6bT0yE9sAkwCUYvx2d85BFxlHzRwY61FBsr8xK52MU2JhCSPDzbFhGSWlOOhxgNIK/OOdg4VwSqB26PrPJ2Pj6e7hj7O450edQf3p7NmrAOcEzO1Y/OUrDRCE+w673XyA3doSiAS1gOKhiIOARyxhj3FI4rbzonQifNmrjn82Ezxcz+O8WiGvwUkIQH7+SsWRnzRCdpsTIecktiJNTZxG3igtwwD+QDqyzuE4Wa5ts2NgwC9gZ1jtb52orvsIC73lddEyZPWjFno+/j3Lnt8vqK7xoem122IP04NK6JGBOpNcrrwW816bdJ5Vx2WBruHoFXi9pquBlAjj13cUHtSzMvXDnQ4HVmnFRXUJVqkFuUYdgfKMsk62I4h+/1hvPhPP0zBVs+a51gq7L6+KHCndR+EPAp9ztXTBQAiG0TNwuawV/HO4fgx85GjR+AzFtOp3GKOtt0L8hyCSRsJ/33tInztHb6zbJPEY8SgnNquZOb8MXg/q3tan+4B2SqYnwSc6I8eSvkOAtg/lbRBIld4bixpqhe1bAXItA2BqOfQU4tOL5hfCnK4T+ECuXLCdP9v9auE+wECjGFIGG4IoYlmh8mO2IrvO2VWl+1p+4xVZp1bgh+u1wfsAA8NBdnX2pYWMm9N/ZrMiyyZUzIwkPkvoAJFZWtyzLrvK+b/VaX5QsP+rcqyHykb7qYzlPFj4qfjf9EKwWc8j9jp+X/jCve4GEoXxoq6lD6dthmZTMjFpek3v4lz15owp47k9xq+Vu8ehYOJBuxhPvRlDBsOs+Iqj+mP5xgw7xaW7IIdZim9RT1P+bVTRLjglUe1SwiqlLC/eR4tfdsHZDxG07u4YNWOvS+wNSjRAMV9J9CqwNFK2ewzqqGNC4ocpPk59SB1MECp/DsGDZVEMu5rBJKjcOspmB+ZaQyeZnai6lcjWyCeyahZyTdhn6zPbxiQBJMzlF4P2LyXHc0V6Fvn/VL3PdEBCZa5ZcAfmr3occDk+QwPYm1A18w1Pjn2+5teGNQR56DgKRwA423t509hOG9jBEVmB2NZiNnDQu7mYKtnljyICEDa5rO+j2JboNkWVlBi2mzexU0so18HJ9v+M50lXVasS3avxP19uKk+hXwGK6hv3lsZOQike9NdKScxgc4LibvNNKsbmL9B/QdLNaGCmjduw3y+PKN+e6crJR4LMVfAjJj8bcnvIk11qxrx+54OMOrO+zP4FNO9dAz/9VArqYWLG9DhecYBlXXEFM3mUzwlIK8/WuBohJJIdKQgROOB9zDnHVNY8b4tj8mtxWzj83z4RGU/mbXSlKyQLa+sglCRFoxGnlN+2BXNSsFsDJmmlDD+YUFOXm/Y2OxkPkgoLuMKG4Q/JDvhkAXN8aWDJfeUs0Kegk/+aOF2xeaxoldZXN64jZwnpH1lFv6xO1jrZix+7Nae7ArXv8UO0YQsUO1xZEDQuHaUFQ2CDEvbyzLSvAv/brtgXDMF3EDs8cD90IwkoZAtzYbAh2QEVEMbC80iMHP/eesuzjPE7ehY3qmeA5NqxeBu9/61zSqUGf+eUgRnugdJ5hVaz86GY2wNUn/KKCXU7k53jjvPxE+j6dUU8sGf+p5siwFuxOb4oFlykL014fqefmaxQlexNCLPOSWPlv82fOEhnPjcJT85PsGkFlL3rXzTJDBbNKwkxSGG4LOK5F79diafu7RXXwzp9O+xU3H3qOm/roUzKRLo8TMu65hrQcGbOQb1YHzjZAF6pwBm8GJFsA33uc0MriG7g9rDYaxk18IlL34qMHgP1WnJabYoLLQIzcxbrHfCVuLRiZ5TEkdcPO+3icLdYPBBuzC/smgg3sKqaM7pMXjqm+Bwqeim2AYp5f7i/Di2RAWic8C51F2Y19qOKvXyjMU8cr2q6CBjRq4N5I19ITVfUNyB3Eir95NnYSAKpsXPBwa/XPAu16GqftMxJ7uVCPxMaD1LLandyNIFnmIvokl33kxKUeQiRNLMSRuFHbSChD7J+1w66bBrTRKQQShw93gFQE0AXVgsMzAusMot8Y6qp9HiIf8jlEubhQ6Os7Ujcxe6JgEzJVelzpIIXCanTyfiEmg5Vr5SnUNXaI/gPL8lY7D/G4VJZmrTWomXl/FaKplUpy5N48RY8dTux/+CIGFxCIKKNrzPv/wEw1sYamQt8EEwox9qTx7PbqQIszIbuIsxxbRqIZivu6B2sM+035gQfMTzB2EBZ3fjbMVCjuH+/cdYGmcmtxvKiYiI0Gw3qzyJcI6EGwFhA8dHbbYYaqjx/lC4hCetlBCiEp84ugDll24izepqJbF3g/mYxtVdyo7T8rekyisJONnsYMIO99pSL19RZwpWyNJvdFIu/eI03+tNqsCBF+BZoestzyLA9hMaNqUim8OZMGeUuNxBA0RcJpNlougrUJTnJHb/1zDKGTEZdRz12LSdm+kkY2jO5RpAy1UqUDLk1aKFd9CYKrJ8fgHn9zUObbf9gEoxm0rJ1YfzFzmtdgE7m0oUbq0/EAOK9T1qQ39zg9pNoXomCUtEFDfGPNGfPgAAf5EnaHaP8PrQ+i9A7bpBW9U1u9R/c09Ldz4KuMVCdcPJGRdeNu331lWOl4QPDCptswycN+l6MbRs9jyCLUimGANuP8MH6//62eQT2ldRpDY9FdYlAiw9SNayDZJ6LtYsRLkfKLtD31sBx4vidtIN7els3n9yNn6FF3tuWlYlooeQtktxJfaK8fdIyVjHylv/me++VB2o7GJoiMKHdVFciisdM75HXmAuE28SNAWZ22Nu3rG9vqEdE0XOD+R2U/X3HNDbSSBcBB+2kW6AqeMR2mise426VyAbXowtoUCMaQhVwSbhbgSQmQ9SVhML56Ikpz1lhaRbV2WrL6EtrVaerHwHi5dwnm9itD0GygYCYaSosw/43+Pf0EQvC1CgWP/rvE3mblBw3lQJdKvsqqmhZ4YKHrE6mJP3fLYWy+834cEtfe9xPPgxFhNsdBNEGH7/xFTrvI6bjBqtDNdatpCyV/ZVjDaVSsMXAlpEfu1lDsSSED4tXolaME5cM50I1tIKalhIiiE22b2lHQNqmOyWnazHPvRJUHEeY0OmqkzXlFL8Z3BODZJ186KCMI1w37tiVn7D/WTnljLgC5iiLDbS2ryV3ggTL3xJPHDkjbYtqKj1YyF7j3dqaWbSNB3ZkMj/vchfrOUD+jJ4Hry7Ew/8CfDodcofJDNqwkCDCrolDs48xMRLt+7FcSChpNxv8DWoG47UkI5K1XDsjbPrKa4cwzSr9l2CQJ8BFvxOcH54FCLxMoC+HAMIuLq+3Od1FDa6qWH6g+uTMVas7DILNS7OcV5TXMPe25lVNROkpb2FSHMcS+4C0EbJoeCEHHJMI7PHXdyBB/suove2c19CddNXKlXxjsV3He8XMDlGwJItxu4X7ByFO6ZezSIuhBDzPOqFnI5lRsimzaGUtCIt8ATTZtlv2yAsAvPD9Vpp+XiVhVthrMLPXi/ULeztwn1u+2JxwKY5jqio6LOM6wONRJTocQHLfP52IOAGdV7RcWZj0mSEmRGf+t8b2IVTGHfq9lQh5tFZo6Ct73063dLHspkc2829Qp2C4hb4TXGMi3QQmOPMQNYwAnaLvHV6mU2isdB2mPehatitaICMkHE8yHV6jhg87PhxZnR/x3W9jgwkTEMwepvLtug0rHlOCdumSFBF/vLnyw6PmxI0f+GIvpPBl2bkjx7aW1M8SdHjCUFlaB5DQMUyzlY4k8G4i/PITjJf+n0iahxTTOH2ZK1GXd+6+2hxRFWUMNdGQe0MpC4pkCImDQsejpxu5wEHzrofcjqMFNkZ2l8Z9/K6Xs0p41fYXZarbzamVbTqgKjaM9cOdulCm2/k9WYtPPf44/6IPuSqFrLObBpOTI4hCn9tjNlY4OyDyGM1MwSs/ngy7dKVDqudcYKv+k8mOiCCkMhEQI3qgEiW5WNyZUUxMKqBBfKX/hZzZr9u3dTapxlAw0PGgh8KdoKLIuRdJxDVQGquTrY+pdRqg/4nZxLsvB9bkdT2RhQa4d626/Hyy+22Ceyy397AUpd1UoMANi8nrXXS5wMU7lj7FZuwgeXEHp9U4lnTVzh7fEbKNaC1+TAJCuhhtwaxkoPcyUdUdSXvjdyk7kuuqwJCmAFRofCpQ9Ldc0/xx5IEMIEAB7jbg/uCHahHOyVpib0Fix2aUPfZgbl6bUZ6gZAehpOIbsjPi4Pmko25cguxZjmCkkBufRQd3uooDhtTTUuXn/cr3d3el99Rya7vLzgAY9ERLJlF1Z6vFAGDl5W7nLCBRYluYzwozbp8DGXEojSraIvGyBC0BfBRernBJW9KyGEuY8KQ6JRk5VWslzllz+HJBmoCPpdOp77BQa6m68mdCiq/xSkAiRvVNuqzZ6rGzpPFOXG+Sb1yu4GuUKWFq9ZkH6omQSu5g8ebfOEQ9XPIIc18j6qeAnGiJrLc5H8zB8mbOG1SIaxl+mZ3uLO5ckdkFbGZANE5Al6oMIO7PR5VZkFHKYZNeaFzCtekvJx2Xys25UoEMfMuS4uf3MNLEouZZJVbnuEvUe3Egfi/uO/7DN//mWuDq0iBDMvAXei9Dggf1OcuLiDmzHxN6EPm30bJFNPae12ZLaSogowGEI7sv+JeVXyOViXjxNVWlwIIPoaKSWUv033VddApNeElnlZcA+9QOIAQT/u20fb2bJPAm/n5+oObEKtyDLqzlKrbIlA4CaK8R4DNlMME+gBkFTANt3bmy8K5cOg/4eumkjlybH8wBwswLdFo42uLCFAViSqDcWfANXtJpaK93IMzfRAGB6dZqr32tXmuDGu4tNOGa9JyKwLNNaN4Lxeq0tgGoouoUl0eyZr8wLQF5bZ6OSUfC7Z4So7ieANoFVWuvrpjCozBIkvEbVhcYsBycOOgNDGyiXZV5VHL7I9zPCkohaF2OlOnHmT6Fmglu1aYyhDSwbJco1YiduL3njEO9Z0J9CF7ttcJl1vn2ZlEvkKlwXFdVcN9mj53T5ZmXJ59afyEaPGHGyWT12vFyND/wtSTjXMZ9Wu0/ovQsy+uFxwgICX/17D5qgXaYUJHtcHJZhATrd6+TUf0fbxKmdWOoWAFHgoVTtheDqw9o7sbAAKKN9iMv0D4rKlCaPYTJw8J3pSHOAuLD0Ttg37OmtVb5clCfKERUJYUgPdk8fSpCg+ovnudBrOfadST5x3xPdRSmqZoeUSx+lsJ7jYUI51JZIACp3p0dp4GiwoE1fo/h7EWLxZ8B42fXGAXlcHCA4ehzYtmeZI73zlNoioUJejoyfO2ocaRwsZpsc1ID8U1ca/Kme8ItuytoIFk4ZVZrY0TpciM1LCfipX4iy6vXjC+yoXLY4rngcgO/gkUpQo3QchJr4mSFcsYfpwkh3teiaC4bNmA94ruALusRb+XEEizUwdqSNU0dxYNT3mO/+i7nVpqSnfoBIx3YU1QEObt0oJsf74kDL1c3JQbwf8IIgnoKKC00f2cVheoaMZjKZh84fCWX6e3lyOP2m0nlBVWmjD+dC2C6lBQpdKOs03HEHjA9ZMYdlEAZ3iOmT38EGd+JtMab1qWfsDs0xmydGYFuztJIQewUyJQtV0D6nLjmuKLOl8+NyyAzzxe7gksmdEF+oeWB3ZaiiHyhCT4TzAl9Ox3woAM2GqkcmR5rlFao+FPUosKxORvHp/oXSsdyI949i+1QsUsWgxG8o6wHJjvSSWnCgewpQD0aMjMcI3uUQWCoOXNc5ccmFDj9/K8jW/rbhy0NViaXNJZ/CV5KaHn5ldYui1Rc9//vOB0PDMf3jFRn5HzQtes4E41HgpLei8v6Xilh9weOpidmGcsxfZDD0lzmCfoqJytosdzWsHQc7FHSnFQg/3nSbsxWqNa2bIpPC6+/2CIQNzVzjeMrI+q4cbqzFsrUsUCE08sFlE/3CMeM6kSEsZd9rbP8SjPpXpKP/ric/PETY4gQAom3khsmcaoXpc7YuBJkkBALfrbN23AItXdL76ewKKdTGoT6mVUsjw5ltyq7xYl6JKiFtg1Wx+EH/b67rwqGTqSR9vuPaHcCKUG/l2LuZa2kbxfORBC+dExKik1Asnrshd4InLN7dg7jRVRNpjhDKLDPYN88qhtq+FNHyKNX9vAJ+PcHpYRYXpzAsrxuR1OUVJBXpQ9WSXI212mq1mYbg/dV8SNakrtREcJWGlywRpNkBVQm3XNjKtJA2yNTUZLfjzPEh3T1UkRT7FCmYaXkb31x65aranZ162K5zAk97ZdJcOl9j05NrCM+uz0BESjyMqIBqL1maa1oA+iRSO/oAwYEMR3lN5q5L6wx71lMbebBPE1vIHzKB+R1vAtvNjCT1/NdtCSD3zj7a4+TezvWo2xq1NNC3q4+s+MYvZyXsbsAycqyjbPnr3nCgKLJ591Fx2vrjOrWOuh15/K7EIV+AuPByFGK1S2UukKQ/BUVTVGpvFIl1VAEhqB++xc2VLQywwcLdGiYq+V8g5ExiTL6zU+0u85t88Awl9AbjUnVbf3bgwqwxpyHUtAr7FhdECyvQJpQtmJVjHgeYHKm6kRTY3psZly1bGtvZ9EKbkMi/t7iZYdtE3HVGYp8obXv7bmVLc/wg8Etb04wRGBknzjIYOtaKH9S2/aFUcmc9ImSvi0xx3fHSLTAijvG2MohDLnTVzW9HiV9Fuj+XtrONhx96DhsqebbhxPSwXGIzbSA2L/Lu2a2zMRlneR1KDJQBhiRKqDr+eoQLOj7ALlyS3vRv1aXCX3da7MgNxP94bRWVmIKYJ7rCf6lzQg+qDXKdsNLHNkHwKDuOEXtwszIWoZq+jQfEDPRRrZuERL9JVJI+Hmln+eiJiSPOf4/i79IsrsXPOtPAECvveuMaV7dASjhvOaTmXAwrfvR4O5c06NrHPf5rggmtAjPdSkDX5oGkvAHP6RvOt2AaGctMAretG4mC4lY2Xgj89AVFUyf8DUa3Y55QLCvb+AkgQaPttl5KxaumHGbCP3FsUp+hrPPZvG2EmOaSwMib11CHSfAz/idbomPAsMBsnJCUP0Xw11QD05NYC5S1eF2enYmi5fjq6v6FBENqzD3PwNi9vOcxUxMiODMf13LfV911k78YHbjBoqyscD/69iYIt9ek8EgU/4Ap3OnMqf8QkZLiG7/kEpBZGTTdzM6zTqzFy+qwaoirQ6g7ZkwFrS9mFhI6gcXuivUyNGZXCu30q+ub4JrO07j10Co1f4Ex+V1AESiKzJd/hAsKlTFIU5E2FLPWXdg55lRhk18A7vqwkKnYXbYN/jwlQLjgT9AVcOgCs6kFY9b4k3h9BChdqg2D/8WVy2X/s9T50uDkpI85dRt538b/GuU+Ej0vB4VTCB8Tal3EqSNOSuoffBQDqT9E9sSWS2YpgGNKFbmNgpjH2j5ImLYl9uDy95j2SVZMofhmYFvjiYQnLr9wy4h+GyJo5eRzQLtcPyd8WaO9mdjWlkjv32plwhHe0qy5R0XebeZwc0JVD5qrf2NrX8HYz62uJqgaS57ZMuAf3uy9R4O3IMjbHn7uiR/WnHlTwNsUfpNz9Jup4chIMAkRZfUdwbA4n0DE+u2ekhHn785y09EAYpF8c59QCBnk7ibc1QA/CWg7NaqK5xEbUTIJz5wZwduNvC761UN2KcaKJPxHQrLSNPssykDCFkFit53lwMpxIRLMxMOqiX/+Sp1Le1z1OxLHZkCtTDiu2FBoHTJ7iNeaMlkIFylU8en9JyaJ27IPXhQMqDl/R+1Xxav94+1sQZEs1WLv2lN3S2leqvtU8pycyZOe2LiZbz4cygjqcGS4XGGRga1oWg8cy1pLDUcl8mdIwuo6wrLZaKxysX57mHYpJIvpqlC1I59Ijqzm6to1xZYcyeKW61uyq95HCmElhz35stzYI4JqHzdf2YoAK25i55rCZR7tQ3Nt3QLrAB/OZsHaEZ9hnUftpGY6aaFMdDIYpoV6/9VSbvPiteyg83ulCHSf4OVkp4Fl58hq7zjW8mNjMe0b5s6OaVZEc/ZYpBjqyx5qh4Xv0T0IMNdaYEYm1qFQQZ6/1RxUxNPy8Hofi4pqU/QWDcP62Bbr1rio+0/jeqMwZsqK8wdeN7qYqDQTqcnKqHqS2/w69RSmbDp7i8vWOgsnpcLdbf/355hodQ6RrvkbrWnVxTEEWF8GiQ4HxbNsy5ElCuLZo/49sF8SJD6tW4X1ri48UFRwi0nauBITNTcIF4QprEZc3tsPsBtHm8gBhXhwT6vACf2s6/u34Dv+H9bxNwLGQ3YAF35C5b387cKy5y6cGoPMyS9jpb/jxB0nuizdse8MIrH4a4HSPpQWCIu1eFfdrmV+j8UpInxgGd7Nh7k9aA/JwUm6R5hiltRL2Xq1WEofYIn96LYXVvOUMq50ezkWNrQq4z1BbjM98jl4ODfTgomfoStgfHeIdbRJxmiaTKC9St1CqFUcEBBRiVy1TcA/lZLnBh15EGkzoK0papKJb2rjf9IN+FkAPHULKiEqQwr2p7jajQZ/q7lyDY0EDoQFfLyrHeILPDegszHgALfdc7IIihsd6YrPZkZbb65G6Cb9pHbAwM+fwRIgwDREyCxzCQ3EfMybPr7gDfbu1kdBQuBr7ShgvUA1D4cpnCqQ9eWy8/Ol8c8Qh0SlTMwNT5u6SxRkgftbO2IKBQ8rkjaFgGf3fr3U8qZ7U2eabSYiUGo7KmLWALmLZPg5r9Wa3CdI5qKbWhYYHw7VHgOqf3SBq68tY7OQP7jF6pVV0YEsKQ9X2Jghga9CHw8T9M59o/nmFhMijBt7eY/lvAJcXv7HL0z/ccmt3Oz6YjNMwdpNDGgANXTX26KZArXeL9kuEG/+r92QThkzilYk35Dd98K3Ttim9zwvLYaat+PTLo2JV8/FQuXqyXNj5sxAGkOSsmsZ5VghKz5HfeM55dnRjlOSBEc/KiIUc+4FstjtQ4brfIUWGM7WYbVgPKS4wyzEtTUB+0PDIH7YFk9klNBVs/hSFN2CaHVFioYxmNiEYLC9Tidks2kfX8KUHfrDFDvbhW+9TAFs9OQD+uvLH1GsFmQyq7nzxKo+Zdk3zm8t9/uizOtDr8mhsW/bGlGdqCKYXJmP8P8vZUha+G2icH3zV5PP4qmONOxxlOh/Vv9Ul6WTAhuh0652vITTu/h92W+f+QfX0mvWhmacQDYKvEE/pSGFLn6zSWf3i48l3jFplUDF5emltI1cmwMHml5H6pn779K0Mzx3CeQp3LGLn6CJDNNnZWEPGr64OH7kQI+EjE2d9uV7AmVxTX36IV7NoM2U4qZ2Me26bThig5FzmX8sIBRWFKP1VS1Q6UcLgRumoL5JZiY5jg/m9+rAigCYKDu1/EW9ngt+gpCb5B410nYu/BX1QZQdyJE/OIS0ktcyQQa71D0H/jLvI6tOmL+APJBTGE/S2Zr1PEczKRK4CHSkmc5aU6z/f/3jGnXduBQ9UdHTQehTGd3JyzRe4TX1likUMUukHGQ82RpK731mDBfXpLf3XffCG30UZ169O+pSCOpX3YqKUdl1KSFuHe9f+zAJlc3D39HArAENmm2HCY9SBQt/07ua0nbAE9MdyFyfgN6MQ0moN3IQUFI19f4u6yOxq2up977A7H/C/FFMMaWtWOYKKIP+kvWM5ivChz97Hpddx5xRbAqcrZw3orm55uimsfGKjWajw+sb8Otj4nCiFrRtJeuWdS8LvHIGiMpDNNPQ/j3RsWr3Vro7wC+D77827sqY4EIjMTHmUkS9ACFl8V3bx+GB9unvT+8Gg0FeEZSPXjYMuCC9SoceukmfyugmIu7e5XpMl5SI9bksDpfBFkDaTSX8bhZwOJO9MlKJFDirmraNo2I2F9TI0Jp+4C7iP19kjDngiq/DONJ6uoBhnoWUHGUceaYM6NY2xKZ7B5MYqvQWE6vckCxgQoDQvQZYHUoROQ2IgiW1cSVWZMSuCm1kHqYuQCAMIsumZBqj4umj5boSY44xCj3eZ7Rm50dePZzit4ahey1WObFXC2RVJIlGqkYnHvxX44mnwvYablITZG5WcgKeki1vhk6eysteP7A0X2SnZQikHRhcbM1Ok85leHGJ6Tjim5SMQoxiOmG4UvvwcMXtv7EC6ihPLUDPcM5S2otAebUqu5TpdAb8LvNguKUtEw62UpmhcvtAmaLMvFuQza75w3obxFX14DcgTShrDoFr7L13ph0Ji/EskgV+fiZ5+JukRQOf1V7hjCsMtD7ZTCJSoHnZqKY7CS6hsdS7Co6X+8zUz23HiPuQC8cB3vRHb8Oa0jmTxWHwOJRpGFuQV5f5IQLrbD+vRcsYbXZx0z6YQD9UdAopYBeT2Ra76XaZhVWQWpTAlB/AQUATRnkC/nu5BqzvDaF3KYObYWfyeu6MZ6QL7znTL9Lh9YvTrrce0DeE6MBnHZcXj1YfomL+nIIWsYWdBVU6pjkk2no09BBeMrvWeGqd2DHAaUK1R58U845GHoxVNXL7V/rr4uNV9HCrpkJ1k0U3grnZ7Z1299XmfdJIGUc9cOr5o99D3T1MBsXbh9KUc1xl0WFkJs+qqG+RJZYpH7UktJJSZEXrEq3mF5F3BSFrc+LnsS6pgDSzuLzW+xWBUsU1KTVukjHlUCiYZRlL36zSBG3upCQnHts8UrWjmUFCIOv5mU8I7M+LePj/E5F0m8S66XIgn0sR2O2bSRFvX42xbmb8/gcdIqwhGm5vRh+UD2Tqorsb2lVsKoDQJnuEtRPtUD4+5+dDhlZubnl1DyFPa3Y1HYk4wnfFkhJLAoaF6xhnsll5ripIw+r3nlMgURDBGpDMs3vcZb1q6J5A64d733oRLD308A/uNytD2M+K1ivnwgTtFCD0E5Q7WsGHYbpqjQuak4/CAPBWm5ZBaEfzce6rCEK1tT/bRiQKkO/uqAvAYE4+aNXC//iq6VS01zYQM7SQKhXbonZi9Qr2xCEF2RaQ9CPnkGW3Pe56+IQiUXhKXbzLffHcL3LJs+FeXKhOM75E83rx9+EX8nPRudkc5mTqD/fZfW7Qwp8Y4XHApHYLR3JVt8i5wh7laIv3g8/RH5UHtJj0MeArmhAlNk3+44fxgbDB9j+cYwWcYzBe7zSDRBHwkwYSCnwT1BRva32xqvPO6FKtXdoYYr8hoPqIhwxWZHPg3F6bOtK8zmpJX+5ACAqrvbJsn0kJNTEwv8q25g42N6bqzZSQmPCQyomB/93k3hICzKvrYTCO2kkR9e5ragxwELNrKKm4IK4oJZ/zMXoDKvvYOgpfoar+bEwl7ad21skMxsefPT59sNZLpCoipX/2+bWXhF2pmv9QEbMwB7e7P+F5RQ8uxxe4ZA0qHdIXl+6VuIPjUYeDRueTfK8Eh7fRPq+Usx8ryK6iJ3s/iY+2zuPyT7FKXnW7mS2DYxQXG/Tw6QPYknLgEsHoRAqUbPVU1YqoIlY2AZWW2Avc9vTigU6h2IGwNbIO+uoS57/KQzumz98J11f+5J4GXViDtD0tzbDNnoyDmKvZ7TlFNRMrz63AZoN+77e6OZQNLiW5GV3HlmqNqUGS9NQzJA3P69g8oitJXbV+nq7pyhmHFY586be2pJxVa66zSs3NN2vTiTmuGKy0KlT9Io1ypXID9ScUQdUKXo/dU3M50i/q2GPrTB0MZOCfMS6zArKAgSLE7rpIkivCFRysOkqpB4rYtLZiU8Id0NDnPfzroE8RKR5z0Wbq9bqx3AeV8PKmDza4lxmrKUifC4X9Bz4hSu2BMugRWsP2z0balaRBwbpdXjYIXyu+7gVsKEgZ81+c5vVGkfoUtyqKXc8IAldxaF1yd4Qjn5RXpi+pMkHBcUMHb+mn4SFek8Qh2EmA/0kzCHIC+6HykLGZQ8czjulJhvmSMuNp/d3yeqSoYJlrnQqNJzP/wUKPMwAN4OSXd6hLsnysIMFat3c/uwGzS3i8GeMMvZLaFhjWrsyaY9atxfuDZhcyKf6TG56CdT5AZp9SLIarZqrlhL61B7QAQ1CGgjGX04pz82ABZasV40EOM2IjIPHmXF4EnIaUqjdGrDR24QBLK4WlnSi8FgS9Qm+6P032iy/YBL+wh3unIQpQnT5htmifGl6QYAkZpeyni3RSpux2nrfZK3jgiBLVEnXbUd9xr+CojTJEP1HETf/XHxw5C/gUjhRoqUGgga8BZvmZ2iftut03ioeRVeLhi5MeHW/Ijkwp97wPh7rel1I3WkO3dWpUag+rZFBdm8Ql6BupqhiO9bRNe/F4lOWiQ5VIUs2OKMSdRa+1XpP4fiTWFlQwWhVYb08PNK1sWvpTaIMQjvsnn2vxxm2dCr/7whOTak42/a721Mosp5WorxZeqj0y4jIKcaX550SZ2d6IP6WLz+IxX78uOBizJXFsC2bhkH9uZ7IpXz0q7kZIeE/dOFbaEKdKUAEbWtpkze8+BuVoBdCBggIhPVvCt/iPGm8jhsKFCysBSxM0FcEWBXtLRmzyP4VrWuLaHbnWvAXqT+YPuZ70nqqILbeMd+JV4fWqHnud1hgXp/KEr6BBVNEW1tNlZUvg4uvcKWKTR7cTYjRitJn3HLdTae0cOvo9WZBlfqhuCTHNGzq+ri7w8znHay7xqtNmmyaTYqRiL3XDmKRY/K/f2/ny6FnDl29rZsq111PVKVkEy4n0HEOVRuPsEo/XEE2xjWwBRFqJIRnvYzrwcgL6WtCf+JcL9THSx9M2SQtZAWCRlAn+5JBnRgX4FOCgtTqPVXd7TfSdorkflhCp4gjhH84ROTZIn4JZV/aSpKYyUJoeEJc4e1r4FCuDStK1OXU9RaJn2xdyhj/ZsCXoevL/8eWFzlKA2woaPng94imJR/5WakY+4QRwRlZE01eKkdU6dONRP7WsQBp73hr5NLijoWDF4/kBr0yzJJC55UesYAP3rTl2a4L1IKPqfEgTl9KDrZeNy9ziXBfWFOoYH3QxZwo68PFvWuT79W3DsrH/VJ1nFdhFjcalREaZr3omsvvxv4OtDNDtiM2KEC/gFtWjd7iYxl3Ngns5wxp+bNT/IFE2Cj7qd04gx8eZjGYZSqh0dw1mSNs52j0U0lPotf18iUwL0raJJ68+d1GLfl2MO99hrFa8zfxgYiEtTviIxct1Qab/G8+uf0+8Ht7i7l7REMrq1iPx4QCtCJ/LdP7AOX3gUXCaoqPuAjni5cEsfl5X7aM+mBEL6lyUmKAEuCEY8cgbnCzuTrVGt8y1ya3uwo2b8kv1kPsLhbyAg4190f/02v9bYYwUMq20Du1jKM8Ckd/8YOJ/BIoBU+yOAZ4VUv7v7eXxM5dkyf5u9bbIqPLJk8Stup6pWV3AXNJkHO6wUobqCoommqhME46C8UzyP6sRePDajIH3MT/UMYzuvX01Kvsss+9zJoQlwX7dxMcJRjE431LOPO+CLRWYPsfW28cu+WgU7sVfpqM6MJmKijcJWCI8KzzDEfCspQ7Eh8dTZ+svNaNLgdGLbKJDP437t2gLmRHO7CH2rMbFgRcylT/dZZ0E2eMSPCiL6+JStMYk2xvHIi6cswmVGrzuAzgD1Ktbom2GU7v+AC/gD+Eb6eKpnyjyE0GEiehTRhJp+XVaFuhbZqFfX34qq7TA1PzG7uFNQg/VfFfcnCeOq8VMIUpYYgwyfdDVyTWKOGcJlTF/kyGG6qWwugqmUQZlL9qOccI1r/JRa5FDRijeL89/xMhuAscVf1oa/aq+blFGVyhQ2QU2ou2kpOqzximeGEcn7nntgr7Vpb4APLUFM7wRkZCYs6lyWA3d/GU3n61vOinZ8zNUmWoy3J5JYXZdMhMq/jqSPYhJe7PJpxqNduUQ818jgL/jDTi1qFcjB59XmDAYmIwGbtEzYB5PExyI1brClt5rUpCi8nPalDnKfrKLDiEPQtVr8MkyZHklr/Cq8RvE9gV4Krs4+hpn28wGCzGEeQduk9QEcxD5M5rEYYvw1EL0YQHnFlsu+9cfEjcRZ+OGytum/i53CL1OLbGa34Ol9i+ucspTWDrMvk0m+CtC043eD4XrjY6foPtS+eyk/PCWR1MvvEBgaAER6Uc07VJoi3CQOBIMGb0bVld22fBclsfTjaYZZGyK3DMBRYqrRHQu1jkjvwmw9C+rseHUnqUYtAFhS36B5llw5uuaiAaCb9pWi3/Auoe3hhqan0f0jnkyoFP5X8hnJtm5PTJR/VrDX7JtwRAkCbvlDY8mOrsOhksEhY2xhddn6RuXfCJ/YUCM8+D5twOkAXWbTEtaTWM7nTKBerzrmOlHvIBZv8aYSRjLAvWM8Cp8yQAZwRlphiNdZXTH69G67UMTli6EEDyfUsodsQK4EAO+hrkJ4ROYJIUrKic7IEDfA7KBYMHKesxLiURsUvPzDy+l9gbrd6VkV2/CYsrp5G+aPawkEy9IjAeQelu96HzBBVkBUK2EwZoLTm6ohse8cW3nLbm2ysHxC1HWwfpLplxe0MXg3/0xW2kw9dRZt8GOwr3Hz0V350bq9K+TgocFr2tH3a1JbkCJqIGTmZluWtncjNWsGwNrzkF0EA8rFGY3tkkSmEQAqRp5hSFGuuKSaaomg5JjJo1k05cKbm2l21l5G3ghrMzRsnB/4Bj5QdxMNZqXg729W6w375+7uABtu3HhK+rcUbpS+6TTYJGdVRpU0iSRKpYzC3j5sKbVfHRRpzBEOUuPNuB+Eb/DixYOCio07x6MjhWaFJSGQ9ulFJqZ9FER80wK2eg/SraYkFjllQpN1gzm4ID+yELHUa1HkG0LnZRfzT2rOcfJo5ed5T3JFZwfXmFBnGRxRGSV8qliECjtzm+pcR/c9rIE8ULaT3VFtQytz6WmEa3DVnjAgNyFTH0Nb02GZRWy6xn/VGOrWNfb5p5/lJngp6wBzBArpNlo+7jpDy+moyBJojffFWKICqcQjNw2tpM8gIfJwzVQ35apRjo3G+uqZ2t2HPA8Om3tMBhac2n8FMZWfFn0wj3xguu3A/Vj05GIz7JiaDJ0pquAvxsHyzQQMIMSoyrzm5rmblct0OO8FOlVhVY4emIDszSnu1hs11l6MGtGLMS01XaIiXqq8gnfpD8mOftZC0fzlAn23Gmbxuds9MqHh77mBUW1LqjryPBz3BAF2ahd2Op8cfgvQuRD6BaZzdo9rL7X+z8sb4HTNSkPc8tMWqlCqiUJBlyMfHe3lhwfLqf+DcvOx53RrKK7GRaHWzjyo+gOE287PGxL+stESWtPX/0gbQevN04DFsQ7974VCs+Mb1xhOM4WnrEuw5WpBR79G94aWByqxyT83/COeHMsWRrfOh6BCgdd/piN9nmJndOZhM/tBbpZM6hx9vnx4/szkXaqFaoiqlLV1nakjbhLKOOKIhzYxOeYmECgUwdoQ+wI1NCvaRjk9OwqGUgS6XRyXFjItQGv00GFbaKw1YxoSVuvEFMXGd5FKUCVIarJ8JKvmbceBTkw6Kba36s7MOZ6dwREQz3DbdsvetQnas41fhGTIgGm9l8TCcNcHFiyapo2+ED4Ba3U+acGCMoM1qy5elrCRA3sDq+A+7y/PWklbJetq+atNXZftlVPc4/siMtP34/93ZQRm+Ie2EaYE7p99XtmffkkHiSk6HxCqFKEEW+dj0KOZtjlrjIRnrOxpAMQMMFPnBGDNRBvJ9e/645lUPBTu649XeebK1brVcWwjzZjKQKcduq3P6FDPfiFuZCRAezIuU9VD+dPtw+vT1pYoTjIhb/SRiBPdwFocqvGh3XpnN8N7ML5yq9naVw3Emo6X8f4e23+6DJ56xL/AGTWPBzMLCTEU6hqcs7Ff2JGuYLs6c74+jp1QV5r3v9B32S58IoRFgzejVNAocPnDSfN5zQd6M/jbh3SEGkljjD58tQ5z59r3n6FJZEQqw0xTdyllpMMHIXP2zayeWVTk8BVQWjaDY5BznLjMlpo6f1/X4aEgEn6svRFpYdj+TBnLCY0Zw3laPlxivGrIyVNXkodX4+WblEpuylyZ2byuLwtmXJ2PlEXFxhk6vmBoAJY9Y85YV837iTOTyO7KXT+K902a2t2xiQAR+4n5jXLBx2xMQ4pq7HOB1wEwSr8po3PLnDONFxvEg3VJIXcqUUELFr8p1aFKhcVdbVZWuJ5LUDH66gbuKGbJ1/H4SHT4cNngwB1YrsWh1VKbLbMe+hMKZg/5Scg3EWlYyWWxuC/giRb1jnC/T1nxzjRj8MCRpAUh7lPwvuB62Es03iDJ52ZzWzhPvVPW6Orqqc/zjjc6s5KGEywmeTGnCpnUIdYvMJ4gq4ezOtTx01+WrHkQFS1aJtEorWowdVCkC8hUdHV4ZuNvJ6+ZJd5dpaHlVJEKkpV6Veje9OlujYypgWXwwwKU3ZDuzOC2ZbTvcrCs5gbCZ4HPRrtKhAQSAE5CkvgodFPfN23SWLOQzDVlT9fnb8T6v8v6uqvQQDRkztelWfmldr1gfQbL8XMDcZazVEAG4AuWRTHMcCaJeBW9i7KxTzysRu8ZaiMReIAjtuwUz5TOXlu1mbCrJBitg1PPk13twf6NS68HBenYabDlsCvMgmKtfurNB4Yct0zm485eOhhvawDFeElmx/2bLgx9bsMs/qnIimu+0RqraI90zJ1iyNGtxssTdr3Ezy7MvaNXGxdIfZE3WlExiL8tdnWRdS6BUxM2eJwx06NuqVned8zOEdF7btL1ZL6dwBEAxyvYLg/+cXXlJ955fXZRaOML/AfVcvlpOu+6xs7sYngi2UvCgh7CL52HVTZ10rVcvbEWEypRHSTXUReZLeLz1Cz7SCGRW23eaI9VIZO1133rw2VFzbMPJWE9rw91nrhwsTDGkq7gXHd1x/oP1UYdYJ0nl3ZshdIUfgasAcmfmjCskH0vhLtQ7epTyCRjCeSZKuCbkNjjtIY3QDRXt1TSjwSDusviZYTT902z5Y/PHPtwLawlqsveK9FRwNns1Z7JZOMGelqFWhKYCYwMprrdX7julq3jJv+cIij/OoZxFwF6dm/6DNFtbNPBrB8ks05UrswCk7tbwjVQMIS5vtYzgnJ2Z4Zg9nssmR54LU2xYyVSc2+cwFTQw+ehCrherBMx1Q7gfoSoHTscuuQtUnliyj1zH48pTZP7IdnlgoSPR9T7sogDnpDwCAqyUFmLc2I8liLjkJo189cOqwWfnr9p1u7667CLO/JfyJt8zdTn0hGFQA2ceokZhalg576AhzdvoqQCyqf6IuH45Ln3zeVsNB+KdvYSWjfDiZFNpnUgbVn7UL99mQjO/v2SVF9RfD7SbpqWhQIctewl2vGOhD55aTqTum4W7r8o6i8Ym/c6KtaXBlhW5HCQlOalwJmWIpW4JrpT89szSDBOwdwQartVRJor1YJnTOyES2mT3G2XMPVSfPJGYWXsORr4N39aXD4dLDiStYPbyUdxfNbZv6MHSis+WY3y6x33C0AGpUaYJvgEVCUpbmfjMFHlDIHIPap2EM2y4oF99EJ+RtSIsuZjy9meOIHHxKQioAP11Ean5cPqEEk3TwEfKFkT0Zej+oUMjYftvp1jvrKkHl1v2Q81yC6R+gcoLUlYArYIO+glWnUt/tCKexwlsDfnZbZdq6WKqueBEUjIk21+8QJP7dxa3SYbL0Seg7wLpH6ike62oOgaRRI1RXnlQY72ToqvnJt8e1qkPnTN97cYs4aW/rgfT1NQfH3T2gf8vIMJJ28tI9UdM3ZBCWhoB/i9AYQnIAnVEZxSCyAiHfszkzZurXrfkUzc6nHN8MgEEJHdV5R+DZJl6/YGdN1ydngzy+Bau+1qT0BsOo+njwH8yY2HqTQHTHtjjMrLMncuffS2Cvhyye4nPhu22FTM5TVG9i+bZlOkTIO6cEmQnQ0gg9g73gqUqtqweXcVY49Vg9w2nUMzbEAVhvgg7mMWzRfITWOCLvnXnVflB8+Bc+0Zlg7TlHHb+mEkYaimrLqPtOypGivEoxvuD/R0oetJieEd+dnMwbwdzFF+5h2Yxr1VWcLDgky+5B5g1YgCGRk1peNrXraQvcIu2XnqcKX1hD6HgESa6PgH2nB/a8fpesk5EgJz0E1Yc1yB/Vb2zRr8Ar1uKa4f1z1fxXv//tNwXSIRlmy/1aH7wPsHxQOGS6nhIXC0PRFkWdq7QFdRdYmqqn/AgYayLspcKRK7e8rtMTUfztv6dIPWnrosqRZXvMldA/Cs+1unAIJsbBWbmbbSq66ZhFs4RvH+ljtdyeHNq3Xebbh4jL0SYuyWIRZBXX0jBJHPskFUL+Zq2Krg3P1l1zlONBFKT5RS0rv+Y5yrP4zj+9+Om3dlAWcBw/9M9ufMLFbbhIhDJrm/b7+7OzTJe1EVLcVG6CO7Mpy4dYxWw6BR0vVc5i5+pUaty+tWWl9oV5xHkKBWDRadf+q4oxk1ujq7B177oDRnxAZTWleFqq75o2ex8DqU8VXPvsPDmPI3ChSO5kdNzq0Wj2HJubQ/FsoxspJHdRvLVNa5deDbSGrEg2feWC33aFbIhOoh1oOO2c/RRB/PqvheA2O3ukif/fwKUYsvT0MclPYGi8nii8UdkzChd8Jxr10gERJzxr1D/BJaNwy7xDCUO2EBfSF8uxIQqkjTOVLUX6LKuxRPaZVc3u9iQ2I2exkkpxLXG0R+cDal9mdK+i67NCqhHxqzsLqnzCCBlEEVGYFlvV3Adxx6Yf8MH93apTsJCJTwE5AuI8a1KcEPe9J/jwFdAQMbzCAsxt9rBdcOc1sQNhoB8BU9M52b+5dAS/C/oVkgTJqc05l34X3AuL8Rzp73uSe/nKmfqf/HdfIaE7CRhQzV3sV1GcaUDfkIXR4ZbTMn7BUsRGGNI6Qo2mNkYsE6mUxJz1EugRtczQEFc2y3pwZBsEs/lVdE9BGzJDWIZqhK1+H9Vurd0I1iScrIRTTg8XS9Gsu8MhJlfHGFFJnSYCo/gj62gZkAOKIg6B8st3c9o42Bzj7IR5+z1tczkXeQLUQW1ZYkzsgQS0Cwa3T5N4YqAiPOSft6BWfmM84zYzDKFnd3nBTWoNBrjZps5hXKsG7LG1ZL+6GFuVs9zQ5DXcK3PC3Nj0rboFdN8RmAPzHYLehyBdE6AGrxPyx1hvBXvcr/xjwgQ3ViwrM0Um48LZAFlbCajnE4Nh2B3e8NuLPGfSL3n9z8Cg4Twdg57xtUynraCQjChxau08uee8gTDWIvR0f3d899xeaGOeZ0Al1lFfmyo+ApfbhFfIqZmHtEJU20ZBqpEebzRBbg33TLdP9Gj1GtS1Okey+rNdPKm/wNJgxDqLEj4a8J2FKVYZ+tkEYE4ThP7SYskCu6o19Z8lyOXXAqG6Ph6uCmZrC+DoW3t7ZF7gD4Due3t+4t3OL3+KTUY7t9NI1kP9Y6WsIqO4QNVF0LQ0lMqxOEGJwnJQ5M3D/IzJ2pCXySwB19sq1aYTPXVQQTECFbxfwUsNAQIsDa6ZeNhVIEtOyl+Cwqc5UAIPkDcXF0j6wAR0V03RueyFuiCNFYzVvBvtf8PuIt/GJVm1WJh6oAtkSbW7ZUw+fa6ldU28evEsWvGvtu+2aJH1atY++1spU0T7DZMEBxYBTTfaN1ORammzUTWjFsZQhaHbMacvdWRj1zJ/3vj/HZFYUkt57kIG2oqI87oj5mV3tV0GBSBMT8SB1gNl17pd8pnfZjSFVtn2k8YCFUrWw3vAcR9fiTwopXhVYAgh8xpc6f6aLTwSzuxunl2uYeTJMyXIWAyC+hRDd8XPHG2zhOe5rW98FkymL3rZuGOrz7/3c6C+WcuV3s0tbo1I4e/LJAd7t8XCZFZ5CDGejirprA3BN2zkxNhnFpIlUGszGHvFJcEspUWksr/HA2M/s8bS1byg4NpZ5nT+Oi2S87VNrw5v+6UGbH4k3/6PDoXas4MJUnTcAqd5mkJfktI0IH5AsGZ2n//5+Ajn0f1Rg+TUTBgftMcmjd3l2VcOWd/kUc67miDLUXYubFhyz7KOkpbzX4cKIRz1C2xGvXz1GkD9vsJGYmCyiyno0IdAaZeB47eTgnmQy1g647Ag7l4IXpZ1EhQKw9QSzHhS4U+UzA3jDbCauI6v8eHPS3YvXWmf/Q8kvX64gbmsjShRmNuY3ufU29gD+eDJ6t37tqaPacoYQ/fvLmxqAg3qA9zDAkrJlb1rTEEWw3IRWK3zdlI1mb1TAX98c8oAnTzgZRkqk44eCKHCExr+++8pgvYNiw+AZ21H89FBZXFWbcnGb4IJhR54dwsobFWdIFbez7xIt/QnnhGKXGhG/gcg8PUMhWWRIDF8yzwK91uwSweVPwY03Ug1Og1C26FTDwaBarPT9v5fz+wLopVe6LTlJvNsNsAuWd1C9Mx20p4H2OEnB7IagiGgaH1fWZQcik+FILWprh3THnHaL5W5zStyb3Ea2rUj3enWFCSz1G/9eBy2nZS0mOD/KZddjupTafT/YPanbArqwgh3a9qU8zd+tFxZGQOczWTdK57Wcci/4UsOr1ohyeR2kUKGUSwbX6dt4UvdtuSWdfTWfbqmCWUFv5F4jliSXjbY75ydj+npffCOGpYBE6svGDYiZQdaMohkipn0SHbSAc0oIinnE2T0Cc4caU5f6BDQ+eau81PRb/4KIhoQqHesIalODRbe/47CDMY5+5q9GeeLc2DaCcTyScl4kVum9UT00Wv82rqtZJoNFhWYkcce79J84PvLJBzFbs2T437+lQ+ubUINy9AuEFE+Sae44daeI62g26YPHv8GtLP1fgHOME9fD57YzYMxh+i4ZSaNPwaNnWf+Ge3wTinc1XNaxTCTJGxwkgmzhimlP8xkWH63WUdKGisxoU/HYlnThnQ5XcsYAN2xKjfg1NvvxsEAh3SizAYuHnMxf9sHDYp9S+FHUka7qW3PpD6mhu3heNe6I1tBaU/armZRbpQW1v4w1/pMFJ4ISQyca9Oryzvp7xhAJgOp6JZRY7f/AaYa/qTBpecTulrp5lf6bVTaPGytEhawB5BdRcdV7CMnIitaRPV1ZALA4PS6mo2Cnp3ATVzHIBfupkeDFbBl62qqVrowWUIGLdnXVK53PWxa7IKgDqf8b5ykKJ7JfGGCsjrZQSXWqwyL8IMZfRpTTODGhEitlmSkYugwEf4EFPYSVVkfMXfq9eTkgbeGAgbxf4adHCdpyd6g9Knm2Bx1bs6Hypq8jq1FA2yOFzqht53qHiTqxyKV1fsEDyzgMYn7v/KoUjx807vSbArJ65y26Bz1unQssBOSR4gTqDXuM5Ubs8vlRzC64t8ZTpE8snXQ6+WlrkMewMInbkE4b7eKHMpW+ITKx4z/zXOfpxTi16iAgEvPHmt7RRVcxHIJtqyYtUkW6UiSUPz9Zxc1WntFVdAJXWPH+q06lw37v46mzzdZMDLXyb1D2X/DcqL4Vx60AVVT5O1pwty3doKs49z8xTgziK+5jykCbalNZTWGL/Ratirt9HgoNk9PzHEKtWY7k6q7Fd3GxawRZUf8tDKjEnC+bjvKM+VQxn5VOXk6r6vD/zQx5/MXaNHQWJ1fItnIurYMnBVnLbKsdmb3c5SRXgERpQjmZD+A6a0aAr8UygnIUCvbK3iZK8lHqqO6H+f3P6kblEXAzYjM6A/A5I89BH3kXeyqZQjpLmyTLQaZZf5WbkhpnVe+wYqQCwEmsHumY0pS2/jbKgq1Cm7uT5qQMPD9jTe9/wn/0JTZQbuloKNuccR7GWfQTNaXtSXxHSRLi2WBhw/7qpkudBKhlLUJGQ6nyFDgfLgmSOROds7nRv/ITc1t2HbSqjvU86/Vr2zxzNbPIzUa0PUoSkTyW19s4vyTGmxS9mUOMHogDF8nc6J91sZQKRu9JDCwawosWPvMq+KHPq35Zxs4XiFwNw6ubnUbHwXEYHyFZL6xA2kStKj0PRLqB70RYmfgYcWboOR+yDFV8mjkUIWh622yEl4itNa3Qxei4xYe1mdug8fmjrR8F4SsIGByr0Lv8RNHm6JkcAhv9BZ68iubTwmZO+2S4JELZeJmvxEJ9ZLSqL0VkNRDKY/Ky/Ya+CAf+W/g0sDDoSFyHc1iT3tDYl4eOvIiS7Bh23PmO3RLeAOotRmue+/3cWknVwsVDjrtAb7oi1LIqn6hAGp9WrveV4yusiE9za+G+HX4IRJ4iBa0QF7WHSzfNxJVjPyYEkFxufIs6PiseT844Q4EsUFFfhiq905y0hdm71txcn5vwnD+GhU67S12ufbxVk1i72YDTdGx3f8C0pYGlbWA6sO+R9MfT6DmcrClzLV66US8KO1YWRjtoxMATT3QxadPgP0pv3VxGVdyPeSQIAR2n0S19zgdsTSvce4fdHbNci2TMcOzDXNvyWgSyegGXDxWHd+yKYSAGTAjfVe1urVXKCC1m4XRCH7D80MCWv6bikgO79hMQBXnoTSw/ZL4EPLKp2uQto4SkjU0johXhz5eTudxWPEUDzo7k/AXrqtIqCujw2Q/MZnGnlWMua/TNagxZCPEzbPW4dp8vLtu3pNRRl3hL1f1LDmnVEdSctPyDMWjN4Iz4f1PqIXYGRx/Lib4wkc5gZKHB6+uYRUEZiWxp1iOqAla4wy5+33vcfSzmtBb8zgceqoxfj49Zrw2CIjf8v+IWA2v9pFZ2D84atANqHUhqxdknRNz2O6u9CTDruhyTGBqZLGm7KWoK5kxF/INTCRnUvam+jnmWySqDL3VNmoUAtO8XIe+zF2Nha9dYqmJwvI+khFEUmbQVuWE5PRrOhD1CdDRWHltAQLi3DJ6qyDNLP85VMihUnwmu2dU4a2J4KTOF4fNbbJiR27LniwNCJUU5F2X4CYJN8KLSaeGpRpQG/R4lkSFXsrG2wetYHsf3+1bOrGWCdBd3klyw2LitLqlItkEuychW9+YHk7Ic16kt536jC+fTt3rJuUMxSjs3ZAdu8V19ixjm3vJc8L/haBT7BTpkKck5f3SG/w6xizzNdgeFQm562VxN/yZy6EXqlILVWPPEOtaFLl4hWX9myW6YY22vNEx8OUR2vAA4fDcrHfavqan11C7hYxPnu8dLzkGas4NtmTPYPzI1FjhJcctlyB0k2zmBr5DKh6YQjba/N6VkLh7l3s73CaZd7+7tB71acrzJo0tgxINBar6anFeczMqxhuP3Fyd9iUFDGq2lEV94Kw4barGsl6re2Os8P+sWCKOiNiiSs60RxcsNTk09tbfwwfOej8YCBAgTTb3RIjEGrD5jPGEjm7G7OeiBcmrDIJiHTWnsx62VXPUDhMH9i53T9xu3k9ds+tnt6Gkgm5GsQdn62i+jJ8NiqgNnGnBK+pO6a0Gc78/+r5FiLERuts1wcVS/75IV2zSQd7BcP3CnEe4GMKkk/iwHImhuRxz0ntU8DWjf/jwjUU4nVbT52X2nvmGrHRqBel6kZqlzHNo5lNIJJaErBWSaQRNCArkyHEM8G03EQnLeBRA3yPDdSuta5WeNz5yoC20GlWSaham956c9sluP2Ut6VpOPpQhCewt6WmsDg4sOOURCCE9vv1eYrKhkMd2ehNoQsh54Y6t1WyyOvAbumQrvP+wXWsJ6iURrfti3mg3MVIO34ghzh45m/ivMhWE0PTJ5wkL2fGmNWRnEpRRTP1liIaWtje+3jQ4Gbxgw0vhPhFzSR8bFPgqjTIDVe7KRIsfIRlTyPYfWLAsggwsWlJRiv+ZR4EFR1I6jD2U46aX7HjveufoU2oY3R5VNi4DKa7N6gn7WrwSD35QQxSq/V5Du/HjJWqL/kmNJHpwoRDM+HVRc0SCx4T6m0lVWSPAKduDAcWjOyS2om9ebY0og5c5jkyIrrIV6qCRmzybO5FqkNRbgCHEM0ZdDyrO1AGTSDKuKgKqvNU9KCndkn3KGiCtb9tsFqQR8cJqY8/Rg7BK5AlOkPKoWC2for85dx7f140zV8z625NBu6FvkO5iMA7KyccXnRgURKAqtMrUmLRKbqHdFn44mIybVpEscjrcFzRgW6eJKfrSAcRkQO2jgCuYas9CZrQhKXoKAk6V2+mk+Z1xQvoT7WhfUOEo5YSIqN9qgjXrlDwG2Wd4BmbI1ZLSC/cSmSaydaUsj2ASSN82XKivBU0Bnhq5NMlFb4HUYHwVycBm4je5h1esSsXvYtXEjPW+3T0YA3C+v7gPnbxe4274lR96PLfImB2/YyeRZdmVYA5cil5nFuhjU3bQ+X56J2m8Iu+ohWKUid7SPEx1m/5rVD3Ga+D6CoOFEzgBcfhZsOzLH32DSNSgcvIgSD6SixEzfDnJM/j5Y6jsbTkCRZL4h694YeXKicGsD8kSiSwF+p5p3fx961xzGoH5rHjJ/MRVSgtHfKL3ODvI5HlS6uej8lNm/p4yfm4krzHeZ3qciPph0viMr0cBDdD7I3FJrKqxUlCiKq0dcg5VlNfJYLHMRM6LgHTIqoNr7a08Sn3PxEPFLoobBeg87DgloCzbISOn3Ath5Ez8cM25DiJsQdpK+urvdU8//K0zC7JTamqp3eCFCMOIk84t0UrUJUWEFQXR3204rs8o2r3o4ShMby/lcqoTWDjzlAqxEpduIwQmY2cLYsS+dDL9ECA8RBQcASPKWse6Gfa7Ix7pjmg0l3QrpXtjNzWzGE5qcv4UUvTeTX2BKSTIEGH3Qc3p07JQmcSLWRPJkWqlzQx9lPknEwXuNKjInNssGyvU243y1oTA4qvPyohZAySDJ4KOdmGEfsv62L0zB4J7tUm1mKH42dUiv1g5sCEIo5BdRXdayYY8WVy83wDZwDn6W8V1MPVT8pO+LORB6HQNqz0uuDyvLm2D5bihjNsSwqxfPXa67zLNOcYiCwWEaXIp5/S4eLCGgAQrCUiW3mGcNi8UJbuCseUO62YvWVtcrKkkr7NR153UoAMNZwFEiMtO2xhdVJ0djl3s7VkdkqKCUqMq94PevpXSM6xhnN/uZOm+HXtC0TGwvWXjOZNG+gr/TNazD1w/9Os6o3e1+bajH0L+gKwNp+47HoP2eVREKu6zdqwWt51aIq5SISg28cjpgL6v/7uHKZNsSzNb/XAqRjX7yas7NvLRgx6YVFJbvZVdEiWSgWKq7XXfTvaER8JGb2e0xZVxAPlu1nEai1ouyCaG5kSSatYVncST10H/tpFD4CxWedBHEDVicwZFP3OqTPndShcVrfoBoHOqVnCTxxUxbKs5o5NcE1JjuFOt8zeR3iFEvEvVEavlv/dkS1iXnhEfFj702CCWXuvBBfOIwDK4XkNJEXDPCXlx6aK1+mndF2wBCm3k1D4kpueqZ/pXTSsKr73lzWdufRM16+c72ItscY2a3uqX3366oWLsb7LRlCFucaZQWujC/nQ8lyF6vEDG8xuZflc6ZZcbgc2bPFSFYa0ktxlL8yVDEdZfN2ekCDjK59G35Uqj2TwS+c0H6LEI5lZmlRNxXXedSyPMOWEvopFkk12s0VrH2t44colJ8zR7iAJ0uhYA2FMnetvWOA8X5UA1ba/rIUoZ5dfO3e7rS1zxLut+iH+iDNalfOOeaF8CtoyjfgtvqPKr6FqbGnMM23wPmdWXxybO7IItvCKrWLsvA5loYJXTyj1kli4INywvuTC+cPbJPsIQ3jKsCv6JrO04xeZ8TvgYGN5S9Naj2xwadWNKvRVQ3cqojIlwBUwYvFMHBj7f6XNylOH2ZiZdHr+ZlDE9AG/BCLyRt4KbsJhu/5m4cJ2eUTHItJsQC73FGZRk+MT0E4dEWEXUkOGRZgOj/jI8ZtpGNqbt2oY/pcx+wJYV8e0GLmFb+0/owgyN9MRpIdcSX60djIejhBaeup4r3EkDDmiI36t7dYiXIbJ9+hFKSOBQrOtVsQiuKXA0jccBY7Uby1cN8CxUW7+SKnGm3AOqEIrG9fJJhxa9gOPNlkfpqkLFW6q+FE7l7+99mnnvNjS8rXx8LWgpvRdseAXCOhpV6p6AFy/bKeVGyuaoeYlruMbO8IKVs2vtVjzM38jJiHG+1W1wY7Pr0pd0sWG4NpDM5yFFBKawLPNoW7BHHmGzcD4vD395UBNC73e86MiW2iYIAnQruvhm2m/P3jlmXBVIR8wXbkuIWtGbitp3iqEt+qx670KiWIQQNi12j+AooqxoJANJ8AjmldwTG/D1KAbzEkXj8IQNrftOoqnuiV+ROk16m59NXCnpiOJdvPEVnHUuD/rylron9Y2213aMk/kclpjKWX3Z6WMed7JTuXN2oG9PDOl9HDntnnb7IVA0j1Z9IlDZOJ5KxZj09E8N9HTY8/4XauzXQ8DB0Dr75mnmeCsAJKYyw9YlBUGGHPbPrbmy+7eGC0Dv6r7Cu/aKzBlMDQgJopa3AkPfSu0KqZCZhJ0Na3ZKriErK3Lf43mOVNGWpPB6XLaN5TZpd3cE52nKcKRhou35HcvSyoGEmt/yqw3CTdhoJwoeG08TzbQVYHTan2RqV1gNxge+TtfUun160ZQCI8eXPlaPYppQuFwietzJtGZ4QZfu8bo3LkR0+RCx3cJsMAwReYrt5yF9CLHYtRzTMnQV65buOacYZxsnvgseEihrGm74z/GWEnNA9D61P8yp/d/0iEDSIHsEo5AMAP+jo+GBn7ky5xN9WcpEjJTiRcbKpATXAY3BSGBcO5wF95mt9ads3/jitlZb8PxIJAuPq9TA0qNmwqq1B78tOodhVCq4rGMf5ZpK/c21gWhFnCsGWGal2RLP1AnjIKUrZIBu/QXbMeVk22S81C8CLbC/3ByNLlJYKDNnRq4G5uzjMU7+/26FMh06+VdALUI3RyG2XigsozQ9M1u20Rf8ITgH/R3WLMEc9yPrccDjHlMPqAL/y+6gvCXirLvAD5yQMidA7eYO/h2VZ5C6Gc5awMQ7GcTZMtXVx8amG9pvotrPwnTE14Sa03sRTQwU3LdX3iJ52tCDWquQdba0s9el+WT7h4yJGmXsE7DF7CKTToJr6i0q6lrdQJLlfkTCJNMrmyYAV7kcIfq1W+TgQ2TSeucAUIJy+eIrLndPRIcDvSO1bXLlbiCdn/uBrkWYJCRSzamkPHX//pG0pbwUu0VPXMGt6atFXlb7Yf5nWi9UuWYOyJRC/hlyeacKdo/lzr/JGm1+03fZ0APyRZsMYq6486s0GnY8OsZQPahwsJ7D5VCF/+7eJjjOw+XNjNxYiFI7QEBojrR6jus5g7dBUzh27yWvfMEw/ksfZnTG/U96fu5Pre6WsXEgdflL+92CKJau0T25xn/LYwjBY5S5zBj5/noY0iD9G6Fq+WPQ05bZ9c5dizlEIVB8pciePT8ou+14LTaF8CWiYL4BSBqGVvmZMwHqyvu9sKvEyJB/EnSh3lEC+AI0C2wn1Um/nCBZuCKuvS9MDzpKYcyk8zZ8/em7iQ/hOZCUCOrwWsFFuk0ShxZb7G28X5C2PnaVsgvQuY7b7P3bKBrOU5rrJeNvgluPMGat4nyrPNJsf3SAihKwDUKEFrMYyB62XhlbAraBqLP9XhUpODu2g6RjHBo2rQQQJ6hWNUq8tritHbzOXkE30YbVfrpKdDHZWbjvGH+klTzkiEHNLsT44qDK18k0CNv1QAewkxrALK55aAHwyW/jpwapXcYgzOHHwSxR+LoVZq0wCHsaUlN0KQC322UPoKUcOQwCldy27Z9SgON1TT+AeOBxRAs1KB31uBonDKQQa5PUzxgFNlSoqgPj0UhOPuY4hw4R4/d5gecWh/yHCXf1HO1E/Pht7lLhU30GaRDDVy/+Evr1IoBb4WBKttSuucpk8GL1ZxblJBn+qLJHZA2XJ1VJpGb9U2aKn8kLsVtUZ8wQFJUSEX/DPYdMXGciGwcR9VmimoXLnrjbSxcD2ZUtjUL6WdNQQP/2iCfKV1Q4Ixq9msupSjp7Zt5Jm+eCHZtX8PLTXNVrjoVCmiVLjdCu5P23XoH45ZuxBP6o37BT199IIrOsh7qgpvHVJT0VEX7yGXHxpMkkXG9JxiIDXd2IJ0p4h9O5axrA9ncXLb6XjP1dhC5QszpGnkviA3eRUp+XkHNdsilyB6vLDF2ULHGXsqwMMnfrroSKxH6WJVDcFJ56+nkQGPkknedw8rLTvP+0OoVLJKjY4jjLYo6/wvbc9jegNawiHE/v3jGpcZDXE5kIC4xrz1aP+8qSzAJiychehNz7qAMB73NpvJ4fSw6wxjqLj1fZpYVAc0BKjPP/UCD9Ly+ahiCwnLrjORAw7sFP1U64IIRjeKmnIDZE5UjQHsAqEus2t1F0Pz38DyO7xDS2OBQsgfk1Z/MRIZ/3Rp9EREK1JjLGtvWt61vt3SmxUpinmbgbUF6qWiE5ZqIXd4NAdti+zhyyPlU8JClEKlXFsJHmNl1ZDkfR0J06ZE1CvsE4D1N30+0V5HGmKCjGnE1riRjtDu+Kc/8TEmwKkK7XoXKS7G7Tb0lVYsiVxldEEm1+gz9eQYatU+l2CH9EOk9CyVD+5Ei0N50NeRqWMVXwHe0Lo+P05mkhkkUpIXTkyLYnBJ38YZdUDTqMik3fUxrz8QyBYtxRpo1A5bbjcvIzn2js2jJDhYk2iJ8uav30rUJY72sZDS+bKmlrC3lBLe22bL6hq/ytr6EYV40dWxFkco5yzvZvcL6oDsnRMlgLLmGqiPn/8fv1y88cTMg1GyD5b7g7OPYoXz4FbQeznY8UdrYp8h1t0tVqx6GjLotTtF+wcINoaf5mT1g8+jpzYyCIhltYXZLvKzbtk1oTAvbxPPFjtrbpUV4y8rVKJsTb0VbIa0T9Iu+oXUSmMJMYofmgneNr+91RmHPowLnQJdaIzHGQixl/WVGXVW3WXymyygYg9OnXAquM9glWXK5gsVrDO9Odf15FYLTN1aB+SifxPyr1fZqxvmFcziMddiZjpPfX76sl/ycZ4rGQLqwoWMps3DmBDMptz1HLya83ccMVjiErx6UpIhUCfiUp1EnJK6WnOEfQERVuYteTVsavvnwmx6npgrEceYVjwA1bgr4LRV1AVsCmCxMHjQV9OOKgxf9sjyH8Ch0DFU+pvwEMPEVJ0UWGyAoT3P2/JLlXIWRb5iS2MHPCMIOyfBBlSPneeoHyAhTfQuCMeMujvfuk9xvHlqZyLmJ+bCYba2i2FM+PKBfMgixVyf3qgYSxUWWU3d1V98ZgJOws3o+tpiPglKO/v6s0SYIOcKW+c3tZ2i7C5COceuB5TVvcpnwScK6Czb6n9l2fEEphDUh9uxgr1KdKxDw3XZReEpcmA4ZLqscYmQvdheqlz0nNiMfrEh73Etbu4T7vtOU44aMtkoYXVn9ankXqt6sSYosR3dpVR/SopC+rgoRaY67DITVQWdfMQZoyIkwn1fN2/1nhV9kNMBtBNalOgMwltV+TCDhf2XavnkBSTt9fftEkyUnOI+po0ZGenrMPEmpQM8XhwHgXmnWikR5HmaxQJisDzT7xZi3hnVDb0w8lwWbV0T8L1RaiA+dokPDcVbT2+HU90BFuavuQAO5GLFT8g6t/vYgotvmcS7BR9YO8gNEhY7D0T84ewbw5pTfE1/ApyF8/SB9AtNWVthuYh16u3wEOC9nuTUnhAhlZUDjhm/0yCki2o7umsKajN1eX5lOrASxeY9iDDuG/SIRrGw487fXzUi1lKn4Z3GAyhVCHFDFf4MUN3lpuNLc0aznJoK5TGhmvOGZH8WOkk1KKMqGVpx5/JzaQx3sVC1ou/xMmnKVXJJlgUCXQ1bJQrAKFL0A3LrVBboLyFEkY8KEGNMYcMSsfrCuWrhf+UW29jsqinXt1sN5Azby9/QQiJgxAraoZTBmvhT1ELfLZOjSv8WTuTg57KTD76px0O8wbTmhArEYz1csNNnSyclcDIL2yZ2v7ICVIy8HU5FrVLxS0ucRxRDYfRNbcgMWHM1dgSvp/asvP90JDGuanMRxGURCz+p590oy78vYq0zXZMnWTdVEOcZ1N3Ct9a+lKwe1c46yTp3EHvXrMd4b7oo+zr4Hv/EJpxH5ptjdapUOBmh+U14Y+CyPabFcU3zszau5xv5jF7gAlZXL3nW5zq3Ett5G7/RPgBypdDZpazT00jbTb8c+tjN1N2tgehK3+H7iC84C9JBDzkAKiEn5SbX5J3Q3L6L10phnHvX/D+TqA6saK6OKdQTgHrJW7QN6jPI/89upBKvQQFLYUpXU0Z8I91s+i2aw+y4sZZTK9dD/shoHX1W+rHNqbgGkMgIZeF0TtZwwyOTpj/OGmhNeLq7q2JPJb77zBtd2NyPE65zBbouYX9eVq2iE/2wpzIN1CaqX+bce4g/OOIDIe189+4QGqP6DWMi5jmdChT8M4lYAT+Wn6WnajIoSJlvGTx10Lt0OZPLwGw3BHFrwBrwrEhHF/BNPCLZhxFKA83q5JngnANlQ+rOjacGvedOtdrUXezLdUVQLlKublVqftJ2HY0ksuZp+1Ohbpmvdldpj2goiJ2DPKxE3/ExvRzqtv+sK2g8EaLOSAzaMIl4aJ5hlqFkARUzsTPHYhR56x5VxBtNm1fHcgsLFUY7QePqF8ICtIlu9GpLIE03i+Yz68LTm5E0akty7v7BizswmqG8e059/5l2RLisilPlem97PD2Nyzp14W0nhw7gZgBVa0yP5ATwF8Zx7ffvo9RXjp2P6WEpmWqYO1OgShMuRfHentimLkOrl9eD+4dSoMzxo+t0giC/AlSOqASsu6lj/f81Kyw1fOpmbIeZq+WGauTg/aAY/2jwzh7iJA1mUOvCyYzS/sWM8e7A9qZCFI3bQVYu1XBlI3vhEepInooC65AFO5+ISfo1KF4Bnd5+f7Ade0ccUof1immHk9Uolpv3iHqCv3+wWHP8lycAaRPr8nKPHE2EY72mNSMWt2WZ4uxns8OU/nU0CQLOSJM4Y9xBSWRrhgxZGmU4tXP8qXoImDKOPs2zUk5ONfGT4sYjGCHTSARu0RsQwiiIjY3xD7MYG0xcH4017BrRj219y8TjxbnzZpTQrc7QJT/MU/pMHGJLEaKLIXXlfgjRB/atCcbXdhpjZlAbj2bdwvzk1ooLbTyAiQdFlCphG2Yq0Pw+C8vkV5yBj01X66u99el3zIegHlXnwaMyXxXiGftiJg7RBuAB0/vhpXsySjwplnk3YxlMuUcDWgwZLlByXXMPnHFzDMw7HfFr16V14tzMhgTHsqHkiRtYcLoJmZP9Hezb/GC8yqVh73JUq9tZZKnqddBjyyRJz8uHCyKc9LY2vSsKxegGjty7iBAT/u+8eFrsj+TVZ0378FDzcLLJpdOk+kpFZJ4UewmrYuiGYqUJ+Zjc1Pq0eeVYhGQ5OCazwf5floWhYOukhhTBqs0Eocl2A1Vqnit4CY+ddT02ovI9M5jxe4einqkN/puSB2gDZXlirtu4J+ZnuHuifX9mohS+jJ24sN8bgGeGJzbo1LVmzACVS25aT0qKMBM+9zp/a9HKJ2LqP9SP2mDSTSzVjWgA3x3L5ielPvv9+wDmPjKQdyVQ+ia0fTaznDbfjYsbvIxNzGDTsM6ESh2dIqasVsV1LbvzS5vrfjf+s/P041HgC8/OAtWI7RfdV2ZtEqnL4cnRQ1Bep5i/Nx0gWOmP4kdHwFAjTzSjk6iSpMaaMlw81JPTMJOPuYxVx98QFT6oxfKbpgarjUgTPF344HAJzlCceBRxskcA6auB5wu8hGsMI/C2gD7AKxHP2SDV1Os3/k1vlp/eCW9qsABVwR3K/cPLot1Di3SK4KwWqYW7lBoziDfSwdEITg84xZy9iI90x5VSiLJuxIPwnZcOHsMGMvF9yrSIs7YiQ/IScug3UKTntTzyVJzXYM8Yx3R3zk+cN5D2dTtow1gI4l2L7pa+VDv5S7F7VDk0wcYqptDlfnSC3yfWOTh37RskcvZhxq8Ii+dTxM0NfeK8IxXe1e8U2SUN41ugjFKpH9Ce7aLgJiW+WdUH5Yomd7tWVzCHtl7R9Uk7uJ3kNQs5jDCmFasZCnIZ4Ff9lbWqFpO22nD/luH5EPwnHliTZCyh3uBqou/xLd/fHAHsXiOj9sKYRJD7sxG50Utoj6c84KfBNjS/0uzIqZ+MlIAisX04X/Datz1vq6TEZzdnecSeOdvneTYra20KAblov4ahNNBTunHC1d2CBcMcgXccN0S/WP3z7jKgyP7JmtHywpMwjoZPbvNMh38Orj88hWUKdzIEElRU0gYaz59tWt7IrRsNzt0kZ0S1cHbDvkJfCahYFtsEsxFdobA2RYV4VWpXGgmHwWpC3lNc/pahUT55UgOZdrQsF9pfKF/uDN2v2prP4/vyP4VsDbWlq/MzkJxbgJo0AB7u5sp9X9iur+yNJJo86+9oejovWXRpNV4Q+SMaubqf9ss+NEEfP+RjwFYr3VD5DC5I+O12fsr5s97UlxchpeXqKa6r4E6pKSdDzb59D5eK6aBVk/dhbXFxCVgotsnRAnXf/iy8dsPY/X2WNTmYn/SPWHtdi6PCVPitQBM3aW3tAntIXZLF5xRBssXgXzz/rLLa71RUAwOIcL2xU9SnWk0/MRGsIpuV7vdYaGKIIZiZqP91JMG58CRG/mxdqnhhwxXSM50UVv3pt1yTwJ5O93uoRZsjhlFSlhQDYRlfc6hMtL4eIC+aUpRhzAk1j/26f+9xjwxHGl0CmjbvZzYvg8E5btF4MwGYHgW6DA7EkhsxxxmB7KyitlrnfG4KQH9wfyvkaaRm27Qg/ZlTh7G0ETkiaAGWKtQVmY0cL6V4pClU3IhfbKmEKsNTqz/gfSkNfqT5b4tvlz4iHx6wpMtMmeFrUM3ih1LTeBmuOgBXkZr3JX3KVPctsmzhehywNeznOWuqB7lRM94X/4PZO76/e3ipr0IhErr5EhwIqx1AD3ZeL96hNGXLoDlhhz8u22aXB/xuB5lewavhbE9LW/M9jnBnxd8mCjAixFMqOAtIykWBKNd52MuIfs9EdbnJNCDIaqe7NFFL1T9t0S6lLyiNbsNSK2btIenbT2UftzFyqflknLb0knkppVEp0DrY0dFeo2TqPbl0E/IF5iHNwxmRXnZk2SI9V+sMIrX4WBluYTA4Cmnxri5a9OODXw1Rbn7qUckFB11dT9liUBySFhKfw2DIc4tuC29tLAM6Zrc+uUo+sjY8rRWZXDNtTJe1jn5YvDNFwck7lgJ0yZpe5nnjPD7asiZfykrrNnVEd+svJz+MYx04ag3mt9++Rr10/1gTvy4uPSggsAo+G/gghfFV9qTNvWIW00kj1ugjYA6/lqZTTxLnhtL6kgRBkBEUI7dumv+2rLJBaoB1ikzyV0EcF/RVSY1ku0PgqtIX4ttJV4fonPYZR1m/6H9C6MqUbH3JzX3yqZUH3MGpY8gsbU4uaGgewxUp3/iDYEvvZ0t+oEx5A6r4hhMHz6Dn4QweaIGPEN6HU0SFxNANMAP7KMO+eJkksnVjzfOWY8mEqF9+EAjQjhz8RHBta7olEuFXVTdlHQ+FtNK2m6jsNUtG1Jt1cFE+F2aeesQxcOmNVMSsy0SgCWlfhtfNbB4p34EbxGT0N0oDevlpy444Z1WMbkV4+0tgtyRyIACXVRQ6KzS+f8UKrdCUfJiIbY8OPljwVpMDDWmY6K7tXLP4NxhXP2nf5FRNwpUNkiq+ViBLnW6+OUGf66Hfu1El8yTl7Vobl2hXLO7/g3cfwwIdHG0DMcWTciZGTdAplwa1bfahQxUf6y6cQhYDHYk3WR86kkpBWgxyJqB8pQOSRR1xDsbojPS7/qI3vLQiqtaV62O2DEiDYo1SbUz/v+dN5kXKoGpXeb6pQZeBEBJQQnoJH7zCMikzGFR+z35G9Ni6AhfqiZIyNdKaIYN9he6CwdLUiQB6OlFCq18RvS96swm0Gcu2Rf0R1EuBGRaKuUwDd3Nhszco11NYafWig9tMfFKehJqUw4vqvMWlppskxG0zhAKVylMFHaySQpoqaYud9Pqaoh+nBIaEgbujkZQdxrmI2m5c5GdpWGGZ2+V8rO6SCdtUSQGrbpBMNEsG7z7eSNUjHIErh70m59AZxBXZkyB+vN4EENWiN6cM3OhFwijT+SGuqgj68zL77wrPV1U5KwGLY9DSTZit8+8s9f4O7CzX6tl88VVv2xy4I6hmEb9vwEw+IHj+1dXZaFfU75G7R4/FEyzbSCzEKq50Mf/fJHDJ+V3oGtHeoRCfCV6j/DANWdMiN5oEBTHOjnKiVINZapz2mAmdC1DWnJnCtjlZ7cF7mTZTx6vRwUNzW7PqPky81pYen67113ovrU2WdKoBL0v09zkHb3nrSFK4qSL0vzmr90wq/igyWlqST6Rp69b7MvAVtC50Iivwm4pEKfQhRk0Qjx9l9B1MA6MSDMz+wTMyuhFq3Af8+t1/yzpvZH6ONzY7Qc0lAc3fCCD7jI9s5g+Lf2xI1LYenMuRdsy/HUcW0KPjrnPgESIzMs7E+2yZLSfWb5gxGWbh2XNnZVre0otaURp7tzwLDTvEzFIxqnWY2om6XhwGWCBkrE8sJX2hDmAzifCAG1hEs+9us69PFQyvya35pxIbRERDKgk+Vo3aO1hJG4m0VcJbvQ/CPjADM9b6RwaXTlx9v8gXp0JyU0TkVoZgioJ7YCauTtAWradtrxjmMOPFWN09SWu5zZMpReWgHuUBJ0V3tFbqXZIO031FukN9cQJDJJtGO5K3v5ualk403aZZce7qJFbYqQ5e/6PXvHKOVkfoMdJBP8dxZPGUafBcYNpCbjUdXP5nfOpMWYuxl8NKQmmw4QmlJWLSqqqLJ7MtcjevRTjjHfbQHBVm9+qbae2mbFVtwmVORptrE3rLD8g1sesyRv4yI4Ff+lJD1SwQJkaq+KiTXESHMGlrtbyVO9++GLMuAZSycmMkcMwU9RbmXLLjFTIR51ln9rmuwuLHC6F+RiavgaNzGOlrOS7DK/XRvSZBrGaPqLqFzg8Lkq/A+nXtR4GiPtf6C+vIjN2Fi7FBB9dJKqLpc3pxFc3/zA/Xta7bRzXpnqUgwdZes7d4NLkxIE5wP45VECDvxOnuZBemPiQh8VuhsMIIsgYxlEW/BHUcwTBv6QTSG47XBG3BUSkfc/INobMgYyawMbSR6i6+4YzbNlfSLHZip5U2yGbMY9NjlvCK+VbhEFvvijKZEFoDpQzjzhompbrXRGyl3j54vGbht9H8L+6e78gIJPntpdId7Abj/CddTiodP/h5uEK2rp7ek9fmX0TnV4N71gCsq2mnL8y/QcZcwYfkMphC8SQVGhsQ/aEl1C/07jLj3XAoLQWDvNST1NLjLr7DzJ6sTAtJ3pxIEwnoQnnTKUZzKTLwh5XOeN/ABagIfDFXsm8gyPOyz5kqtFX+n/vreXqhgDsbXfRWXe1KyMr/A6TiOEGFfgSBgHpswLq91MBKoDvadqA7eLtN9CZbQat+VFN+NbxacMQIZ0BFieA9Vw4Yy+7AQ2TAAHa7FR9vDpiNfz7/kQMK/rS11BIhJC1qfzj56rkuRKBgOZRSi83P4YKbaQyTHJVcY7xyR6+S5MzzsVZ96Kd0axdF0gOCROCFrIv3qjE9WE/s3vJ8ChUG41AGQZOLhWjErDSXBPcFgqvUjoo5ubmh4e1PHntVt9g+r355YaerGX56vrkiD4C+XJoIoUdpU7KerVYDYYzPh8GkT6ZgmW0DUD4lQjlD0d5adGoBqtZoyljkCRIloya6ziMZ6FZwHtQPySoi5fC4MjFJDL0QvsdoPcQaVDxIRCVcASwJO5BPJngs1Qq7BOA58Lf/EhdTXJZc/MMAPk2Ho832OpLUEaiiHLIWBecdyEM5UpUqk6EGRvl3nNZZsdNMXC0ZSr5QPch928/sVw+N/6eyhoovV+jm0mi0IOyaIitARNklOIGCbjP10p8bdnvN4cgz8XZwp8Zd1kRxqdnAvz5pFhhtZn4GSPxQHB4ed8L65JlKbyYC6WFrWwQWJOInT7nVUI/nZTLhZ+RKtSisxPv8MIYQySY9pWI4xWomzTfKC9Wz7YAAXKq+x381WszkJ+7fWfvSbKB7ulfgyh/a01mR20fa8S6pGODYZMgE83woFQ355NVvILovZ5NVYHG5IKtg7LqiTRnzI2kFl3gjvQKVDlOp0iRKIrPI4snAlf7g7d9t2JEyDZlMn+lvDeRXk2YkTn6qVirDA3p/Sxt6mDngliKlUu6ToFQXmnFteb1xtWxWekbnLxu3+zmrNadCbU9vYTsbkontK19yM3MD4eTzlTp4IBbLfJhxWSZREcgq9TAQN3lt8WaUhl+nY9/RWip7tMKqNVAQSYd8igcUbQqQ63+XnDfDBNkmsYhmTIr0xtf/KrSmuJSEvM87wQ62QxLQS/wr72HC4dDQty6HH8IaNJxd63jyx5T0Mee4aG+VZNzyi3/yHFtL2g9iBtDsXoyv8H/4MY7ggitOLLoF2358KYEql5Uf8ZuLRDUDlrgEqazwpKVcJyJGPf4bVH30lG8ggBPpxKSl0FzYWhbHC8w9oSxyrOwj4yH1jezGg6XoW0vq9kwfHbwD7Rp06NY+psVgDmAOGC8+XMMd8lWhdBAjazAEYf4ivOj+SC7pRenRJGaIfbnLqB5v76igLjuWz3+oTHMtXwGnTyPVQ8XEqub0vVQOYh0INPEokDqxzujxW+YXPOh6yiK7tm8CI3eA63FSoqIKQGyTf0wz2PoZ5g2obXs7qGFeZrbJ76lXwOeDfCRITSI02yp1U7t67MMFpnWXSR5gW9fKopcK1B1gq39w74OfgX39cPg/TptrtOVeDws3gWDjcWJdnxxzv7brq2MnQpHxdPzj1vskSJJLIbttMzDrBWDdHMTAzGY9+/o3xCchy4AC9BYUoM9pJWX7Rd3+h3MhvwGAb8otb1fO8JSrMdu2hKPXLRKa27IrzPxvZ4Hsda8U0I2mor5wRPSc63DRBrCjHT/yAsNLXFAP/Z9asPzY58LGSdscETyR/inSM9YwUACS2yLTeZhORM0TCpxC6i/srrCH62GSRyeLElLm7Q18YHSUC7uo/wuMVS7D6HGL8+5bIN8z2tj4WKHtfCl72G4uC5IpIkmbN4rzMZB6gdPNlY0PSKizK/3sUybRfnAz0k8Kxr0baO2nCHQ9oM/07muWnc3vBB72NnjFLg6UG4nCy2N8w3C5GPZ7K+kJp0A6390KCXHG8U0WvINPz+u1fh64PWHKM/HGdYhA3qKYz1PWKPF0WsoV/ZnIqlTb3hYBGcGsOWREcd7H2JPbKdAP9T//4jwV6zD4PCX3L/AsK2xfSbDQd2oobpZf2IMXhE+gK66lsjJerlGSOmuiJtTDFPB+haeR5ebSixfyDO7GaOd2M5cJqwbzonSneP99zpuJ/b4Plb0dbBEZabTPDHykE7TXPtgFZkvk0hVw7UY4efJLJ/FmeVFu1OvSwKc23RAtlPWdDQCSdpmbeDFclowqtGwSzJ5/dFccirxDIsZXh3a6IjIjg/f3z3r+xbHROss/dYrjXLfGUGy7qMWai+t9ojTFB/gk5TJAGh0Z2RrbllEosHjnMjLBJl8kG+6Mhm0IOONpXQ0z981A/LBvYDC7D+he7PArGuwdXeiqQDqBlAs5xjH1cYUm7jNi6LaXdCo+nvxsPww6kNB6/VZ/75S+w1TtTA9YKIRYsjgCmdBhc6Gez0GalsLRzn47Zcqmvz36uqKJ8Spibad7zXZWEMKZ41F4DFd8lvlZGLVH6IXPoJrbx7Wb34NOiAPXidLWJS6905NthtMNpqRG4HPObBaxwrfe1N8dFUYp7SN0GZ7hLNB/4Y7w77oAIMAB/MvhVxnfpepu7BgHQN0XlKN3EmOSU7KmPyAo/haJa69FdyKsOyO1McMGdMMbVgZTrCmW3lN959O1m2OATnlWZTroCvNrps2jDUNd4yefhkUXfqMdt9TpEsUfPqTDeGNlBbxGwTxAFSBuePtz5zVwd8//K41UmN2GBSD9GCO2+K2seu9RTLUXOgthSSjF03/zpF7QwYwv2OYf+q9TVc/sCB+43WmnIps2JCWrQFu88AuwcSgGxRn9FwvxxzWwiF3itgjOxrzEOp8757He5jXWeeLXRuSQQS4VBNCSmKwy81wDsjcOf9kYLx+q9rsJp/F/IbeCeFjGxar5zLoB78fXHAj+3FSTtR4/Bq5CHt+5LzUhhsRZggIWknSedfNk3z3HVRtLHvSvJ4eHAuQHseel25KfsHx3Zson0pLaQrdgBfmCF/l4fACrzpvxR9UdltMcDbWbVOBU2cEXzeFOA+emk7FuO8DIwN90+tgwn668Mn7A2kzP7psse5soAz/Jct02vnYxLaO33gbeQyE7sbUbDGsMPVBLGjbUTLGFDH7T/U/XtsUtypyNxTKIXoJrriUJ7EzoKot6QGc6ArPOc7xX7Yj5u23gSoMaqgAlVrhou3A9Vt2zCAqvPbY8/00RgdwA4oIY6OYtD+rPZ41X3e44CK0r4Od9z8PKUYwYECidtS9/6EJdVnZUi6gpEU+hbDSL/C7JInbkcXQUF7Cq7THdDsTuG+LFQvfJ8paG4CsXg/RqlSO5ETtD5RN9yYbu2s1z2WqPkQYv3PhreoBHNdturtEJX6iNmjuaUVkiSmE1/XtCoqiLK8EBROh4YAmrQx38+s4+hXdyrf/d6RA4wnJzXZHXaxUEO8VzEidGhSRro1IijDxQ2vAzIAaNohFNpEqVZr/r9qX1o0bLOJ3NSHyT8qUNKtZHX5K77uA8xkAlNrm9ZMEeI3F1rr/YoFLd5eJ6/wotM6kr/TB7d9lsObb5eTd1QiD6RKHL0DwFRzX9RnwPZHEcCD3k1b3T29uS8xA14bVv7aJiPKF5qRXq2ZMD2Asz4Yf1Iamt02D8OPCteYLjBLAq+mNXXPTb2bZgEBtRJuW27ZaGsLKrBJVS3ghcDXv5eu3yoWsyrJ7p5585PDncmIE0xA3cpKCQs6x5Ics4OaC3JHdnaUeaaicZQu130teIphkY8rxYulj8ZJQbAoDT6knI+vEe4tbIhrqpBfu91hZ5/0uPMBfAdQzQEdqVNYdo0NpHgTN3wlKAGDOBRtM4tG9eOq48aHBQ08YO1StZaOA/TvFysyIgz0fWT7BZrDF8n2Df/56y42k06SZAYkH/lIRExon5PVGp+TrJg+KFRTKNNbiY5MIfzn2gV8I+LR04Ct0hm4oXC79ylLVqX8Ib5d3RAvNDvPoPQpZKrpamgY0ceOVT2LYHnbGV9oM3YzqAS1QWVe42YZuBNl405X/Cw4VuURsBx0XI/quLjpsNv/dh56z3yVklIeiuRj0xv4gyPC86EHXbazfsH+6dG5s/+6753kSJSSTzyFpLuFpPMJGTZTdy/tHs8wlsCpBUeVeDW70K7jEGkPh+Zkeq6SjYGfzPU1lyS1dtvV5NTEfCUvyeBKnbKRDIgIbEHWPVPTeM+Fw288XSZIU/0HovZevGh3YFKFeSYReDfcf/7sAsc2Biylu7QozCR0ss/lZ8/zNxoFDnYNkaVDdXhz2Ot8g/uMNRJHt4qDjuxBeijics1chf7MLhs54FsDs6NYtkMyNlaYbII40u3y9Ydjy6egmpalSh9QMgdyiBHVtq+33x164KrdVC7OdtxkUzRASKDUb0E/tmXTzT7R38fPM+JOlRkTlvPyCmUQ8xVd48V8VspvUHDhhPQvIkNOZOMaMbPWzbL+7VMxiDpG8DWs5ceCoZ5mhr//555OXHWwuWiYVft03a/b0IlwidF3X1WUr8K1Lw4N8/GGSUs6b6pgZxasb0XFftNJOICa6af5P36ZEtI9a97kUi79YGirXBMZCyqNTKiZ+ZcLGvHTJl+jWVQJvceRwCvzCCJvQ/hzQSUfDQA0VrOYHw0YvGNe18vNSlh+OKXhPoUIDhGMWn+APHpCekrvlmpTUfIoz01CNzCHHC+NeHOKR0pKwtCbJKzCjnDjaLVNFlAiQhm+4M/r2mgtrVt1LEvFtwktVIO3njT610AW9o4jYQI+rRS/fcpV4y+qYSgNTynrVi8Ois7ioMYu53R2Oe81+dF+WKlOYiYSK1pZCfDt+BM920I6RHUpgpcXYCI3yQyRD8jF1y4IgSVqKcPE4H3tFJERKPXP1/stln4DDyIi1qbn0Ph3ISAzvhXJD3trnSHR5ZgnkkpsoufvdfYr+OXjcVthl/km6h1dSAq8x2K8EMWqDBJOdcMs5uOZ6EMGRGMi2B7BYJP0dueJI7rxoJVknkMhzDCaH/ofNAvWtTKZVNHR1JYeWq+7hZChwo/syN7VtH81vXoM5HngD1WQsCW/Vsy2po7QyAY9Ys8V4mP1F5b+bog3MsnYOjLa2mzZAJfCGfaSP1b9ojmMDMaBRjPYvbClPnESIPto/KUgyoDO/jjaI/AHWlhgOYhASAJ5PXEI8lpaMX6Qaz/fxU66uFgr/LzvQbFDr0ElkPFC69mSi3Dpi7T14ePcHtJ+Nu4Bi4xNt504q91E2RNtpSt9rvHXANo05dLqggDQGPpabu5P+A2lv7zmOCyFO8nBL2rIa+qrX9A/MlUQr5ZifiViw3lq3jLtCjIRFGdITNSmGYOGycIYvOR+3XnTQNmpTaPguNek9fcg1zBxQ1zFIGbDoFLjn2dK9ykqw1VBlN1MRpGbaUEP3NXf6/T2kB3hNTvV/cfI8WF5c1pPyyhCKEgXp3uBFZh8o9ytkNpBl/FSNiWEQncIY32uRsTlKn5MqMbPKJRlKPKHEK+gX7aVaPLRL5VzuM9Y/agb99zv4mnGkAubncEAzdejWc74yrfHjuryH99si7bsJr0kHdGc+nRyBomgavjcacxHvPJds2ZP2LuM397yanR5TeALLOsfcR4pxVeckuCIZvVd+K3b5IoCBEd0Eb43NLQp5E0EnEyOQHP0Vhw6u4Iyf9ja0PH8qdK4PQsmFZtXD0nKUxHJ28XrY+uf58wiLbTjO9WZJlcY133oMJgwxxBEEoCt6fQQi3HG1uH+i8aVruoknTetNhe6DjSr/EkMxTqEt955iO4oV6t0rioB6SnDuaHl1SWYXgCqDnS1jeIMc5NaL4EUh532oAR5lgX05Hy4F6fK4AgYAGdUMiSRpjU5D+sezQMELOiMzDy8HSU22TAqHPUALYzgXBjbJFUsi7OG0GRfkdyn0Lb8BkKKvCaOLNAoNpx/4bpZ5409u7N7/0gL0n4ehVXvOFnysL5zjHlTzAa6N9MNRoocWzVpjIYlpurzcSDSyQ0x16J4NZDHfL63Sl9NPxQViMXZ1VDyw5omaIDOJ73wxzNmlPQjbkxRsDEpcZ/U6kTAf9qGSJ17tXHNNUeSqCqZ5dHry+eMsbzzU4ANQmwtwdFD4ns38zMR9P4YgemPt1cQ+59soNY0sgxHAzl/TO/C/qThz41qW10bRbP7Ml3VZRHGZMMB+XTuMBxDdKPnPEJ2Zp/l+nY8vAjpkYYrsigOtJqcmyEWsyYcZxM7m/Q5aRrMx7VBsuEWls1hV4P8Ujx/2GeevObDDeOLE2k0iyxlhRvUjh+DQZY5wjh9CeeySrjeuFCmSsdUqkAPnp8dhDaQP6PM1XNdRB8AVIcgkLqNqGBVWrmh01snzRA42l/kuYF+vaEZzRu/O4yiuZRefDjo8g+JuNDENbA/1MDtdVp/VdaA22ER3mj0FgewNHYRBRGOHzv9UqCTdIwsC5JCZB0pjPGk66KwDrYhd5wueXtbh4m92Yy3LO8/NqMnFW4CH7KlOg9QOBKz0SjW/qqj03nxUeZlo1IH5ABSfE2O9LxvmgNUPHC3pQt1LeJvWWuenk8i1NOQY8wUpsI1YaTE5F1ANKCIJ6Y1B6RQzpNgjHMZnOUy8q7twfHq+tsCH093lfT7oA0A8W1BrBUItnRBLZvhFXso8QQx2+Rfnlps4UBHXCwAK/Ylikdd3iLNyLyMqU3K/3DP6GuL+DktwT1yyxPUgYDZNKZkGK+N7I+DXW6HHrohqWO3F4lrtdDn0MoE7dRJSk3gjMmGHYoJLtI8IKPKSMrGhBXLL6q5eUNpRu9tAI5W2r8dGdi7E04WzeAZnlxPG+WNZzh5U9ocC8EbVg24KKJK/7hjrcyvOM44HWG12fyI4VR7c9yFPYaII5T12kauxK0ZXs0fLIN7hfa3OerYDQfq3eE85Jh83CflRr3R73XpRMZ/gGc+OS5Wf+dMmb9jcMnldoy04vG8nPXZAoyMvgY6HV80JhhEShjfTbKxraAiDEsOYWXcov424y8P2dYadqMEKnom46rIeB1OV9FdafaYxddAKbP65VS3DJ8hpFi5TYfEpRLVUNNkjdAQpgKgvJgCACLiNv/Uhnt4hwEhhOKNSnuKjZPGKEZMmjah8BMrTSGLR8Tda61p+h8bgqb78Qt4maFOcrUcZE8zjRe4zkKawaPezY7hsi6i+y+jPRjv6AwCqQAaMAeIp08JmyRBwBIF3O9FyCnvR13ygXjwUCEVRyQ0HxXm3WjAml2/beld8RA+sJaZnXOlMVaKdyFdqd8976ii03LsQPf58jCSbod0KwmCC07CZS0bKwqO1Jx/nFb5+hJL4+YhttxRcf7skyx/z0733ecsMbODhbmlAAAzG9ep0i4EdwmHgi0EHH28AGcH9ZrMAK8lhBJ+JHz/IvF/ttSElvt+g+K5iLm9J8LeRDQbnKLQg8P3CpubT8gm8/RgcdGlaztYVleEB6yaqxtk+8AcMmHV1vqlOUKAH24+mhhwf0vPW/Jku8Z3TmrrwKaG6ot/jb3oK+eQv2x76k3BpGqQn/7x0P4piFFpI+ne6kcGhPf7DCEL1xKCDc1caIwKnr+Z8dY2OPilNBwcggPa16NwHtiqe73iFe/poQTVFM6E/htcni8ghKRAqo4s1k2wfYGODW+LGrjho9HL57vHYbocJq5/2SyO/JZyrHg4KsF34MohRi39YACXaGRgJIe5nU9BvBykt7FBx/5aDH1WNweeoLGyRhBpiDtwhE8Pr4koI0LCN2CnIFYmhDUaXpJybuLtzVTkzvH3ZzIoKJjwqT6LTSl+3SofGavvmoyYIAr/MoJ1n26uw4rmy0yvEnEn846hktOe0jbX5yEgjSaqC2m5OFqvcvlpHbxbYsCJps9xeXYyj6WZpSwVA7YtiBmYPLB7WcYwZFizTCA/k0eToUmNj+TBleqOu0J2TtjY65/PnMdY3PNvmwwHo3hzLSfgPJhztmFSowuiIfX+pKOyEZxbdW6zP91ndsjVQKnTQuoT72m1w5Avbi7zL9x4sFelIhEGu738Jdj51Op61kuYG0o4FATU3sU2xnyZNb92uu/XvvzXmHjEb4LZ2e78Y54ufS0+ugzpMQpz0/zFA85B6zFZdAFSmOItrBjtwbp1M+hvBFL9jOEdCI/zQPCCeZrnmi9V8L7gtNhFCZ+8GmJmpNUHmxfWZ42i8Y6HRFPvZMnW7TUqfhhx+6DkNWs+LYEi0qy27Ao1IXBtAi5KQhCjhfdU8PH4mmwjvBwTevoT6mlm8mUUpmhmGEwBlvDAFxb21bRzjlKHbDllX9/1TyycrG+fIy94Qa06a+2pD8OIfbByfIIn8ZEqBWUE0/DrLBnQ2+xTLeVvCGEFYCDrFTeQmbqqXTW3XGTTpd3lUy8AOw6epln6mScM4HoQyaGnN/ay+DBxJVFXTGwtcYzp69puDAKu+wfqTW2xgpaxZ6r21914VWvHtWdC+BRykDQQMlg6eDEhsvTUNVFF7sMFFyanjV+mNhrJpV+f0/Cxn5P7rNDhKZNZRAoUup5BC5ZLl60YuOsABWyN0Jgd7DUYC5mus4C6jT0Jg7VV78zw/xAjV2MfuZRxJPtxrlw62h1TMB9fNNdnJ6Gmm0F199q1Wn4YXnaEx12HnV0Kpm9/jsxubgoFeStONN2oEL+Q9ZMF2gTdKevYmtZNxLPKdrIqcN0KEJJHgOqulHfXD6n9nmBSHHd6BufFp6te+ifZ7vLVaUhKJF/cb1ZIQiYsNFFddIVVvwwvGwKEq8KDA+kDHhwNUAQHd1gFRVoC4KwksS7au3+VxMTlxcv7IisA8rDtb6XqGanK9ixfizDlzaiUeVKXA6VmI/D0/w5gv2w0v8X/qI7VZ/ouuvyr4kCXFYnXXZ9iMmcjSzBphYExIInAd4tYxV9fDK7lt+rN2gtRw4DqBrv6Lc7rbNc+t+54TG+Ph+UPDy8tyCpWOGsRXERACzTBPOYvNT26ELUvApGNkcQfMTidiM/eAUAc+iwsgi6UXzcNUxLNpyrgDlsXHytFb1HDF6+JzfqavsW26p0/wU4cwFXXzgH483Lgv36AFZmObmmy1xzN2Ak8pJXllnS8InAsJqxg7pqBevUvgKwpHut2CgbclUGyvmh1g2A8d6UlsrwaRkt+qVDXBtT2e9TKWKBwunfOW4quV4PY5GjGDU5CGH1lLbs34/Zdaq2WBUpUoylA7ZIa/JNz9qHeurGdVo5qF8GKbvmY3qsfhi9p9M3VUciGrfUDuc8cG6DJkkDxBgkFT+gtqYpHhxSziw4UKL2FIjJc6u5lIIv1wPuFdj0r6sTpC36FCj8ZJ/+89Qz69ffe99qNB/mSMFnHoFZob4t0BPek/WcL/UcAAHBs1HJjp27GtboUTLeWbHvO3sw6i7QsGypXHIaWNw2hvTR5rldT08FjWIXcS1dh2SW7mU4urgD0icxvrntDNFxqGatHkzjci7a66ab1Kr8yoYxWSp3mCafxQQgP10ALHK0cyJh1oQQqrl9fIo/GnN1wBwsIxnG8K/RcPkFACnNXrQ9Y0vqwV0xCgiwqihfK7aHw+Iu+eFKjAM/FS1NbmhK16crj7wQNWaUF0Ssk/cFfTBNRMVrv79nhNpUtvKQc8Kng30whRejSR5x0B6oLcoI1qrQbg0e+WLdtOBLlxMnpcR+5h937uGMiSEr0DhlhbjEwBPG6ol2FUFAJoke9tOBMHIFUrRLp0CmRHsogskIRer09AhR73wqNRQbnREExFkZNPYwmUU/cNmnzvcuIbsw3z76iK3B8uz491uzAXWuCRAWclBzN3whlE34PmhFKxeUqDobUq30EDnMlVJ7IMq39fX/pPg/itmdSTxY+CXty5Fhn/adYmAM3Gs/Trh8nGVzgUokcrP6LoBA0gXpjRzxWLONS7oL6iPvfE0IHTIpK9It83hYatx4Mpp3sAew+7C6iYmm7d5/1KX2on1Qi9oJHb6hUMkqmmUoagHaI8zWcSJcP6E6ZHemS7sLRONxKbg2xdF2CvZ28Wom4++x9tJCBc10CtUt4cZwjLn7gcu7Z3NlKHcyU1zcyU2MOQjsOp488uBWSuBCkm9myW1De72cPdWjUspGvHvAYrVlONm/TZGH3IVejmfwZ63oSuCPBn87oNieY9n2NpJkcqplrWkf4VyO40rdWmebYbFmlLZAjDwIuOF9kVbp0UJnqHuGawD9Fk3IBTLshxnM8AnUh3mc9MtGWsiNxyQ7ozXbAMVNntKfchudKcca3Kx8VhCaDXsyB+vZ/4/tQVMukn64ozqTsHrxpXtWG5cyDRBnqBOnxQPta+gpafEJMk6ojsJK1MqDzulg5l90PXV6U1acVadBgFx+EqZtTdLFgMEmgvpVkZXpIN3s1Vy6WcnsUd4N/a4cJCCAXoo2K16N+wRPAIpiDlYhBdE6ngdpMzK2Wejxj/b8u59hUw+P37nzYAhFATfWRc01Whkrx7w5Phu6yXntXAkeMv9BZ5NifoZLMCNopW7YcL6UG57/JAHVVx7ZqWRirIswrCCBNSzkYbvsNkepIKGqKINFUoXL6Pg4dmKo+dt+dAZpL8RK42yc4baQ0EjoEMnuTY418AW4RFvgSwbN5Xty3epW70e7TX50WRc5BKMrrywCjjiSvKjiPhQKtkRwMnPZ73Veav3l36HMBn6J0QV2OVFC0BvP/RaXrJqvi8Oj/02hyBXOzT2/HEUUbU9lGmbuVYrNOTjZkRzJq5B09ZRHNPtLH8rQw3ymtHTStM63+p8MTtXy9iv++LH7mvmdgheHYsLuHzt+PL24CkHT1rTejpTJeSpWBdODNjAUYRffYqrz+6cCvekIquU3BwBQV92MEYsnrtwoK7k/llzW55xInxSY0lBitZuj8mcg4VCaAljVxTulZiYH7MLf2W/W9uYahrvtudgK7t8ZQf4lvRw9EBBDdinC2MREMCCzNxxMnsP5PoemQnRiVikyLf03Bsh+tQtb+4pELdKRGQ9/pfbO0C6A/Nw2rTOWsCnmQvR0Hf0Dlq/3n+Fl7fNZP/hfi8EVjZwJB5Oy4Ci7yAFn42O9bAYJWn8LkkxaQhHBv7PJL0SmyKZvpT9hkuFVrbmqj9inGusLz0lIUz4HlG/l/01UzMfHBbcWSNtJytw/Lxml0we4O2aqiK0R85/bc+VlobrvcvZ3un4uQpIvQMC3UFhuUICdKOrAJ3NcsZ/AxgmbGOBBGFEYy4DAkp6F1MndbPL1uEk9RnmYIvSW/Si+75bp+ls0a0lmaWrcuyLcYaO6s+kaOSi9W+288EOwn+0W02p2Gkrc2zhvzuNFEd/MpTVs3ivQLdRGSuYQiPb7DIvWpRIpvY/thc0CgX+ghSYfb6v+zj1v/LfnezQSYEvDbWCXEa1TFxprlCEuPSzpFhgQiG64idQ+qkgXRh+6f+R6vv/6tB6zXXqQWCns10le4QkE+vQVVjjMRQ4QjMjPYlKhtlEBm8e6nsu1m45p/uoInlB3Rnc3tK12aPOsG6GfTxClmUNJpOdNbH7ZBR+Co7Q2BBRGsDaWzTa485XDjjq+eYRJ/B67zjudGq4XfeVvMs4JfTpigGEoKtgtHCu11mS7Q821TY2So/CBQfg2y5Ypfv0XkHizf7fG69uD2JwZh21bvvtt5+UMMqrWH5ghorcXIDHc17fSylqv7NuiTx40+jP3T4y3tVyMrYxxWPuHnY+n2KiLsSq7lKh4uR3LTGV133pllWZDA5d7gEdqmAhuFG3Ajal6IHCTpMP3oSNWXsOtGJZ0optmrnUsFi/iW/q+jmn4rOoL+6FUzuxTZBg2NMFjWS4f68MwOSnxtmNqZq3GF956Tns9Q8xJaSmgHLCqHuFhyJIduqr4krJwCAq9s78myV8ynexi5xhsJ4mO1MREZjYw3H1BAx0UdQgj3R6UeRBIilKJlkZUN7IhY6TbgSGLNNBwejwonqYooIm9eGvzoqVIEb/tlHiDofSS1+YDaoJ8PJpw0VPNWYIc+rZdvvFBNj2wZPKM6sBAi2qTXUc7BmIOR3rJJaPPc+8KIbw8PBPmHzQBdXkI2IBYqLTC1HunVwoNekPrL/7vWiNmU1W9EtnuKmH8ZEWssGkN+aDgyB6oX8pdOqJ6GSIg0f40rQzoxEuyXvkYgZ+3o3kZw/jtGi5ehyev8piFolh12217VRbf/AXJI+IU5/Gl2nnZIL15jtyzLU1VMsQ5N95meKhcHmVFovDXSvDjIPX9RqrWqgOX69HSZ2itGPeSaWXhw3tGlUwWa54rLLU2YIFYX+Id/hzTd/78QqhctlGt8K014YLGjZwpLm6R1z7RZOz74bRsjHZnq0763/cYxqjMBCsdo3X4OVKNCFtji3ercneMEXKC2zWxOlAZpG2DBrmgTekGbXZTTHHwa117giF9JV2tgm+ON/1qLBuxMbCvMMps6gT+uQooZq1MrDvGlJf7X4VW6qLViT31jVWjbBPX5UCQwqfnNCPW3YBphgUhtIuwttfadnXBqB1Z9ZsY/7uANB+DhaMCotJxK5HECZKA2ufDJBehZOvqKSMU/y5VPzVlrkmIRnI3QoUuwgUkNpn8bKupS5Adwl11aNJcg+jlQLr313btgLutiy29Z+nzxyP4oDu/5W6gkWPm98856VrCi7WWjwhzU18s6h2VIJg7XvPHYBNL+EiLn/uyaIywwpCcN3BJDb7SN8bl9H4P9ku08rkHyYT40aK/3bup79C7r6Bg52imefc4IrniCEvYjrdiHr8t+dF2axpWm3ch/Jg1nwejKheuYnzxRWen0kdp0vykSqdNDJOF2nqyMGU7AQbCwhOAFPXrtNEUjvkGIfFVt8fTwgPkeoF0RdUZ1kum+nv/pKsyKuiZiKJ9noD3ViBdLjrMbhd2wSbZrPJmZgLe8NL2KlARZuWIdgIHfoTRdJ46q5cWW1biGL4TR4cpVoggffNSbNGWE5t/C5PH37jxmX3PgiMXIbyWLADhtpG0qJ+bi01WXfwjm/K38IipKhnfkbWLW8hRKvyRZWqbXooqP68MK3fb4ppcqG3ffvr3xDax8FdUgZTnlatW9V6qcQ9JioNzAFhf6Qq7EGtq1Xv9lrKGRe9m73mmMssEzlheCIcIBUjcpkoNvKTEXrx4Ffr2TjWMZ07OewXgjRfpWzhSKG/Id20y70vhSPCRI3SwFcs/5eEAx2eCBRpLHhY6cs+jAkFyu006bUjvH99jQ9a913LUlPMI4I+Bj21VhWgWvYrM1lSQqhFXVeOQGKvw1Rmfn9BVaygMIbulqOXd+P6zHLcnc8XBAu1jOV8Ct7IvXPQS1pmxexNFb87zDvNWkhoIzl5I7e6T7pCLcPNBnEcl/ch9V/QzXVkEpIqdrzq5q6PW+xqBtoWLo2igGmsOlZw5udsCsOQeanIao9wSViLi/fc7nLAtEwffRIjXu+Q5DE2jwCR+CX03uAJxbC+riJu/QA9AY4Wu3A60XqdLjXIF2PQ2/G1OmtxD3I1ErHVwGUj06XrQHZGwdSHjS5vzfusOZlIBFG/LcSpB05zHv6+rkjqHOWSuYjhVL+D2Sl8t2Loejh2sVVpDD4cGoE5Dn9+23uc80Av1JepkwOKs8WwihKe3TJAvRKCl9+zrgrZmax/ulSxzV1RlP/n8fp38uzL4ElfOIi620Up40vn/3iL5mssKUIyGV5W+L5m8hfLpwauw1AGPhPVVJGz3+e5F6HYUyPC4sZaa+GbHz9Vi4SriaaOE5+oIxt+2BQ2VrU2EM2j4dqp0xtQ2Ou7+BEfDR45TIouZ13ngL93/bYH4/PyhwGFo/0S9QHe7wIk3Xw/Rl3OuEB7unqaxpzAmk4ETIGRrwTpDBlvAcNscp8o7WI7EgItjwipDuUsTN6yGFW/C1QPMqRi3eyWt4Yh93uWFcYhfqkDOLgGKHut9Ls+pKza6f4p+cNOnyfGKlhjxLV3ABf6zHgPEH/zgOTh81kFnUJm+77g9HHe7T6qnYzE6d2jYR6WjyIRdTX4DOQz6NIi2AhHeAFWjfPafUTfTtclHEtd4WAKg51HW15jpNqYt7H3ftME1YEa4LehzmKV4u2Otm97MtMnksPVftoqYrd1j/omDdSGQVMQx+0tT80wY1kF4igPr7HF2oq3iCWOilLUITy2/jgAdIs402kpHkV/MP7xQGq9laZyuB9XYuVV0fb+tIigQDL3WUaxl7FbWmmePKZqXdBlxBxo9wmLupa4qWpbulpBZubiLvC1WldwYvUfL4M/ggUdMwVH/dOCq+vzL5LbbGFlHX+f9OdnwNwIgwHmm7+eo6ghSbQ2u8jrqzdjn37DELoRSPGDfyjiCePwnTa+2Cx2Mny/+isrX4yoRFu3xABuN/P1yJugSo4KZZAqJ/mHd/MzPFzrN38MAIiXaOtnkWDd1L549pSJyv01ylKSh9jwg7xAlaHoI4Khz8fTBP5u5EFdw7rXL9xSLm7HG/FeWGX6LkDE55rNWdb5KZsy+V0JJWytY7wzVwxlT5xbFeHkUVFUBHQJzOlioSg7s06xZTHxdr3nXVd+ROX2bmm4lpZYsE6mfGECBL2zds24h0jbrIO/9SGtyd2Mi92jYLRiEJ1IgIj4JaBFWvekl+0GeWVUumhtdG+9oTBAdMLz5Erp7N58UC23eWAcyzzxmjrp0blZfDC2JCV9ZYoGxFDnEYNgGi5fM+ItZeg11cXyGnvwqXZP9o9WPcwYjdGOwOMkk/Vze4wJWrVU0qlyAhyGibwNXybqZ2SMvkmDoWvjyiU41ShZb2DJeuUNwzsXSsPvqNoCcYbQvj14PgDNNJ+6MAtOwbd8uMZX/hQXC5aMFMTG96qIDJgZyLmsnU6QEM/2dEmFVHrLU2jXVZ9mHLKg/52Q0xki870fxAdYtzorY7wYETXZNVDiQHQeTObL3CakuWSCs/1FUBPh/7rUOhR9kfIgDZySLFGRSJfeVHvkFTCqmPNEHVOWqZqKfUV0dmv3OAr5JdNOmXQv/JUoulNV7MiaJigDC8658PPjdPUNvamWewxScqt62KcP2VRPCVjyW3nql+vSqiFsvM5zJBPDaAJkWW8FSVUqxz6CBhECvmDS8CfVL1gYFIFAJr4tihyqEtyYeVWBfonyuuNGo4sxiqRpZ+3R2FwzJgXMdPFd5l15s9++/Br/fZ36FZ1v044MDwG9+cR0N3gRf6/Wvdk7N4mGQT9b1Ylu1rLdRZUnptRFJ+ZG418AROkikZ/fMByiLQ+T8dpRyyVgpBfDcYU2o+jVPoLuyfY3tK+y81tzAj+C6pl/0aGxoGP7zBRBy+/eHo9tpkIBhNU6qbQAVDfGVAYPciQ2pJ0fiNV9wxhv5X41Xz2e4moN0VuqK16gXBfm3xoi7JybsY7NHkkipbo3rbfFPGMJwdMwJz/TdTB6QEm7pV14qglFh+TW5ol/FXlEXDswWjI5xVTbz8kQfXgxqhC2b1dKW74SuwjW5s6lVPEXDlNO0bAGIZ8aZsBLwQQpMDqv/PnQL2pxMQ8EYWEtF7OYWUPPSJ/cjN+dI4jtIM2gRfIkZh54s4oymL3IlGML3YIg/QB4JcR7DUDs1bDqlVgB2lyYzFenXPfqV32lD7VjvZwP+s5lJhP6O0Y8KS4DaKJz2Dx7KuAWnCXJuW/tA8tsvd5q/j4jfxYMTNwtQrkVYIeh6eCTiKencGY8+KzvV4mU/Y0JofN8nRkB3ig7AV+dEeDN2XxKZh/DDmOifsVFiTNNlUmDRu6blMpMrqnjLKLnYPREP02UVqWy6hsO1VRjTM1iwnj1BCe/gNmuV9bE4MoJBigAZpCAFxaBiifYCi9hN/5nQ0tZkR7YwfHGP9herzyk1YdpJ1u/3viGDSxDReM9Sdy2siGmRrey/XRTbYhwWyUJ7fanorGQm7tkf3ExbyQ+NHrA3HKYc7dZ+ho2Uj+tHqfM2+NZb7sopSJAPteE2O6tG5UhuETkmOi2rDCuTIfW3seBIf8ZPxIbXYlfxtdqPsTp/CTwFPksTBGaOWFSYg0rX5clUYTJYN7en01NSjVYxEjj3HXC2sRK+bonhhdLZMhtzcM/M2R5OsgnHIESEdB5/CXXcQwN75X+gScOpZi6R+PuYVuTgyKyV4PzdTKKim70oCXGmofVZY9oYWYFNj6ed94pD0cZV/kiVGWsDEW269AP6XUeupwwZ0Pko+X139gAMFkV7HRPIYARCX4whwZPpf78F8eaJahkcm6wSclmd/w/UeN3JvLqhkHSImbMpV+zgunmEa0rEhR8jSgSupcm3Buz+xAA+pdCJZmwEtdPvoFfkxsHUTvFNTT1CKNdb8C9+RD2pIOvWTEfpYKX3cMegTUL4WBacfNhRYQPz6aElZVeLAQzQvcSeoHlwQtKZ5rypduBsfROPAM7a9aiKqAYW39KL9DddU5P5kRJDD7VZEXHj71etX2ZcOcugWKEOPKiFYCw+wLdmBi0cQetp99uuY4HIYDQIJC6iNPJBnaWJZePUHEAbSGNQEm25YyS1gvz7ui6SrLXMpZjNV5ZV6iKwSi7kOTna3LJJviIf8aOVcy3EZU/1ta/WI19GYfPK3TJ1RvIE1odi0eXi+FYrF649+xLRaspKLXjE/fQH742wDJ4u2z0V1Dk4W1HcIn9+mWLurxdF6uGspoZ0o3DXn+3FH8Y7FcVs7B5UFVFx3sY7IDcC6XwUPnlI3v2tQRehowAHPHIPSbqhwt7k0+oRnIR7/CpKZw9gW9iW2fR2ivdHbBZvtiEeqOX2Ns8PPX/wl9SUozFoDb2sZyZOM33vLG0cImll9wo7sGIJexjROEf/+Ste00XtnK+ziB8rp/+XzSaVT0KQJ8A0vSaTVSr5V+FddyPHVpSpCoZXOfYpM2Pf0gNOfomt+oJ0Y9Ygh7CNt0v7cIx0QHtKl4q7Yn/iNwEDHsczScK+OHJ4Tj4icIMhwkNkdX8BMTRx7iTQofqjlOfsB36jngi/sWjfb/O6wibVcgbSW+XgK9S5zLHKeueULxyN7jE+Kp9Dck/Tt29NPsnEKQiqKqo4kX30QY1ksmNenrLzpYqKrbsvY8nn6O8iu+JFBrkFxM9teVcpSI2h4EXW2QFpe/KUa2rOCq5olmhyT3cwbTYsOydZznSYdp/T0ev0vR8kYWsgSUOt8DMX4hT+juZfibdaOjZQ/ovOrHj+lxc5lgUhrZ5FbcNBLXvOWZbUm70KufjzO0FHDZB+jSVgOOfp6qCKjtG+/JBSb1kDiF8Cc2oyiErXUFfLbaUsmpEckrRpAICxBHan530nidHPh16Qa/BGFSw9PutsevIaTyH7NKnblyDXT0uyvQHvDzFm6AsUtZIE6OghYg8iFIalBaH/wLsp7Y/OstTyhFiw393pQzwsFNFn0jsdc9jbNiJ3fuv8PpweTveELeOxxQY2xoD58WGXvuVHkjpNdEc4HoPTd75ql0F0WC6R7haufqCaR+I2uQHFsgwRyaaAwQDLTsUTzhQna6fVfdc0IJ93YxR9h6bftjO724Mjn+FeLgBIJu6Ckj3THtKR67iyyK+C4UUxbtMlq9ZYkNTtAuAMDCXPPRtxtJomh1oTfTNRjTa8qtMbcQLzEvWtqObn7v5ni3EQYsjWYQMfEs6hG+hfSXa1yb1brxfWHu+6ujF9erpCVhtYUeRpf5YiVs1iXz8dp3xqnHcXpL+jxPo9RAMem0nKO2FLDTYwCK0ZBenv5GF1lIu6IbKXg6wDpdPTLM8H7LJeenU7x+ggvVkPkLheOtP+jVNTZGtejoUKuW0Ntya3R4fTm0mD/i0IxU5kwQvawj8RVQPM/A5gbBdjwmjHZYyEEUfQv0hXXNBM987HYDQP2SAizIJCGaRFuf5RmR8xWfTkGy/9JJQWovCN6NU+0ngEKLUvJKj/jgQuOEcUMbQ+aLBNT/giUEd4fzZ64Wt3u2DnD04BnTqWuSosMUuWwTz9KvoQB3xHF/lMX4P6Ss9dWSg+o5rrcpPJwDKIqXiCtvQVAS48lm5hqRli5FCcMgPmkP44lnJzxUdVqWH8Q3ZjgnYh+8yT4uV9A5/b7ZOc16Bm3VFYVTvxk3ZKEX7ELyrbxiMsCsXh2/SxKcs0nMpIrXOKJ3EGWUIifLrOK7gzao/YN9jYclqUulKGcMY+OG8FZ1lRGG+iKABx92Pkt5jk3pq4nwpcb8HXApznBJfMnV+Ey0b/9h58t3UrkRZNtIRdKzGMByxCtTzSh8L5l09WItqkgNix43mc8I5IHeoys1NtL3+ukrxJ1Zv1MVKKogGn7PAuBjqsZxktIGW9mgaAf4cp9DQm3elx9s6Fe20mw+8r6fRNQD1R/oxywTqisw0mibE4ny4FQyRxA8JG73SWTxxq2nFmE7EK0bqKddmTp14GDw8hY2nU6lt3PjNwt5hBqu0BCn13Mr/oWtpiMcdyWvnICAqgdb3NM4RbcyJti3pne1QlwLQe28kRERQ4NsdnQg0khlrPK7y4X009v3vBqaa4M5CjMIRVTQl70kuw1YjGgvcwA6J/WwwTaEu0uKfLAA3zACzq89b829NUQQEs49PMkpYIU59HqZcPJLFRJtzzCeMYLqHCSY+rCWEcu4EakunPLvgsXtRVYfGelAfEgNkoQqvb9YcCUwir4t4LRGI0Uu76AhY/lRG3R0dqwKexh973J4s/YZMSa941542X9TXwGeCrJrlhAMkfkMmoTq2z0qH3PKcDQkOCodxBh/zKiVGFhkTvPa04bD6QyANfmoxUmS8nFzqm2fLPjHvosWkfLK/5BqgeaPCEjAWnPyX08rYY08IcT6fAeG4vs+QxZBd5cYD/kWfUsgwCRipkbijtuE5ccZIl4DatwmesTXR28azZOHKJpp6z9Q0k9xvCICqbE8uOCI/E3FGUeH9xdbiLx+OzOGChBG5OqZSaWAGG743/M26+H8KVU9UZ07Cq2s3Ax2y3aLeB+CCYS3AGk84GiEDxxFPvRbzwlt1zhyHb71PDWo2637sLM8TXrrOlHxRM2xNZtT367LZR+SbIuCpfE56fo38HYmUeeqPluT2hB4T1ZfsdeY5OYUmAH+5wdoea6hlfbq2t3cjV35seHp67qkUVfTKQcdYWDgLHEPM/9WRXLJXmJ5ZYE5fguDLlGgLahcrajFPJmZghDrBx+jNIgVu5OK4jhLQn6cyPbcMRNqg0BkmuNYL8afx2YUsaSqarcXeUD1ywur2nBd7JdzEAMKMBxrMJi2xdhwdDuD7v7OkCqsnNO18RNn754vIHNiQgoXRZgViD0ymTonxRkhNFtv30kvrD5oi+P7DaRbXx6KYK4DgeevK8vOXHvNtxhJq4yhXZ+QhalQEJ3r48exYxCtAvfjZQKfOWTQJyFE4b7p4mTLLB5g713kh++iAcD0BHfF65IKi+caI0Ae3En2ASlQBHbFEtxfOMRJIWdhVLXM6b9ChkbtwimUdDgmD1Fm8fAKgZfaFXel9CIoX8J8hbd6Qb2tl2+jGb8QjAzEW8PqLxXlsp0a9kIaERXR47oLqG28MfYvszjreSKAfQVZ45xrZo7UDRkXfzjYpxQLT+dWtuxF88lPOw2m3sXd0Ac1aWbBOWH6x7wlPtw4vqyMlJB0aP0ArRWfHgnK+VtAAg4P6XO3vkkur4IzIdbhalDSS8vb7mD9wL+B6rDOXEyDZlKmCbQA6zJVc52b8NCnSI1S+Vl+IRWwsTPK43kCoPrR+F75rDsa5iZgKfWmxftg+skqphyF8sDRcchdY8YxsMfUAMkIYCPvAgOyrZAoifK9+1M2Ko0OLIn7eDzm98gLDAjvWGMTwPjD378cHdVybE4sJBMzxgeQPeIg3D2Hgz8WA08fdN/3B4AoxJ0H7TkojZX2l77U6ocTlJq8/GtlirhCt80zQWxdCuS9/8GtUKoim+8vCn1WK98hCW87JPbbhj3s96Mo2qxzZPT5c9YKaMeIXAcWDTnlqAVfzDPSRt0o1aCvwSNMhle5yi5VgdPmlVgdBlKYxjJ0/8pw6dkDKlIocbF+0y88llnDZXmVAWQuncw3UU0A9+dxYVeDTsh7jXo26iq96tBWw5Ka/u3xa3yRz25UqZP5l3wjZjT06Z6AiOAf9GaW/Pf+zbseIyBm8aw5Dj5HSrsrA9OxWO/1CPBmqmtgN3lAZsCGUbJWnO8nxXHGymtvtTkP/cqy4wfLlyZ/g8/jxheQDdSIBCmjsVCxMNb6asM4hRFnNwSmPEJ3DrWINOdnd+mzfOhvpnddhdvUVDYKmHEgFCm1Oo7cJkMUFaUz7DGHalrY/LfdNYLczCFlyDmLw0NW+VxrJIGBUgdG0TqmPWGbU7Cc6lS0UkRCBIr/uAcs2pbxr036qxMeBiMsLQW9iTKV3GoMGFK1EoaIbzgFK2LfOjkDAFWbKUt58fC81MmerrZTKS+MlJ04p8B1WGVCcMjwimhNVkBQEfknEXZtouMIl+P3zeuhqCNYFiJiuY0dVTMKkUmtgWLUZUGv9nuOpNyqkhCioQDy5QaVcvEhAfqMPg2OEkgDCUnPbN4We014ApU22Ygdd2gINAK/SvmecBdKexSq4PfceGgpMVwp2UDmXahiaIXWIZs8BafTMuE1k9uM9S2VDAr8zm+IME4D3b9gAyI/tTtF5/QHQXCmQ7sN8e1vDGGezU46IS7x1l6LPNjO2oUJfhZq0BQ4zUUEeN6ayb1DpFB2UjuEEdiMO3kKJ3DqrG1+GRz3H+fpH8DDuGano0yqbVwOwawTM8+gzQRxDNJhwQi0D/pnwteQzal1+M/VFS1f9xhkTZrU9bJxvjuJfimgtTQucBL4D27tIOVu4RZBR//0woO7zyS2n6fbpk2IkPxvYbGXm0g5WsDClvotlUjRJC8pr9Aqb1P9WEh8K2EwNqBVzPfgqfmpi5x7SGai1W8twkbTteIzVpMM4TAvMYc0fBD4o+Gn+YncLDvh0VFiMdCoz7QOeUka+GYTs62u2+y7f+ph661TSisRxuu02P9cTBhC3EJKePQ1phzOUL5f96z9g5np6DEyrS2VeErbUWXAbJk8KRxE59G2szxK0Hw7Ce8AvRBkbW5Pnr8nhvOK+r72tfYGFmq6Rav/fkYbjeAITlzJ5JdwZbYQktBXLruS5YM8aLa2huypDC/3h+QWZU6thAYuRIwfb3edXZfWes+r73TO+t/MyvGoCz6GL+YQv1GRHh4U/tK9Zhg6FtHoYVlNFQRBJAxPiUgEU950XbrRiiecfipbqQIJzaXast976WepFU6XtTNl5HA12LmwPdfxEOIVcqbwsNYYzQQ8vRyu0esoZDB+OUO2QLXUdbZPkasDFjJk0RArVC1NTQbTfGXkFtt7467VcQmDg+lt6fU0mN0U6wop59gySTYrrLnz23L/nhQQ8x5qm+KEYspLyt9P/ELNOJvX/8TL/xltV03zuIUDlsOxKXd62Mbo4Jbag+BaleGHRiGzsduoXgZYoC/WUBbSO2gdFUdjbUiV94p0RT0dwFAyRCQ+KVwGLLbFEgpP0CDEFrIRrGHLr81DdoGDSwEknqgvXXNkiCu1RoO6Ktbr5kUmKxpV+h4y6ZcbOWUkJ6rW+O/TQSi8i74hU66pPt1jd6kGS6lcIyyAp/TeU+bm8f7cSfoU4Y7zBCKiuIkrrWpbqvw7QNI5Zc9+ghH5JvK7qNO3mUUxDO51YeBzOhtZxbiENdYWXPaZd14y3QntOA2/cM1Z01vVHfPICvXXjJpd1+o1eURXt7kbY6N3UFgw5t7mqzVY5r++d5iXtoxHrOurT19bxPj0ZiB6H2YdNbp84MlDYldTtrsESm/DzL0tjkLz5itHIRBf0oHfGuYEarPWoj/m8IDzBM5XMPIPIOwa425cPC76My+nmn5bBONkU5crPNO1acjQB7RmAKeITDpN3O3BStLauYE6uAwRf/B4x4GSURIZieStvztz5Cg05/i0v+nuv4fIRvzw4s/UK5vgUKK7IzTYn0wpQ87lfT6TgMQgYSpKZjd6n5TGKYpFWFOcznMmRAxwF88QfO/qi94XQUr3LZC5xOBKOkmKf/xhBZPu6kmA7fgbdmkDNyM+sLDM/UkdcPxKKMdKV96bb8zf+d2tt6PoKWgoTdICP5qBfX5QSyzbVlDfYiHYBOT/FfKdY/k9iBZdQxrMko02Ogcd0dKNikA7gmuPvcQ9mcBeUMWt58HQKn9ShYQKX3B0jAtP5QqnfQHl3EADKgNHhdHvS58EWlDLgoxy/VbIbm+bmcJyi+oTKRZH881q8MOMeAUYPfXtO98ddjBHAaePpY0uIx3PJXiFV2cwYrlwU06C9vS6IfqKuHg8UGdbxCtGWCcCkOoHYT/NwHskK6lKxuCCs5pOcXRHVWkSVQG3gBDZrttsVHWA8s4viADiy5HZrtk2Kgb/F7d21RG7pGwM0vrob0P0/VRmJiX/wyUfOqjug4k2igZIW/gX6Jjdg4rPt0hcuz4AMpgmwhQyJ5Ue+hbnJYUQm/i7CQpvsp+8UBDl85QPh+qUVQ8li1QaBn3vwoIOFRhlGqqVcd/DoTDnFDufyHeOIrKlwna1g9wKK6SuBfydnPAAgkIppZPoNHoNDwI1ecHn5o/hjQD4J2J6pwIXecfO0d2R3+4nklFyoajfaRfCmYGrO4jB/bMfbYUOpDnXglM6C5tvXK35T9v/W/pAyvs2iJVTk+nLQLiBUR6Qd5tsSSfYHEGcpsry2xobfvwFs3+hPOAvOYoB4+dT/JYimpgBHDkYqwBVmOYJ4JXR/WqfyuYPp4BZvxNUOid2mIOqwPYgvV1YS2Z+M9u9HVVYVBb+mFpglpAiQXR2c3ybj+Py2kzAYcgrK5bp3seYaApM9jZh6TT4Tj6uZzeQ5oKVOZ9911/C3WmY50WnLXJRmw0VcrS0B1CcidqBRKe9cCoOJirBzlSQBI/W/DgFqLM0j5bDRchh15xsws4UPdJ5kwUOMUqqdoHGclXXdj77JmQOpsoUY7qXjjM1i0y46VgaP5qu0gDuLrRwvUICj3V5y/Kt+1w7NUtP+d9wuXfzYQDrt4BRce1bHMwKvmE+Kn+hfXVyMsI8gVxxbsN4pz93zhHEd8L+lMu+4CVcvQv/kSB48euftRXg5WDFjxDusfPTmjb5ebG1vL8qOZ8k0NQZHUGqCRP1mxcOyByq+DspHm64HlWppUti1+9pd9AVaBZSBVGEhD3FdB8XpA5rJ+IVTu9lOHQYJQ/xiWPmo1d/tQEyw+MNsL0uoQsn7YPKJgJEuvaK3Tg7nAp3Awxy1qMJD38Qv6I9EsteWG+n+RjhAjSjf0JESTm2VzrXTVxbEB+5MAfSz84JM5+BvE9GHqS07V1rct7/zlsQHOtP661N2VpT5uAOch74PdLNIvVLRFQJGBOnAUVouW3lPPhZgYaVXRo8AYgOkwYoK84g8T8YaHpyjkaKYsAfaZx75+DXceey4wYT9AQAnEvxx8wrrWCtrpmOz2psGYqnoWXVb1trcbiXnxodWVdDZe9ANulfOLYJE79cqfTCsf+jeYgqmQS+Ad6V4MNG14p++cv2Dr8IjJDxWW89TZOaqEmDM9xThCiOxa6/SzXsX/LO6Ue6A594gelvdSeU6Bc9srgoYOeDdrAe/oD1lYeu5r2vGfbMQ4z5AxEdhgoNeRL3PlCdZC4IjO+c/jRJ0kBwjpfEa6wCHR854JAFZqdVnQMO6bp6bCaOWb4DITjlawiq97F4yekekkm/wiar4o9eYcbNnkJDrap7q6L7P4eRQwqsmR6HAcj0jOGZdJPdlJ7SbDQacxHYiHJjH1JYwD8JYk+8b4NB0MEBXnVQ9ZUqS+RHStpYVSy0XybtKfvg0la18KxrdY8XOTkDjoCvYA6eC2TflZohKAF7oSIgYU15sKDpNi6FPMNtrqK6TDUtqyY4wCAzOQQinSxLV7G9028pW1CJvFasmnM7VXNT+YGZ2TQNmxnKx0vEzcy8L03xxzqsz7p9LW4HIhaweHQFIWWU10UDAsalY0NgwNHQ5sOYKaPvNA61UDGZt77TL4K2e9hFqr6DEcy3U8lLkED68rXqh5Vt5XgM37a9yZkjeIO8UgbqqhjQLyZ9+2oOmP9nV9DYc0P0+GKkYw4m6fhCp2AZiNUyWSUTDz6WFQwQyNefwB9EmFlGgnGd6/djsXxqSOFqwhoHGRgj1Mg4R0yYPN2WccL6HpKQ8+JWZrpjQzRwe0G1+WAFPWq4+3CUGGzIh75QQgpNvSVo0eShrAIWyDJeaRiwf5xOWxqoLfEUFHX0Nkhxt7dztDWarZz3LlvRUUA3sgHzAr8/0KP/GvCtuVCp6ni91Xyh1yCMWZSCohfcMfwZSoaZyVopcE7Fj8F7+hK4bvf6kaT5ehPdlmnYn/kRltdn4E8Mv7S+JbyHGxFkMrVLqsvolcJHj8z0jIObKrooD3drHVltpD7rXNTZTRTeIe0B9dh/FeGPX3zKDon/ZrXRMCsWBiuEnlvqloHxFhasPwD21P8jZUTW1MrxHahx+QWXd+o3zYnH+m2mKWuhHEXEg3HcGPNeOdmOkyLwK7Jg38BpCQ3Zd5Bjrpum67JAkm5ICnUANHpJkin8DgN4+cBVHIyAmvJL8zJR88+UKeSWTHiXLJZSVMIANOsu2uaCTZSfKtb8MWuiRk6w+cQ6mdRutKAtNp+SJ3zZseydHadQ7YfOTaKOd4Lqufxzmee/yt/ePkoKy1a0Kp7kDF2eaCLMh5AjuOlOO49TDoBz8tTauWzVugBCozgre2Q40WmL9aY/0Q2qH7ijkqq0XQM8irDmy/HpGklB1DYOjfr29Jn/PR4EVCJemym4x6ZFH0tlm5MXR93Vm1bwqaFVDWnRh7wsbjSRbZwl9bhYPv6WhQrGwSEuN0w7OadD5M0uhX5r1xGEqR1QWEsxtoKlzOWHTBhleu0HFSRxsxeQV0wwJwcfs6r8UY22JWc9g0p9rtQP15D8/JFKfu22FmdYZVAFADnS+7cgSHp+DaM0vAAvNjdX0zbT8pbBcHDeP+pGSPAAJ5iHJRbjBU3j/Dv+3iJJ0go/0lkIijQYmQNhtFwMADg7VzLRg1DmyAqk+ZgYLN9ACfBZg8XA6CeuU5vhPscY5VO8cM/YNYvBndhKJ0zNkoNPjYKtgbxLltBfkM8WshGEaFy2CQW192gdMAH7/XTLwYTILvpwMRw/qklW0oy0FlJ5ReEZ63ygrvz2a7XCOA0XOuitNLrD/gfxQt4xvPN4NZBrjCK2qnlxXz/9MchPsNUvEcTfFvX5jly0TENwsTMp2/6UVUVBpy1ulrhybjbGoVEMMTfPFOJ23dFjuybtT6wzRJridEz2XNp3J9L0o37LZl59qnJfeBI4IWFkAXQb/q/+PINherSUguxfg6rX9T4Ta7IOOSLPq8WMVuZ4ipo+0NfBYOAgRNpn7xPtOyKbmGdz27jiw0aohMt/B0RbvfKUqEfhO4mp/VcJ4fsajyohwlLfIWxd1OEylGpKc80DTzSRiss8MwwvF/jy6vhDLR2NGTHk9OMIr3/sz+Fz+cbco3ZuxTtCu8RX5ADrx16ReQJ0JTxUlr40/RMddlD69uv9+N2s4sNhifYO2dWejVpb83PICgYP057qYk94IpN4du1eOwYWQFCnm0mtZGj7Jqk+CTTge+GoYT4dJ6EMNERuFkzpQZfUbdqXZ+jbREJ+bYkPyiNdkhqfnp/zBopEayrfPfrDe2V1nhJjuXXDauvDTmvAAv8xea/Fi42DAHdMJvYrFfgbFn3ea1S8BzsBL0hoJIXH24vHpLS9c1oNS9cfh81re7RUkWaxVPMjIPOoBjrwWFe1iwvz976vRCtQML6X9CQwoBO/1pS75hGbY3bLy3cesP6ixBvVU5pDvrVLkUIkqnSsC27fHlHPHOzrkvmPL5QI/C08AguFZ91dYAS3hZ2MS9yriZ33tugqx+z5EKqF9KAxaCwUCl8/RpdH7G4c5EnTj7SlCclGlSK6lLEqSe53Cu/8mi5/3yh/fCXcsPjbxpu+Tof+raRS/TpQRj44iDTHXMfYszIBK0p3oAKsEe6Z+Qna89N6oTRg/VZqq8WfnCR0Tersnes0MVPhvShF7hbWPjGV/YR3Sz/Qtan7fjuSHYqVJuQMd0Kv3rlufhvP6xZ3U3/IqPuyU9aN7ENLwkvmU38KBWtyZME4xRjJucfW8Y+C/K6qk3o4cNXYXvI3KvnUpN+uatL7rWSmSgmigu2zqVvFJEPfSyAfcmb8xHCC9U9lpyt3AfTWYZvHRsuau4cJ23WvOrALVleR4A//VbfM6gIN3gYdXAmlCSTdXUNjGaKWhnSjNv8KooHvLJqRc9ii9onYq0hmvB8tfNvCmASctvanWbyko5cgInWOFlUnwHRkO4iN5RzLWlnl3pvhKGuu10UisHqQowc+UySU3QsaXisE6ocgdOH+q9xGro5c0TRdE/RHRblo71AU4zGnMk+89HBOpVQqI1t9IKJZakrkj41DXi85Ep+GLG32LIILlao5VJsDHopBZ3HcgYyr4/fiJfvOLPMvI3gFL+2Nocb7H2G9SaC01q6ZKH5caMG2pEY7ki8/GAEzTFWkI1h2WxF6NR2V1RvrlOGs+wZgb9HpV3nQyobxz/cPqeHPPy/4kO+kNDl4zce7V/tJEPE8+kO++g4nTBGjnjuEbzmtOHyUVi4fzeJePZoZeWcYyTOn/psMnzlpC6kEHUAUDgKDbLXlp1Armn4Anx5/4zsBufhVJ+3p/edLcbygHezuAdXA9CaeBUnIcKeBRMisjyG/kaH1FplRE9TejGQbI0mheULQdD9KDHKpd0FAdAVZPiqFYIJWGzEJzc28rWsMYPpTva1eTC0LDDWrFQ4Vw8X17ZDesAj861LBgT58CrnWpaWLgr/oRLiU3WMWHF5WckhmJ40Q2tHCtxhHYuZoizPMWOHQIe1sBuRKcZ4C8NWEowqp2MPZvGL4pT1jR7uzC595xEY9KF3BqdfLQskwtRoB+jBHcc+1j99uIzNnwPpLBYFHDuP4BLT/r92EP0DuyZF96OKNF179TuWhUM6PhRvqUzh1IEUJTaZwT0uTUD+mXo6JVJoTCEEP0EAzKNrOS5Tl20Bonr/vaP6LJ8uYgUN1QowGyMtFZMsp5col8ffDp/hK+aAK/PBFJxBPrl49FkJwBZvUqxi5bVAdLDHEZLPeS7gurZ7IAwlSz5k9EoFt9XMkKtfC3bgqlmhFxQH8Zetfk1wHrW09VrU17/0aZovmpW5MsdoWekvfmJBEUBkrGD1JBWiRik54/LBrpi4U6BFA5oqRLpsb4DTtWMI3btUFIzhidc/dimaSs2viczSp4W9Vu9ehqCa/96J4G7awQjXhHSv2zsm543IyfCq6D9asYRidzqnPAaz3MraplqUJqJ2ZJ6HU5TG4qWxHWYgGVQ1wRec7U1paNvTsd78muiD8xOL/CsiLsjJ9NQwXe6G33rcb4lKWpm98EKpxS9m+Mnss4K/WGX8kzWN88qxBbSXqqRIwIcohaYagTOCKflISEqurIT7vqkJTuUo1lwZ5hQks1G0/kKfJGoDp9KhNPxae0dOvnrFQBtKuv3bnIr3VBDhgnO6a+/bG867eY9wMSwkCZzxOj7h8KJcbJzvEfpWrVDomR4hxQMYkyHF93OYApAa9aDt0XZ+HJZJyfM+v1IP+xeSAYiGBwl++IHUINPJVzSyitgYFo2NNJhJzJwKjPTZEo1PpP2o0gxWlQC9eVQtRJSOQ7sP4UF5dZYwVziqp/JliNEyUGRt9wo539CuZ5ruKDYbS6j6fSJpXlR51uPNihekMT5WMu1tVUqLn2+FLDTUgfc/DCVRKSeFkokbGDBGrqwxy5Q3fxpqFkwwoPvGZzUCq5a7vptwj6HcvdByxkpvUrx6Jkf9AEZ3t6asNFiLlQI9DFd0Zl+vLf0MU5SWi9lMntbiNC24lEIHp5p6y6mlTIqJxbhDI6KvWL3JYoVdDBZ7igmnBMVHEVrtpiHE5EneDH2K63Gw6JC9eIBRUEZq1BcCAjX0Nsmy0yfdR3Lh7OBh7xUHuMvNVF8rwaJnKk3C3Pr0eMZixXyyFZMyLduJ8Px9MB2mPVnNCayFEBq5zdDOxiYdP0OASFIW8xOuEAkLLQt4vDVRobJ7AliYNqUYDZhcO9kLJfqSWwHuVNu2kAPkSpwLfatZKkilOnUplJlu1+gMJ9DMHECTgd3EwRbBwRqdJ5FZhulJIdYID9tSi3omdPAKp6xnjIecWZEU+2h/WQoZBUrxYn3j3ZNubQehopZU9H5ZVLx3DudOJyAGU4Q3whB6K81vUOcGD0zIxIxLQdh0m3xHFzJpDM2i687m+dm9kC5chSG6AewVqkMHa2aCU7d5ogOujqiHllYzinTt/++z4dAb76EEohgpUDS4VCRX2pWVCf3wpBDhAq0HQVAQ5jK0T8zBjP5zRhd1HgbQckdUXH4R8FaEXPoS+W3j1cgv5KXNn4un/+Jbt2JJaAmhDfdIvEwaU8yILzGvEo4eYpjFZ1dzHC1Kb4K3+7ByWS7Bz9SmPVVOQX9MVRuNpPt6zHnb39o98HYolCmhUljJmFKbi6VxCV5zzmkfotnOeadTxfskh+WZONqlN/4/ugveuxQ8Ld7PcscqriMCx3skICwhaawAkMDDYocSQhYMSf3+nuqtfnddmUrrnFkRwqn11qR97ENEBat1GZ1vKpTgtdsjNolxMUs+quKhdfdLIZ/5S3aTvN4vbBb+ZJPjl6lEgAt1A33Nn0p5ZpZvUi7FYLfq4pybZb9KlhB2bNuIxDmJ7tGmnGTGvdK4z0ZJJubYXheDM8R3fqkUlUdxQVJWRyEixaYIyeuMvfiZI9mK6OEXEKUVQgGxEPb/xyUsCI2WGcMvfZQTkjPMktj0ViZ6uW4UDGQpnmdCozENaa/1GvEU7QYf8tI/3zCkIntjtuN3exT4OCs+Keo8IOKUq+HQzTUHvFypgGEKGum5FrzgFLhLXQQUCJhg6xn5L9+bCQHfZGVmXpKAj0XvrzZquOxZtneTL8f0xwBdRJgn0R4lyggiKtYe9aqfQSBJsXIO5bUiwGtAceck69lzIM0oSBm5baoJ3hGMaSH5HsdC0uDQEkCDrve1TACgHLjpSoH/au1y0gfgieRRN3G7ur6wpbKqwCQbNrdGxwlvDfN5FHJCcirH32yao1j2MGR0TMA/GjfUU31WKLOIyiUkdh0bCvLrScBEvf3xJBoF1Q1hhCXCqCd+PUTF8BN70E+WK1IM9A7GEShRQJ7YFtZ9mb5FBVvDC2x9GALJPwzFCB8wD6Vyv/jzNzGTki2MFs5grwIpiIUTBPM/hac3XPWBKD47piW3mc8vte/pckjX7pIyom/UHOHuK0ERGFGM3BD+ounKBSvMbVz+FdGFDpjMwjmLrhCBw0cK5SY0mqO0DLJqmsCaMIcPCwJoJkJ/z8GizsETyeTD6QujYPLKNsbjEDtyCO8QB17CCgv13M4nfQH0KyFuoguPFHmVQKOt2cbegbB+GoEwKips7/XYG47wn0kDJQKsgGE1qHhxxsJ63xpLvrACqXpv6dTJzUgSFurtWb+bV2ngqvHjOrnLYaDfAgifHS3xHG5kS3ojq50FTgT4yBQU7sSU9jqOhzG1fL+MlLC87DSnXKMYZeGw3ZIsYLv8PDngt+ouP8brU/R2MGUJcAAHl4amy/+kmx0kMZs3+5b9L7e/NSZyRhcO4NwC3uYSu81q6na2xn8beWDncDOA669EMKgDyrRQiB4yzoNgN16Fxz5WqQjRc7u9BG8c7GcisOVb7X9hAm7eIwymqlAwTyrDLincweBkh0k4G83vwRRxw7kmNdVWGbT3S49S2grLePkJ72URzLie7G1v+EKLxWHEn4wq0c2F426qXo+HnQB7/09rjHrvCMvC0cBivHbpAsyIwBsD9Y6YlhU5gwUNzeereVNBQIVCWflZ68XdZhc1/PaeJQvGc5lovtYE8GW6ZuPHLy2MimbujwwWADX31NSlUMKpgyQ8WLa7KnS4HYe3TELa4Gz2rUXmT+u0yO3zomjr5oC9l2xn6SbtYNfyoGyKuRG1tZaD0nsLAQ5s6ki2v0B22uZWr8HFi0BAlE7X0s9XRPPE3aOeG0WDF/TSaFUhFrLkiTbG8YACOZoqiT30R09uuut+P5qzcCaYSnyKiTKDfrB6nkTWaYdWWyGDLIko6OmuyWY7+/c41l9Et9chl4z+DcvgTW43Z5+viOcmyNbUlwJ8Pk28scJ00KAMgyAVa4y5+VooqsBmGIg1zPIyODCaNUzKWYa+vbXgmOkJNuz/W6danGv0I8ZRkfJWKoEISXPygVqx/N5CyRO1nVYF4TZWk06ulgZPKozRDr00JOOot6mvt6r+MB5vlq6fcEQsvhsPXi7Ve8dTks9sQcHM6t4UpZaQDE0vt0okWZrut4keFU4naivajdPjOMw1KBZ3dE8lZROw8d8GXLYznBcyA4ZpKh8chO6EcbaXRM2jEopcD6bPa8H3+oMQVvnXCiDDS1Od6JVWF4fEjM6Ps9rb7j7sAGJWCT2vS4DynRjUFIULADpXQ6mKX7oT9XVM9IogFSXh3xglAgDT/BFkEV2gwYJPKhiX9edNsIkL8GYslyZ6+L72ll2CbxWEImFq86wFugW/6kFnlJNWCAk8RgsNyfV+35RiCPpsE0PAwoE1gfFtKmiTQFR0U4Jckt/E4tpJ4qPwmL/EFGUOGY2GxxVlaZxl67+Dpumoqw1QJNZakPMOtSVkOuoaeo1ut/QrvnYtYq+/nJzGyIXcSWnP4Aa+7XDkigf99379XVnBNA2EAjyNktjSNXIITwvqqoICJF7PcRdeWH63SzoCtBm2cWqWV+1ypaM2+2gO9O+lMTwnvRcXzMXab+PEGjbEXiKIYKzJyRtZ3zzfnXx2vPX8cW3KBQWE6n5W+F1T2wZFTegG6QUoeE9EiuSPoBzfQRDyQYJT4TuQdc2r9m1dJOX6QvMRzqp/Uspi+VPhWkqj/5aG1Y/2eRyiP7l5ItFcoPMcKWl/cYWNgzxhi8gBCd64fqGFqN21YHjjPJdlLkt1p6BzpGlJOHAaieOqc6x+1yWoZKTQPZeGDITOMy8VylQkWQUkAnrbuv/KtrAX4tr0D9fT4kWrVWJTolg8svTYDgWh+vP2cBpVGIgpcXBsKZOjdJt/iYYxxMV7z4e4cp95ahV5Q+t5nDXimfeaQk3CBEDbBCxg2IX050AOUdVKEiPFBEaGmDFodun6SQtPYqglsOUhjoy60xO/WSuhEtc8Lt19bvGJZI3OhN6m3+wFnl0uDk4I4abbsmCd5FyW4x5bI1tebtMF4you8SXx6fod58wwkqHKKUm+biAbg2pPRBsdee9dJDHE2fEtG3hRrti/H6H5kY38J8w8wXgpnhaGF1tr989KNjJIZsDAayJFA9Qe41E1L0qLQ7oxHDkzaRFHP1nVRIAh8O0HIMZkZ0VmedZBk5uNUqb2fAwlyOULyq9yaIlHIHWH1ULh047+C7Pnpa2f75TIlbnOmUz88cVL1MJXLyys1So/+ImqRReSXgNwq4LTUfhvh2VcGvQ1qzH6txLD72GJpjzufyF2gq669NhX/Uo1QOrMqRahHQ1wGn1Z4xvUeU6fmkWem1nohToAuOCvy6QW83GzSDj8oSoFAuSm06d63d2oOlAlzzJC0bDcLJp6vU/BcYugBgG0lyYr4mw12LINUKsbh3A2FPAkPZfFO6yCpPU7k7EFuGTl263DBBEGpfKXk3yWJa35pSvqkg/n0GRpXnbAVsxWfE+gTpXmC6D0ZbX73bK9uj7o4mTzztNB9qDyOGzkHaMXQZPGz3dnao2JLkOD1d1vPVW3vGkX/tCGbclfQdnwCY4UjvPON7rbvLze0I0U/OKS2E87GIhuTDIQbVwp0zXTrSqS8c0BTTiU1TIJa4eUhMLIQrAq1xySO4rhKrGxs7dCnrQ2IUsrQrIADtmf6XpkXnwdt4RuTwAxb8xGNpTEd59keq2XizsuS1cjghOLaYJPhWRq1EmvZd1T87ZF1TtmsOTJbcN4mhhXwP47MgdYUTkx0UacRIXwx4ndTdKl7DsrV/fuY6/L1gulsfh77touT7pda8GOBkqBONTVNj/r52b6I6Ra7zNlINi+yiBNYBK60eB9YWAT8RtB230LF+LgE2S8+BFMtf2dkpCNb5cpa9lNfvz9Ccy5QU2ySgkdnn+y/GkZMOloWSD9Zom0R1tXVuMxWUgOb4jcHT0RpFVOWhhx7DbM2rRohd8Z3a4xC8NYJDOSV4EDsOeR7MrfqoOiQnvXdbvqPjFUibRuwR2Pbe6c5LOoG7S28sNT0SYLegDddsbjK4n1u2G8pknqQt/W44mSyxyrUiTPtY8NdCt4Sv+Y8HL5YTJ8XEkgRz5csTy6iKoN6JYcx8LhwgQwYAZYIsE6+GwWr+i4ytUpmMWOzi2J8FL+z8Ev1pzOxkTu216cPF1upRIZhYE3JYmJqsarQEa7FguuvwXEZcsz40k4CRdUU7uMkI2mX2PPqJwGiyEEE/A7Hrt4MSNe+yT5kEP2bsgUN5U+ORJVEEe7lcktw5S88wo+XWXQ0QZ1VhxQ6UGXuhh+kWiJvowI54h+E4O9wwB8fZ1BrgMDr7EVWaPC3rUjC87Gr2LU8OQZg3KmmJiy/lSvu1yONEE4Q5SNb9PofrkW63BVkv6aUQuOKqHHF77L+/TGr1e9HJq9Y7hCLTOcUz6CpAAPeYP8O5rnlkimFE9ms3H8fbgwdMzX/w3oDx3LYZoT9go5fR+RBpXjkXNG/4/lnjdTm38BnMk0OamrpG5jeMZubzzWNnPM0iECpLhKqSunZaxUIQAI7ODciS9U0I+qcvtdzd6QTg1bqQE6BSmSnzcVaSbZaNNNqYC1oBP2Va1MAHPtJM22ZIXZKCkZ6yTZQeJvkccWL4Qg1uXPCKhFDyNRz3Z7WOsx2JSuG4Avrxrdcb6J9FBasmWB0AlIXyNYi9sc8D9W39uSMwIxnBKMo1ff6tFaXALb9u5zOU28paDnakObVN74CVRubxpznUW/C2PJrGJ7YtG7CBh1C/OGyE96fKjdnU3rPqv7Jmvr39IZ4+mNzDC7wSe6eKnkSaHKYtxoyjSnc6hRu53+OfuHq7RyjwpQChsciBK4/i0YJ447eiUDm78Pq4vBsfsXNlsA+qJlb2ujvKJsxdpH2Keby2UWk81KpZ6NrLJRoSVLCCs5mgrTjhbtP1qpN+IHIQjRN/v0P2posRqNmBPOPhiZphG1vpsRpR1Q7gZoYmwiCyiDpJqskCfqLWdSdHcxBL449U72yizZJgJ5gmfwbNLT2oBj3wXRDUW5ruTAxdTyKqPrnyBGg86yni4rEyvPLWEfhCQhrrAOWqi67StuFsaSfJv2Us1s0/ZUJQ/CteS9TsHUY6hPEXYPzAOGuLUQ4W5AA2pATxUgEdFaYiQj8o3YwcUjgM9TEQvzKTXjO+b9Ex3VJZvt7FJVkNDPa2qrROR5KDtZvLySVb9+BAhHPBauUMRmeCRxeIl1nYTIrQEpBDrH3/Rkhwpjft52wc1RuaiFfWtDHTS9tpggCzorQ8To5372YWRXIY3dd7n7o6uiIaZbdmrjC5ELDHd7E/wvYacRtNLqw9C9M0t+YpPZPhGSNXXzLn20+XF9ngLP8edvmB/lbhmX4w6wyNXBXT5nDlKlPoTKimZeD8jTI/lzWgSVoAifLZYb5N337DbLKma4mfU/yF57MMvNhdr7XvYaS8KpNZZwAn8zvFYqFAVXivGBWyBa1bCPMHNTK4lJyv/A5NEiDB2o6rPZI1ThGQleuHqA5C12lfe0Fa/0NWjpVrnyKMNHMcNOdDf0gCVuAKC1GWMSxOx6QJJJIc6Wl8+cQWsXgjPdvSHEwiLWrbS+CeThDX436xAR7RZlmHEe+9XfitXKl0XsIbuk4aAC0z467zdhJBNhE4RjdGyR4nNoBWwUZ77X0mwSIm3dhjAfYGT6JsFm9Yq7ExFHnao42msLDEF4DuYjKTpJ5cXIvYfGdAZe0KvdEVQagEdlnxLrysVghz2grY1IS0InpROeHmrIG7CXRXHMAVxp2zmx0R8L/K0Bz4ADNFtoZssjplcm6k3LHoCTlCbFXvJnctr9S5Ijj5GuijrlrBUP9hoJCed0tjh2bCCN21u10CVCWE64cv1O1qDo3FFLZaGjAOWAEM619voosIPOtSRxLghlccmRt69KAZfJ3ldU4fr2PjwJ8RIVGMoKuyEW5W8Zhacjma/RzlOC4tqIwRjzPipJCLvc2anFIE+ReGOjvRgEdHYjKH7h2i79VK5mfTMnTLRlJ8Q8cYZeoDVylJHPHr9NHcTLWfE02XSdMTjpHOHCvQf2xwdha4mqfPaDtV4k7GouE9DiOFzqtrTCyK17WwuI3VlYAe7NMXs6gp3M+uyuJaRvk949BWj4Xd0usUM64z02ttWsIZesqJm1F6aJVVOJaIy6tsOT36t8BDajBL4QxIEa0L8u5UEj2T1+PkV0uLVglebDnT+9ajsHA8Q8dBeiqA6iYfrBToMpE+OUvtKlHt4xPQarK1UGl+fXcY5G2rZagJFpKlhe1dhlJ1WiTChwDJi8oN08SXBZHt7S8xz2wIMvzED2tDETxYcn3bUzdjb+W5hWmsAR7unU8lrvbM9N87p4mOJainRVLrTuMPW8zJ0d0+JoCTpfFr/5sAdFXw69Upn+X0KbWirNX/IuV2viCFWfsOLRN11b0zJhCNNtfPc/qVIGcejVfvbwabxD8uxs1AENfOBfsjah2I1uxftapYXAJvVtnN2x4s8ohOASXoGb1g0/EcNjmGRjteBPvsr0PFNtA5/5I942H6DpN1HwSr5N4kHKmssoM3cfZsAe6PQbq0URC75oCq+Wd9dly70QDoT7KfZC6GeE0oo2r7RFz8IYbduBPVf7N1XYepRHb/SleeHhajKOrsQzyJ/Y/51EYtQUs0E1UZ36l8HKB3O+zXvLzpi+YF8+VYYt+tJ2uBYyVBp+KUi6A+24Qt/hSotGBB3rfNaCt9lIOrsDE7R7Sjf5g9M0h/HSZU2tHoBG5k7iueJ3qWWZq7xUiHd5NRwMw+W3UVfgiZm8XtopaixCt/M6KiOBECiMtOow9Uhqm4/bbObkdBchAzcDh1VTDjXqwBhG8cN2P1GRmddMHH5m3EalwM9m/hm4LvJcbKBGbL3vWjmExRz+7hWW7+E2TVw1Es9NUIofQzztp1HWg0sN46CyR8JMpMHl6voqUd3XCyVV/pYPpThGO0mJs7qaoDwRgFy6Tdm8vX6tJqNmBZsBJbVGtj/tMXyXc7Q/t0VH4+7a5pazbutsb5Ndyi6JUm3T1a3daqiz2mXpBchZPF1FRa2uDceg9qcN8Wt2YsE55ZqK3i9ShT1kN20Y3FnPLsdW09QeufwKA+cdGv7D0ygG2OH++xYAwP9uwoEiBeIpBc5/PVutkGoJFbjln86kOw5Sri2v17J10uzIuN9xIif0u5je0TpfvBlRXQ3y3tJX7LwB6luL5fMDAHSt70dAwCOCWx0JcRY875o8a9wYE7+mgS2bFKlBWskGscr4q3Geszj+7jwEARSuHek6RreyEMRROXC1+AlTCS5WwkxFsHzGAsBQmUmEDDeL7IMjIQv9nZd+fsmt0G23imiCTy6DfHG/RHUZEHbeT40smN5YhgRIY/jkSX1gV7XPBN+bA0OsRIebSvNakcBgYG6fHWwcee/D9hCG4e7M9Ffeq/eSR1BGC/JhZjUCWIy+48YIImwJHqdctPKKQdGc0Y9ZUebMnhSMeI6xukVD58otAs5MlPLJNJokB9GxI0F6THDmeUMqI7FBcAU5xHH3R2zfzKn4HA9aZu1SN+p6d6cDJBx+GjoJ2Zy2+cZXP7b1NyQfL2r7HmAbInkdrvIIv0UG4R8hfkKnCXWYaWSEtyFtrv5zQG2XVwLiY/6tYWBNwGKVj6tuaqDczb8CoAR1P6XkpnfgR/zTBndsvRsdZDa+XcDJLXQfvAiYOFcSjx+2bnwInAxK201+s94dSv7x833XwmwKd1ud5tnmKTdxs1CvK9Ogi7a9DTPDNEFZdSI6F/lReG7FquPy3XmQCINQRc9gTfrT6TmOtcm+uCtKRUe5+4I3ye9n9E+peagfhpyItfK9kmoOMT9o5k41myk4EstsPvx9X6wg0DTcKG81LGvSSMQPuoBVptkfuiGYUav5MgVs9DYT4h3KO27gmbs9vwdY8yMjCWW9c6Uc6Sw03Ko/mBKr8eE372nI0Meg++a/qEYUzWnoajVTW+zIqgqsUrfmAjQd/oPrCSj8SMnueiIvafkyQ+kH0vj+GLehDr1Tyb75HlazjdLFTl+pMQ3J/ZIuIpEYpzl/GCEIQyTki4dZFup/pjGSkJDy9NuposrB8QL2j6ed5lgitcaAPeXou8uAXHM3+dn5QBXmqL+mDOKTTsY4MYDnNEHu1GRQjaOQMB9vI3e1APajG8Ndmhw9e927KR30LbtYYEqQFFblefyp8sA466szVpqohdq7yfqIuGGwv6YHnfbNokm6P3BK20Pj713iQCVk5KPIrmYo/YFoTa9BdSIkhOVe/4omPZ0XE+1zuMzYFexu88DM/0eEKGAVYVJaMFi0C9zd1RLg6XospZkueBxsjsAcNcgkmTnKOCd6239zBTc2JGDB2+Jcimfzrnf0vK83ddH60R0iC/JR1rhOMQ1reUmRxWwrZPMEf4w9JCGyOu0Z9b79W9U1IoIJ3ATEu2bxHQxsLQTGYOGSV4ODXTqhYSML2kzHEMM5ihIlCX7HL+hWqAdN0JoZHDlEHUVafCZfseb6YZbBw0qJx2eUc6CZdBg76fcKSsSwjGt2vezbNWlyWgecjOVEeZBLkgPv32efrnoFUzPlIPs0GBLfXOOD1uTR6ocrdLM4vua8ba5c7V+ZwQx0f47s6mbquJhIIrExDjB2pSVxiptiR7BKnvjCKuIjyGjLwDwA3+LB/0fqnZSzqJCvUCiRPLR7VKoZvM9NfhmLu5kFsRwBBj2Ss5YO3HvtPbVwbIfnuLMyPwYHfWHvYFAnsuYaT9wmlqg7QkEWQzhuT6gUBe6hEpo6tlrYywpQQFCcaKyUaYRAFkSoPdR9VL6np1bmqmWO/79uZLnqjIheXsbdDPiNetHgcyKvnTgGbdEKycdZArLmEJxeSot9eG3l2qPFPqPGLqLImMvQrVWuox11B4v6Ldl32VtiaF5bUiQ0e6zgRESkqxkjZ0NTprLSIzvazu3ocAL4GSg9ncD+GrTZSDk+Dctu/nbZFk4FDR/IL6+b2WrM0nm2MQmOfD7wllJAV7835Wcb21kTppj8qawGBsIGv7IJdY9p019472TfH4kegOj31wp+iDTLIDbpvhQJgodbBV+9EE/sK9Tg/scWzS9M2P20gnSTLR6hjRB9wgB71RRxECdOj/ag0WBXCadHkWVHO/UcDfk/GmKMxawjpZ50JQNguEHIb0CGB5QNllg38Svyp5j51DL6YVTEgoTnADlcR09kOSCIotXIS9cIDT21VDR+HdHf7poiAAJCr9YuIk/PToVugcz508cJbBvT9BiJh5wyE/G/nSwwNmT8A5uZXMYGKoqcn1ysYLCSLQE3iynv5R0U0iPFAdNUL0YkHMlTpr5Hkl2fdnnc9W2MRI5zba136u+3JF7J2QPI7Vlpxc81FuGI/4r3f+LPOc5sLYK3t4Cv+9Y4CrzAIbzuBPbs98582ERc2tLdMYRv9PMjao9urBYs6yOW9eLKEtYFgfneWJtxQP6xZUNQ9xphHme7u6BZhnKabiD46k60X0SLQ7Uy3YKfF1yHh1d1RVhoncgaHl5sqSrqPfdfQ7FFlt21PUtevGCzcbBKRnkwK2ECQvRAVXl3iztSPQ+T6Uy5f/V5T41RFn3a3oXjlbi3GpNHLevtjx3lD0Dlah06oOHCz4kwyh8CuW/oQF1puzXHKGlcO980jlkosuPncH2iRbA3zbeZrCbFHzoORXjWYc2YAs5tnuxU5XKZxJCVnTG4i59SiP3pKaFBUNYtCeUY502ptL4ypjo16g8SXNEGEsedAtVOTSfbeMwiMV/aavnkS2640BPha8j8LBVS90BcVjM2xmTfK8XXcIIbl88dCNijRE7qJEtAQYmINeWLpepQ95HrVes8g7F8EC67TCxeiqR7YDotw+dT//XynSQJXKnLVy1QIsQY3hSvWLCtB6s/g0U+TGFhM4PXdhBFgu4bi8cJglhKFw+5h0V61NSQa2UGTecb2clqMj0izKyKbMRzzOGW48DpmYUYmAvhps83ZtkO4j1HB+5Zxf+H4fIsDf3x8Y7nZAUUN33Rm2xsqMG8cZ+pf5IuQEvasNtomyexwO4CpzxZ3HXeP4LL8RHfz1zTVGNe5agDGwgKDb1Znco1zWnzdRHgxdcKsdeZEb24ULJgo/AfmV0GOgTq0vBe31P0DylCCrPZBrOvlwR4XAf7JJul8Ifp0rF9aIBl1WWiGG1pHlZzNIuxiW378Q1/PLCmTGym8COf6yBch15jdMLTqxw5fgztcRNskMOt3UPdxDMd6zRmRYUhg1vRhaGYtd+80zIkOqCv8VuryEn9Zsdb1JVEGkwmZmCocfXz3HRh+2ikMtR5GkYMBJMSWKYFwOSzRcMTwpUnTft+G4s5JJ+9T4jgMh5Z5ZDLuCAbnaNYSpFn38Uxa/uJd/tzVu11I4tWkZu7HU3S7WduVGMmgYCKkxa00bjDpx59HT6Xyqordzn4U4cLJYtnaxkjwAQKSHzRXDJ/f6kQhjxM251Cxwm0G8W1go0a0JKmtOBiNrFWNULpslUWJbYD97t/RXAgc08SoMfljisgekLknAPKG6kIFLrGQiKOJPo9hjs9odpnFR/LFVg0x/K4Y906ej1Fp1LcUsfYIedlCgFxPVZjcfyziNcVUEEZlGU6CUqYr3TuOESzbkYM8qpdB6g/CYGQcoBjAoYq7FLM1aJIQUtvCXmLNQkgf32GqUs1uVlahhK2bmzNnZGIgy8b/+0h/7qTCDAOzvHLNmjLojQVmRIPotMEmGKpN3ByIFTc6laiaJpBRjLd/pPl6v1W9uCnWiNld3X6/pztZNan2vlV7wwg9DFnGFPXDClWrgU+o26+FfgBmfi0/dBJSQVtYbSUTAta9ITxWkY9cIdJsNe6pSgddTdObTXUI3vOBJBp8mohPJJPs2fKA+ADnLdELXeUKd5GMTqs7uMluDFt4Y6d93HWGstzwgI+hkB/q3uLYQgDMtcLtmWMZN2zpUIIiACXqOQ5YKxRdr782FlqcPIOjsqssJ/P1Jv1ktd1VtkWvfnbc1WuX2t7y+r+87BccLVERHdnru8Ib3Jy9quNhJNzI38MzUo6/SLRIG0bbKDxif9Wb3ImdBc8upXcT2W4c1JWq2GcNOj5EEMJYsSMSgpdZbpuhhnm8bAN0YAh1R0nOztFdWFzpVAhLkHXDObpCGP+rgEYQNKB9CHmkoWHI3PgnjeJ0fBiSuwXrXUxmICBOd+3nESNxnYfBOjGK5mAb6zUmJK2g0iXgTq1f9rAZXAPCNTpZ/xDnQ5KTIPJMgmEuLNMuCQzk7KxryMrD/FXwD/Zt6baPA5XBAyLdXlkWeVycvRLAPM5SRb/iuuGfHkUKxt82PyW9xUlSx4e0BglOg5pm32pWsAbAKkMF5W97Fz4xKwNHaqfuKcoURuu6SPRp+ZFzOYTHNMLRpuESD0EO3ZR47fV3oittCkC+TOrO5F3BjPsU2ernk4ug8qg/4ZbJfqvJrdegScPv7UiS2ujyGVhakgZ+0qlykIyrg689chidczEPKW3LOC9KxsUaZi5IcdRhiEQhqGOaEwaDgi+f5cpZ22JNx9OGgeqoPvC4V6p9ggPTav34jG3XToWYaKnDeCGujrJqeDmtmjlZpGYXiUb7J926l+4pv8Qvl0XcYZTHz8v520I4Rqvgvd6f1dbSO6VJG9he4hUK9ng0ciUQkvPMIAoiexEaLC5hJDUyhmzVKeWqjMtZkwimGGqMl0z8Hd2ofP0uFoSM/fu1Lbo27SmHCwdTNZv/3fWC37lLMFk9zElKtcSy32mZBqIhbcNU+lTdCfwXfwTSxkV5h24nHkc/rjalnjI6QdtXznZVj66K0+YVe2VE1DOwD7QPyXWHk9n8k++ggmOY1ePje05Fiq+FXTklXKctP15H3ueAAewH2UvhUsgJNDUkmXaWmvXy0Ctug4FEMsJBNOB53QInnFqQhZKcft1t1N4jiZOEwsyDD9BERbX3HmwNNaH0lZgZEB1XlF57vmF3Qx3CENYsj82ieNOvSrDDtR4bqqz1xABaTSxt5j6aJLQj005vfiEnovtWX98aXf74thTM5TuESCrjT7mGArQhIwyxrts03voE8DMc019h/39SSnoFmOoLa/PWaYoRN5FexFbiQn3Aea1inWpBhuMwOUd9tlHRwblrVps4ZiAqPcN5WFHTJovB0urW7s2pA/R+pw88bA5kNcm2Bo9BbDaP7sb0FK/JGde8A12BEC8sLGfFXfn4TN++AU5q5lwGLsp6BrrbK+J0aTOXtjvIYFGCqpTnMumK2mFp9kjUSd/6rr18PQfQ5cGBHZzjNfJN0dNMhqAniF+4ludkFtQx8dqKK3BhpyDV0l1SR/g0hTRw4VYBkxvajAW9pAXmN5sBgizwKNghLfruyIqKv+xqHXguY2enCrMJB65uEFNPRRkP54YWqz78tq5noQvsAX2NeJNzUlT1xUATRG5qW5kSt9y4nKD7dn9U9A6MLE7lckRJkdIeOJG5XyyKhmolvEAx+TFjeac04t9EdE+PsQe2k5foEa0ruj3LIqiqZPIXRojRpMeNYrsJNFyvp6gsvp0zgqTR6COnVQbN9vkId12lKRSnjRTAIgIl5d2GJEGD9JH6D5tTSaPz5jOnd8OTUTWQ7WLlqic8qxyhmovBK+l4bwbFF0wEFN8A/lyfK1c9OpNbbNN7VN2dTVK9zP8yLRliGKX+bVdWsfx4DRA/cXDA0Hdwlbbb7XsF435kN743HVYStz1qQLt3cy7X1Cn7EBy7VUZFLLnc735K8ulbFn8qF+1qTuNHaNI+xN1X8mj9uoXxrK5gp74D+eILftCH1ZuX0rYR/eCE0t/PEgmRwylp/VeGBJSQ4COVNhb+VXfMUDZWh1ixWuPvPZOr17sslvzeFPryG++dUhK2kyRvdpVu4SVM+ly8/RsWt/UGlmxU1NY3TZlSBUTTuRGqO/zqFuvurml8IQdo2K6B97djkzJgTszqwxiRLc3b4yGBo/+jc3WKMC56y1jxwEPrnxS6jEfJk5H0S3wSntHwwkKjGTafciV6O7IU7S0f5UCbwTOJINcjrCy4i4zGWg8JPzCQgxtWjZKy2Qm0A9ZGDeGPUxLZSifVNGMLUnAEjlEIi4vNMaeZ8MvNHFqWfz2KM3WUiI+QQklKL5+IZc3+4ZUsAMEYWIKTSE7gTY4wsCz/7HZFrIOZltL3CrHyYm1/Y7lHoRrffbDJ7031vTNf73t/1jJMjlA+Q8BuSy0gXkPtwF+pT87Z7CGqDbe8NbP8YYY4qD1HVcqkYtg9XrncHPCFs0n8avthyrCzv9W08bPatT8JAxQgf9xaVNgCaFKM7C8u4PfYz/2H1Tn1cFMdgHQ/R4L8m4JmhyaEbCpYm+cvD2y140xl4FybSmTFhX0wxHbruHAsr3nxOLbSb7a0lZXkaVyzsy/nnmvZGwMVzS3gsZeZBM1PPNppc9vo3j0/fyapU4Vo3QXYd8i+tlVYEcTI77D5JPT72nVcpUDmGQ3oZ3Po1qZ91Dw0tNBzwpjS8y2LD2Wes0zXBDxP4Ui+gkedokeRqtQNSA1B2VIm4Z6EDkO2r8T5qc1IVNy9yABdscqX8+6Xj3FWZFxJwjTou0zxzDALP/KQMyG0OrNr0AaMw5fwXNKyzRzzxGL5fzWtNW40BA/sl/t0r/AJQdplcPPwZB8ioNWh05OfSnYGprP5ZPc9JuR1Vu9j8DHax/UjSC1zg4Et7c9E9GJHpgIYTpGMm4oZReomWzbsA6xsgji0LUWnsN3UKx7R90B5628J51yDvfYjsPsVPaeQuchfFQSGeOQ3HLs5sUCFFoEsjdBQbLYsNfsNqviZDI4QbMw7UNHLW3IsV272kSQlJkqYtsmBuW/7zI+k7v+cmlrMPZIuL0l/Z8b6uwgcuC28fyubwtoszqqLRxEyNoT5uFJPY78MhPk98SFiP/qlFpcL2jvWjkSV2S/f8suNnozipMDekRaGlwzaI32xFKHn+4kIaJ1Ve7Uv5xdxGI4WsSiis+j2EzFZmTsnO+ExyiRBsr4WjopkCP6RhFso7UnzHyYgvKs4xbLiYCZQcLR1y01JzXX6EBM3aWs96Lk7+U9Cj5S42yVdRT9g7C6uZGnMSJWjWM/3u4AkYn+YWke2XkoTPUff23xkCq96iZcJhaM89YaX6oEVfLrZSwNLuCJ+W7m/9catZ8E9JEN+seutodeR7jvknaK99cnCxo3epfFmPAuwedFWEUpbm6RanMuJqlk6wc/QfGnXyOyU9LKdW+Ao4/Wjs/GA0tTUQeBTm04DTi17helv0K60FlFY+ONKkP0GoO6XwZYAEPfQwyjgVWcV/2C2VP4dlrtAnVF1pudw4S0gK8BbP6FVZRRCnPipj2LH04AkdoEDnIGdjtSaalsgXQLlntjYA4a4fwHViwGruuCgM+ZBZIPFxOFQbqI20ce0lDw9OKSp5LKvLP3mwEyNahGXsjSRK5Z7P1zEfR1r5fLO3Zv8XFKZJplkQusY30CPW/O+z9QY/P4fE6PQr4PSnWJQqDXfYSM6jCkyX+MVshKFct02kt0R1HpoLlC/eZzZwqjucZsV468VT5Aul1Asz3Zg/VeIRqn/BIBHwPpN4/DTgNTi/p3kJw2XpC6rt7uOZkEYgLN2nllCrZU3x5IiIUeVgIarII73BWOR3YfpsxlgdWVB9/7nOIKHxPwurTbE/RBDh0RRHrOUIneYT1heHxpo7w8V+6QRFoQJVL6WgHn8l09XXieieCmy5OSKuzaNWoB7VFWXiJQYHEOX6ZNqfuEyBdpaI4GtPAVemA6SYDvYOs3pXU8XCrmsJpQbELlMnux3h2I5SULPP89hvPWVw0BBDRBr85pGAX6OaDlgSGHCLq0Wha1pcj7eQvwRyyiUyBkpnEDvf++Cql8DCygu+7BYGG/7HLzWB7pIOuLu7X8jKuFx5l2LtCDrwMfQ+ol/BQbSzifl9UHgZ6EU7NV94GR29KyIcky67Jo1uRhplKxy1crv3tT82tCkePchl+y05FnxpYyrKV87nD6UKkjZFqW24wKC7oo/H0YlFGlbuaOnXDgIeNrs008nXvBCUjs4hQnITPrSEAY5XUDrCqqHGLE47UlIzXMnGcLcnQo9kh+3N+SEOt52m4jOE34CVVMjRdY3a77aC0RgHM4mMvrbDCn+Mx5JRsQnSk5NOlnkXU8x/6NUKsRXi3isP3qY+xLpE9JKYtVXmDS44q1kmzu3J261LFkrNvTe+IYLe8BGg1avnx/AdU+9hPraVW8EfV0bx7IG/EX/qj1yeOls6bX35w3qf8hloKAqP+sm3hnKtdMfLZMtzgYSddpSWJLQXKvsr+DtY0jCc/qP5HpvxEgGRHnMjXDrCvPRiZwU67d4MJshoEmyZ0Es+dHcxDjT9XnIw==*/ </script> <meta charset="utf-8" /> <title data-rh="true">Opinion | Thomas Friedman: Trump’s Path to a Nobel Peace Prize? - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="How the president-elect could change the Middle East — for the better."/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/2024/11/27/opinion/thomas-friedman-trump-israel-gaza.html"/><meta data-rh="true" property="twitter:title" content="Opinion | Thomas Friedman: Trump’s Path to a Nobel Peace Prize?"/><meta data-rh="true" property="twitter:description" content="How the president-elect could change the Middle East — for the better."/><meta data-rh="true" property="twitter:image" content="https://static01.nyt.com/images/2024/11/27/opinion/27opinions-friedman/27opinions-friedman-videoSixteenByNineJumbo1600.jpg"/><meta data-rh="true" property="twitter:image:alt" content=""/><meta 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software. While it has been reviewed by human transcribers, it may contain errors. Please review the episode audio before quoting from this transcript and email transcripts@nytimes.com with any questions.</p></dd><dt class="css-xx7kwh">speaker 1</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">This is “The Opinions,” a show that brings you a mix of voices from New York Times Opinion. You’ve heard the news. Here’s what to make of it.</p></dd><dt class="css-xx7kwh">thomas friedman</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">I’m Thomas Friedman. I’m the Foreign Affairs columnist for The New York Times. People might not believe this, and I’m sure most people have even forgotten it. But in his first term as president, Donald Trump produced the most detailed plan for a two-state solution between Israelis and Palestinians since Bill Clinton. I think there’s a place for Donald Trump to find his way into the diplomatic history books by implementing that plan for the Middle East, invite both parties to Camp David and just tell them you can come on one condition, that you treat this as the floor for your negotiations for two states, for two Indigenous people.</p><p class="css-8hvvyd">When President Trump put forward his peace plan back in 2020, it posited that Israel could annex percent of the West Bank roughly, that the Palestinians would get 70 percent of the West Bank for a state of their own, plus all of the Gaza Strip and two chunks of the Israeli Negev Desert. It wouldn’t be a one-to-one trade, but probably about a one-to-two trade. And in addition, Palestinians would get a capital outside of Jerusalem. That was the basic plan that Trump put forward.</p><p class="css-8hvvyd">At the time, israeli Prime Minister Benjamin Netanyahu formally embraced the Trump plan, but never brought it to his cabinet. And the reason he didn’t bring it to his cabinet was that he had a very right-wing cabinet, and it was not at &0 percent for a Palestinian state. It was at zero. And that was the birth of the Abraham Accords. In other words, the Abraham Accords were achieved because the Trump Israeli-palestinian peace plan actually failed.</p><p class="css-8hvvyd">The Abraham Accords are a bilateral agreement that really widened Israel’s normalization front with the Arab world. So they’re a big deal. When the Abraham Accords came out, I was among the first and among the most enthusiastic supporters of it. Even though generally I was not a supporter of the Trump administration’s foreign policy, but it seemed to me a good plan, a good idea, something to be good for peace in the Middle East, and most importantly good for American interests.</p><p class="css-8hvvyd">So I enthusiastically wrote, I think, two columns about it. And shortly thereafter, President Trump called me and basically said, Tom, I can’t believe the New York times let you write that. They said, Donald, I can write whatever I want, and you know that. When you do the right thing, I will support it. When you don’t do the right thing, I won’t support it. And by the way, I’m not supporting you for re-election even. But this was the right thing and I support it.</p><p class="css-8hvvyd">There’s no doubt that neither Israelis nor Palestinians would embrace the Trump plan as currently written. There are powerful forces on both sides that would seek to upset any kind of two state solution. On the Palestinian side, we’ve already seen Hamas, which rejects any kind of two state solution with the Jewish state launch its invasion on October 7, 2023. So we know where Hamas stands.</p><p class="css-8hvvyd">At the same time, there are over half a million settlers now, Jewish settlers in the West Bank. And many already live in areas beyond the blocs that were originally designed to be the areas that Israel would retain in any two-state solution. So this is not a slam dunk by any token of the imagination. It probably has about a 5 percent chance of succeeding. But I’m going to devote percent of my energy to that 5 percent.</p><p class="css-8hvvyd">Because you know what the alternative is? It’s not a one-state solution. It’s not a two-state solution that you want and the other side would totally reject. It’s going to be actually no states — no states for two people, because it will be a permanent, roiling forever war.</p><p class="css-8hvvyd">What I would say to President Trump is that Israel has presented this war as an Israeli initiative to defend the West from the malign forces of Hamas, Hezbollah and Iran. And that’s not wrong. But at the same time, while Netanyahu is doing that with one hand, with the other hand, he is supporting an Israeli initiative to basically install an apartheid regime in the West Bank.</p><p class="css-8hvvyd">And so if we ignore that, if we just throw our arms around Netanyahu as he would want, we will be sullied by that other mission that he is on. And if that mission succeeds for Netanyahu, if Israel in effect, builds a apartheid regime in the West Bank, then I would say to President Trump, your Jewish grandchildren will be the first generation to know what it is to be Jewish in a world where the Jewish state is a pariah.</p><p class="css-8hvvyd">Before this war started, President Biden was working on an initiative that would be kind of a three-corner shot. Saudi Arabia and the United States would sign a mutual defense pact. Saudi Arabia would then agree to normalize relations with Israel. And Israel would agree to open negotiations with the Palestinian Authority on the West Bank for a two-state solution.</p><p class="css-8hvvyd">Unfortunately, Biden never really aggressively put out in public the peace plan he was working on. And because he never put that plan out there but continued to provide arms for Israel to defend itself from Hamas and Hezbollah and Iran, it looked like all we were doing was supplying arms to this conflict and not actually, in parallel, pursuing a peace agreement that would end this conflict in a way that would provide some justice for all sides. And in that vacuum, America’s image really got deteriorated around the world. And I think that hurt America. I think it hurt Israel. And I think it hurt the Jewish people.</p><p class="css-8hvvyd">There are two — we’ve seen two Donald Trumps. We’ve seen the Donald Trump, who moved the US embassy from Tel Aviv to Jerusalem. We’ve seen the Donald Trump, who appointed Mike Huckabee, an evangelical Christian who believes in Israel’s right to annex the West Bank, as his ambassador to Israel. And at the same time, we know there’s a Donald Trump out there who not only promoted the Abraham Accords, but put out a Trump peace plan, calling for a two states for two people with a Palestinian capital outside of Jerusalem and a Palestinian state in the West Bank and Gaza, albeit truncated.</p><p class="css-8hvvyd">And so there are clearly two Donald Trumps. And they need to sit down and have a conversation and tell us, the world and Israelis and Palestinians, which one is it going to be. Because the first Donald Trump will be a pyromaniac lighting the fires of the Israeli-palestinian conflict and fanning them even more than they’ve already been fanned. And the second Donald Trump, who knows? Might even win a Nobel Prize.</p><p class="css-8hvvyd">[MUSIC PLAYING]</p></dd><dt class="css-xx7kwh">speaker 1</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">If you like this show, follow it on Spotify, Apple, or wherever you get your podcasts. This show is produced by Derek Arthur, Sophia Alvarez Boyd, Vishakha Darbha, Phoebe Lett, Kristina Samulewski, and Jillian Weinberger. It’s edited by Kaari Pitkin, Alison Bruzek, and Annie-Rose Strasser.</p><p class="css-8hvvyd">Engineering, mixing, and original music by Isaac Jones, Sonia Herrero, Pat McCusker, Carole Sabouraud, and Efim Shapiro. Additional music by Aman Sahota. The fact-check team is Kate Sinclair, Mary Marge Locker, and Michelle Harris. Audience strategy by Shannon Busta, Kristina Samulewski, and Adrian Rivera. The executive producer of Times Opinion Audio is Annie-Rose Dresser.</p></dd></dl></div></div></div></div><div style="position:absolute;width:0;height:0;visibility:hidden;display:none"></div><header class="css-1vwfk9f" data-breakpoint=""><div style="width:100%" data-testid="default-layout"><div style="background-image:url(https://static01.nyt.com/images/2023/11/03/podcasts/week-in-opinion-art/week-in-opinion-art-videoFifteenBySeven2610-v3.png)" class="css-197zlhc e1eullfg0"><div class="css-1hmsypo e1eullfg2"><div class="css-131hid3 e1eullfg3"><div class="css-1uhi299 e1eullfg1"></div><div class="css-1tloyb6"><div class="css-ah35qo ehra6vc0"><a href="https://www.nytimes.com/column/the-opinions" class="css-2ne0py"><span class="css-1f76qa2"><img alt="The Opinions logo" src="https://static01.nyt.com/images/2023/11/03/podcasts/week-in-opinion-art/week-in-opinion-art-square320-v2.png"/><span>The Opinions</span></span></a></div></div><div class="css-1r0dpua e1eullfg4"><div class="css-wfiq9c edye5kn0"><div><h1 class="css-zb0ps5 edye5kn2">Thomas Friedman: Trump’s Path to a Nobel Peace Prize?</h1><h2 class="css-syyj5g edye5kn3">How the president-elect could change the Middle East — for the better.</h2></div><span class="css-xpptmx edye5kn4"></span><button type="button" class="css-w62hzm" aria-haspopup="true" aria-label="Show Audio Transcript"><div class="css-1vd84sn"><svg xmlns="http://www.w3.org/2000/svg" width="24" height="20" viewBox="0 0 24 20" fill="#F8F8F8"><path fill-rule="evenodd" clip-rule="evenodd" d="M0 0H24V20H0V0ZM3 7H21V9H3V7ZM21 11H3V13H21V11ZM3 15H21V17H3V15ZM11 3H3V5H11V3Z" fill="#F8F8F8"></path></svg><span class="css-16bt4xd">Transcript</span></div></button></div><div class="css-1g7y0i5 e1drnplw0"><button tabindex="100" class="css-1rtlxy" type="button" aria-label="close"><svg width="60" height="60" viewBox="0 0 60 60" fill="none"><circle cx="30" cy="30" r="30" fill="white" fill-opacity="0.9"></circle><path fill-rule="evenodd" clip-rule="evenodd" d="M38.4844 20.1006L39.8986 21.5148L21.5138 39.8996L20.0996 38.4854L38.4844 20.1006Z" fill="black"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M21.5156 20.1006L20.1014 21.5148L38.4862 39.8996L39.9004 38.4854L21.5156 20.1006Z" fill="black"></path></svg></button><div class="css-rdbib0 e1drnplw1"></div><div class="css-18ow4sz e1drnplw2"><div aria-labelledby="modal-title" role="region"><header class="css-1bzlfz"><div class="css-mln36k" id="modal-title">transcript</div><button type="button" class="css-1igvuto"><div class="css-f40pzg"></div><span>Back to The Opinions</span></button><div class="css-f6lhej" data-testid="transcript-playback-controls"><div class="css-1ialerq"><button tabindex="99" type="button" class="css-1eut9gw" aria-label="play"><svg xmlns="http://www.w3.org/2000/svg" width="20" height="20" viewBox="0 0 20 20" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M8 13.7683V6L14.5 9.88415L8 13.7683Z" fill="var(--color-content-secondary,#363636)"></path><circle cx="10" 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class="css-8hvvyd">This transcript was created using speech recognition software. While it has been reviewed by human transcribers, it may contain errors. Please review the episode audio before quoting from this transcript and email transcripts@nytimes.com with any questions.</p></dd><dt class="css-xx7kwh">speaker 1</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">This is “The Opinions,” a show that brings you a mix of voices from New York Times Opinion. You’ve heard the news. Here’s what to make of it.</p></dd><dt class="css-xx7kwh">thomas friedman</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">I’m Thomas Friedman. I’m the Foreign Affairs columnist for The New York Times. People might not believe this, and I’m sure most people have even forgotten it. But in his first term as president, Donald Trump produced the most detailed plan for a two-state solution between Israelis and Palestinians since Bill Clinton. I think there’s a place for Donald Trump to find his way into the diplomatic history books by implementing that plan for the Middle East, invite both parties to Camp David and just tell them you can come on one condition, that you treat this as the floor for your negotiations for two states, for two Indigenous people.</p><p class="css-8hvvyd">When President Trump put forward his peace plan back in 2020, it posited that Israel could annex percent of the West Bank roughly, that the Palestinians would get 70 percent of the West Bank for a state of their own, plus all of the Gaza Strip and two chunks of the Israeli Negev Desert. It wouldn’t be a one-to-one trade, but probably about a one-to-two trade. And in addition, Palestinians would get a capital outside of Jerusalem. That was the basic plan that Trump put forward.</p><p class="css-8hvvyd">At the time, israeli Prime Minister Benjamin Netanyahu formally embraced the Trump plan, but never brought it to his cabinet. And the reason he didn’t bring it to his cabinet was that he had a very right-wing cabinet, and it was not at &0 percent for a Palestinian state. It was at zero. And that was the birth of the Abraham Accords. In other words, the Abraham Accords were achieved because the Trump Israeli-palestinian peace plan actually failed.</p><p class="css-8hvvyd">The Abraham Accords are a bilateral agreement that really widened Israel’s normalization front with the Arab world. So they’re a big deal. When the Abraham Accords came out, I was among the first and among the most enthusiastic supporters of it. Even though generally I was not a supporter of the Trump administration’s foreign policy, but it seemed to me a good plan, a good idea, something to be good for peace in the Middle East, and most importantly good for American interests.</p><p class="css-8hvvyd">So I enthusiastically wrote, I think, two columns about it. And shortly thereafter, President Trump called me and basically said, Tom, I can’t believe the New York times let you write that. They said, Donald, I can write whatever I want, and you know that. When you do the right thing, I will support it. When you don’t do the right thing, I won’t support it. And by the way, I’m not supporting you for re-election even. But this was the right thing and I support it.</p><p class="css-8hvvyd">There’s no doubt that neither Israelis nor Palestinians would embrace the Trump plan as currently written. There are powerful forces on both sides that would seek to upset any kind of two state solution. On the Palestinian side, we’ve already seen Hamas, which rejects any kind of two state solution with the Jewish state launch its invasion on October 7, 2023. So we know where Hamas stands.</p><p class="css-8hvvyd">At the same time, there are over half a million settlers now, Jewish settlers in the West Bank. And many already live in areas beyond the blocs that were originally designed to be the areas that Israel would retain in any two-state solution. So this is not a slam dunk by any token of the imagination. It probably has about a 5 percent chance of succeeding. But I’m going to devote percent of my energy to that 5 percent.</p><p class="css-8hvvyd">Because you know what the alternative is? It’s not a one-state solution. It’s not a two-state solution that you want and the other side would totally reject. It’s going to be actually no states — no states for two people, because it will be a permanent, roiling forever war.</p><p class="css-8hvvyd">What I would say to President Trump is that Israel has presented this war as an Israeli initiative to defend the West from the malign forces of Hamas, Hezbollah and Iran. And that’s not wrong. But at the same time, while Netanyahu is doing that with one hand, with the other hand, he is supporting an Israeli initiative to basically install an apartheid regime in the West Bank.</p><p class="css-8hvvyd">And so if we ignore that, if we just throw our arms around Netanyahu as he would want, we will be sullied by that other mission that he is on. And if that mission succeeds for Netanyahu, if Israel in effect, builds a apartheid regime in the West Bank, then I would say to President Trump, your Jewish grandchildren will be the first generation to know what it is to be Jewish in a world where the Jewish state is a pariah.</p><p class="css-8hvvyd">Before this war started, President Biden was working on an initiative that would be kind of a three-corner shot. Saudi Arabia and the United States would sign a mutual defense pact. Saudi Arabia would then agree to normalize relations with Israel. And Israel would agree to open negotiations with the Palestinian Authority on the West Bank for a two-state solution.</p><p class="css-8hvvyd">Unfortunately, Biden never really aggressively put out in public the peace plan he was working on. And because he never put that plan out there but continued to provide arms for Israel to defend itself from Hamas and Hezbollah and Iran, it looked like all we were doing was supplying arms to this conflict and not actually, in parallel, pursuing a peace agreement that would end this conflict in a way that would provide some justice for all sides. And in that vacuum, America’s image really got deteriorated around the world. And I think that hurt America. I think it hurt Israel. And I think it hurt the Jewish people.</p><p class="css-8hvvyd">There are two — we’ve seen two Donald Trumps. We’ve seen the Donald Trump, who moved the US embassy from Tel Aviv to Jerusalem. We’ve seen the Donald Trump, who appointed Mike Huckabee, an evangelical Christian who believes in Israel’s right to annex the West Bank, as his ambassador to Israel. And at the same time, we know there’s a Donald Trump out there who not only promoted the Abraham Accords, but put out a Trump peace plan, calling for a two states for two people with a Palestinian capital outside of Jerusalem and a Palestinian state in the West Bank and Gaza, albeit truncated.</p><p class="css-8hvvyd">And so there are clearly two Donald Trumps. And they need to sit down and have a conversation and tell us, the world and Israelis and Palestinians, which one is it going to be. Because the first Donald Trump will be a pyromaniac lighting the fires of the Israeli-palestinian conflict and fanning them even more than they’ve already been fanned. And the second Donald Trump, who knows? Might even win a Nobel Prize.</p><p class="css-8hvvyd">[MUSIC PLAYING]</p></dd><dt class="css-xx7kwh">speaker 1</dt><dd class="css-4gvq6l"><p class="css-8hvvyd">If you like this show, follow it on Spotify, Apple, or wherever you get your podcasts. This show is produced by Derek Arthur, Sophia Alvarez Boyd, Vishakha Darbha, Phoebe Lett, Kristina Samulewski, and Jillian Weinberger. It’s edited by Kaari Pitkin, Alison Bruzek, and Annie-Rose Strasser.</p><p class="css-8hvvyd">Engineering, mixing, and original music by Isaac Jones, Sonia Herrero, Pat McCusker, Carole Sabouraud, and Efim Shapiro. Additional music by Aman Sahota. The fact-check team is Kate Sinclair, Mary Marge Locker, and Michelle Harris. Audience strategy by Shannon Busta, Kristina Samulewski, and Adrian Rivera. The executive producer of Times Opinion Audio is Annie-Rose Dresser.</p></dd></dl></div></div></div></div></div><div class="css-1xgepvx e1eullfg5"></div></div></div></div><div class="css-fnovkn e1gfokfg0"><button type="button" class="css-nb9ngq" disabled=""><span class="css-1ly73wi e1tej78p0">Previous</span><svg width="13" height="23" viewBox="0 0 13 23" fill="none" xmlns="http://www.w3.org/2000/svg"><path fill-rule="evenodd" clip-rule="evenodd" d="M15 15V15.0054H0V13.0054H13.0054V0H15.0054V15H15Z" transform="translate(22.1133 11.5027) rotate(135)" fill="#E2E2E2"></path></svg></button><div class="css-1s78rjm e1gfokfg1"><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><div class="css-hoe9xz"><span class="css-nxkttv">More episodes of</span><span class="css-19zi9mh">The Opinions</span></div></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/27/opinion/thomas-friedman-trump-israel-gaza.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/27/opinion/27opinions-friedman/27opinions-friedman-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 27, 2024<span> <span class="css-orcm78">•</span> 8:31</span></time><span class="css-i5svdo">Thomas Friedman: Trump’s Path to a Nobel Peace Prize?</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/26/opinion/thanksgiving-factory-farming.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/26/opinion/26opinions-kristof/26opinions-kristof-thumbLarge-v2.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 26, 2024<span> <span class="css-orcm78">•</span> 6:52</span></time><span class="css-i5svdo">Nicholas Kristof: Consider Skipping Meat This Thanksgiving</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/25/opinion/thanksgiving-dinner-food.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/25/opinion/25opinions-laskey/25opinions-laskey-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 25, 2024<span> <span class="css-orcm78">•</span> 5:14</span></time><span class="css-i5svdo">I’m a Food Editor. I Hate Thanksgiving Dinner.</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/20/opinion/trump-ukraine-russia-war.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/20/opinion/20opinions-stack/20opinions-stack-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 20, 2024<span> <span class="css-orcm78">•</span> 10:02</span></time><span class="css-i5svdo">Trump Should Bring the Ukraine War to Its ‘Inevitable Ending’</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/19/opinion/trump-election-teenage-boys-girls.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/19/opinion/19opinions-beinart/19opinions-beinart-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 19, 2024<span> <span class="css-orcm78">•</span> 7:27</span></time><span class="css-i5svdo">Trump’s Win Terrifies Me. Why Don’t Boys My Age Care?</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/18/opinion/trump-orban-autocracy-hungary.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/18/opinion/18opinions-gessen/18opinions-gessen-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 18, 2024<span> <span class="css-orcm78">•</span> 9:36</span></time><span class="css-i5svdo">Hungary Shows Us How a Second Trump Term Might Play Out</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/14/opinion/rfk-jr-vaccines-trump-health.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/14/opinion/14opinions-oster/14opinions-oster-thumbLarge-v2.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 14, 2024<span> <span class="css-orcm78">•</span> 8:56</span></time><span class="css-i5svdo">Robert F. 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They Were Wrong.</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/06/opinion/donald-trump-election-2024.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/06/opinion/06opinions-healy-french-2/06opinions-healy-french-2-thumbLarge.png" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 6, 2024</time><span class="css-i5svdo">It’s Time to Admit America Has Changed</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><a href="https://www.nytimes.com/2024/11/05/opinion/election-day-meditation.html?action=click&module=audio-series-bar&region=header&pgtype=Article"><img alt="" src="https://static01.nyt.com/images/2024/11/05/opinion/05opinions-barclay/05opinions-barclay-thumbLarge.jpg" class="css-17x2avq e1gfokfg4"/><div class="css-14o8mz7 e1gfokfg2"><span><svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M40 20C40 31.0457 31.0457 40 20 40C8.9543 40 0 31.0457 0 20C0 8.9543 8.9543 0 20 0C31.0457 0 40 8.9543 40 20Z" fill="black" fill-opacity="0.2"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M20 38C29.9411 38 38 29.9411 38 20C38 10.0589 29.9411 2 20 2C10.0589 2 2 10.0589 2 20C2 29.9411 10.0589 38 20 38ZM20 40C31.0457 40 40 31.0457 40 20C40 8.9543 31.0457 0 20 0C8.9543 0 0 8.9543 0 20C0 31.0457 8.9543 40 20 40Z" fill="white"></path><path fill-rule="evenodd" clip-rule="evenodd" d="M9.91667 5.83333L0 11.6667V0L9.91667 5.83333Z" transform="translate(17.082 14.1666)" fill="white"></path></svg></span></div><div class="css-1qq8bvn"><time class="css-1nyt5r5">November 5, 2024<span> <span class="css-orcm78">•</span> 9:11</span></time><span class="css-i5svdo">Have Election Anxiety? These Five Minutes Can Help.</span></div></a></div><div data-recirc-bar-item="true" class="css-uq6cyc e1gfokfg3"><div class="css-1o3broy"><a href="https://www.nytimes.com/column/the-opinions" target="_blank" rel="noopener noreferrer"><span class="css-nxkttv">See All Episodes of</span><span class="css-cbc4vz">The Opinions</span></a></div></div></div><button type="button" class="css-1anqzt0"><span class="css-1ly73wi e1tej78p0">Next</span><svg width="13" height="23" viewBox="0 0 13 23" fill="none" xmlns="http://www.w3.org/2000/svg"><path fill-rule="evenodd" clip-rule="evenodd" d="M15 15V15.0054H0V13.0054H13.0054V0H15.0054V15H15Z" transform="translate(22.1133 11.5027) rotate(135)" fill="#121212"></path></svg></button></div></div></header><script type="application/ld+json">{"@context":"https://schema.org","@type":"AudioObject","@id":"https://nyt.simplecastaudio.com/b091a4b0-4019-46c8-a1e8-5bc735c009c2/episodes/921bba3a-b69b-46bd-9330-e8a12e81cf8f/audio/128/default.mp3?awCollectionId=b091a4b0-4019-46c8-a1e8-5bc735c009c2&awEpisodeId=921bba3a-b69b-46bd-9330-e8a12e81cf8f&nocache","description":"How the president-elect could change the Middle East — for the better.","name":"Thomas Friedman: Trump’s Path to a Nobel Peace Prize?","contentUrl":"https://nyt.simplecastaudio.com/b091a4b0-4019-46c8-a1e8-5bc735c009c2/episodes/921bba3a-b69b-46bd-9330-e8a12e81cf8f/audio/128/default.mp3?awCollectionId=b091a4b0-4019-46c8-a1e8-5bc735c009c2&awEpisodeId=921bba3a-b69b-46bd-9330-e8a12e81cf8f&nocache","uploadDate":"2024-11-26T21:19:11.000Z","transcript":"This transcript was created using speech recognition software. While it has been reviewed by human transcribers, it may contain errors. Please review the episode audio before quoting from this transcript and email transcripts@nytimes.com with any questions. This is \"The Opinions,\" a show that brings you a mix of voices from New York Times Opinion. You've heard the news. Here's what to make of it. I'm Thomas Friedman. I'm the Foreign Affairs columnist for The New York Times. People might not believe this, and I'm sure most people have even forgotten it. But in his first term as president, Donald Trump produced the most detailed plan for a two-state solution between Israelis and Palestinians since Bill Clinton. I think there's a place for Donald Trump to find his way into the diplomatic history books by implementing that plan for the Middle East, invite both parties to Camp David and just tell them you can come on one condition, that you treat this as the floor for your negotiations for two states, for two Indigenous people. When President Trump put forward his peace plan back in 2020, it posited that Israel could annex percent of the West Bank roughly, that the Palestinians would get 70 percent of the West Bank for a state of their own, plus all of the Gaza Strip and two chunks of the Israeli Negev Desert. It wouldn't be a one-to-one trade, but probably about a one-to-two trade. And in addition, Palestinians would get a capital outside of Jerusalem. That was the basic plan that Trump put forward. At the time, israeli Prime Minister Benjamin Netanyahu formally embraced the Trump plan, but never brought it to his cabinet. And the reason he didn't bring it to his cabinet was that he had a very right-wing cabinet, and it was not at &0 percent for a Palestinian state. It was at zero. And that was the birth of the Abraham Accords. In other words, the Abraham Accords were achieved because the Trump Israeli-palestinian peace plan actually failed. The Abraham Accords are a bilateral agreement that really widened Israel's normalization front with the Arab world. So they're a big deal. When the Abraham Accords came out, I was among the first and among the most enthusiastic supporters of it. Even though generally I was not a supporter of the Trump administration's foreign policy, but it seemed to me a good plan, a good idea, something to be good for peace in the Middle East, and most importantly good for American interests. So I enthusiastically wrote, I think, two columns about it. And shortly thereafter, President Trump called me and basically said, Tom, I can't believe the New York times let you write that. They said, Donald, I can write whatever I want, and you know that. When you do the right thing, I will support it. When you don't do the right thing, I won't support it. And by the way, I'm not supporting you for re-election even. But this was the right thing and I support it. There's no doubt that neither Israelis nor Palestinians would embrace the Trump plan as currently written. There are powerful forces on both sides that would seek to upset any kind of two state solution. On the Palestinian side, we've already seen Hamas, which rejects any kind of two state solution with the Jewish state launch its invasion on October 7, 2023. So we know where Hamas stands. At the same time, there are over half a million settlers now, Jewish settlers in the West Bank. And many already live in areas beyond the blocs that were originally designed to be the areas that Israel would retain in any two-state solution. So this is not a slam dunk by any token of the imagination. It probably has about a 5 percent chance of succeeding. But I'm going to devote percent of my energy to that 5 percent. Because you know what the alternative is? It's not a one-state solution. It's not a two-state solution that you want and the other side would totally reject. It's going to be actually no states -- no states for two people, because it will be a permanent, roiling forever war. What I would say to President Trump is that Israel has presented this war as an Israeli initiative to defend the West from the malign forces of Hamas, Hezbollah and Iran. And that's not wrong. But at the same time, while Netanyahu is doing that with one hand, with the other hand, he is supporting an Israeli initiative to basically install an apartheid regime in the West Bank. And so if we ignore that, if we just throw our arms around Netanyahu as he would want, we will be sullied by that other mission that he is on. And if that mission succeeds for Netanyahu, if Israel in effect, builds a apartheid regime in the West Bank, then I would say to President Trump, your Jewish grandchildren will be the first generation to know what it is to be Jewish in a world where the Jewish state is a pariah. Before this war started, President Biden was working on an initiative that would be kind of a three-corner shot. Saudi Arabia and the United States would sign a mutual defense pact. Saudi Arabia would then agree to normalize relations with Israel. And Israel would agree to open negotiations with the Palestinian Authority on the West Bank for a two-state solution. Unfortunately, Biden never really aggressively put out in public the peace plan he was working on. And because he never put that plan out there but continued to provide arms for Israel to defend itself from Hamas and Hezbollah and Iran, it looked like all we were doing was supplying arms to this conflict and not actually, in parallel, pursuing a peace agreement that would end this conflict in a way that would provide some justice for all sides. And in that vacuum, America's image really got deteriorated around the world. And I think that hurt America. I think it hurt Israel. And I think it hurt the Jewish people. There are two -- we've seen two Donald Trumps. We've seen the Donald Trump, who moved the US embassy from Tel Aviv to Jerusalem. We've seen the Donald Trump, who appointed Mike Huckabee, an evangelical Christian who believes in Israel's right to annex the West Bank, as his ambassador to Israel. And at the same time, we know there's a Donald Trump out there who not only promoted the Abraham Accords, but put out a Trump peace plan, calling for a two states for two people with a Palestinian capital outside of Jerusalem and a Palestinian state in the West Bank and Gaza, albeit truncated. And so there are clearly two Donald Trumps. And they need to sit down and have a conversation and tell us, the world and Israelis and Palestinians, which one is it going to be. Because the first Donald Trump will be a pyromaniac lighting the fires of the Israeli-palestinian conflict and fanning them even more than they've already been fanned. And the second Donald Trump, who knows? Might even win a Nobel Prize. [MUSIC PLAYING] If you like this show, follow it on Spotify, Apple, or wherever you get your podcasts. This show is produced by Derek Arthur, Sophia Alvarez Boyd, Vishakha Darbha, Phoebe Lett, Kristina Samulewski, and Jillian Weinberger. It's edited by Kaari Pitkin, Alison Bruzek, and Annie-Rose Strasser. Engineering, mixing, and original music by Isaac Jones, Sonia Herrero, Pat McCusker, Carole Sabouraud, and Efim Shapiro. Additional music by Aman Sahota. The fact-check team is Kate Sinclair, Mary Marge Locker, and Michelle Harris. Audience strategy by Shannon Busta, Kristina Samulewski, and Adrian Rivera. The executive producer of Times Opinion Audio is Annie-Rose Dresser.","duration":"PT0.511S"}</script><div class="css-a19wyd"><time class="css-15rzub1 e16638kd0" dateTime="2024-11-27T05:02:42-05:00">Nov. 27, 2024, <span class="css-epvm6">5:02 a.m. ET</span></time><div role="toolbar" data-testid="share-tools" aria-label="Social Media Share buttons, Save button, and Comments Panel with current comment count" class="css-yomkvi"><div></div><div class="css-d8bdto"><ul class="css-1atjma0"><li class="css-1c5ewvl"><div class="css-vxcmzt"><div class="css-79elbk"><button type="button" aria-label="" aria-expanded="false" class="css-1eeh360 actionbar-button" data-testid="gift-article-button"><span class="css-10d8k1f"><svg aria-hidden="true" width="19" height="19" viewBox="0 0 19 19"><path d="M18.04 5.293h-2.725c.286-.34.493-.74.606-1.17a2.875 2.875 0 0 0-.333-2.322A2.906 2.906 0 0 0 13.64.48a3.31 3.31 0 0 0-2.372.464 3.775 3.775 0 0 0-1.534 2.483l-.141.797-.142-.847A3.745 3.745 0 0 0 7.927.923 3.31 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Friedman" title="Thomas L. Friedman" src="https://static01.nyt.com/images/2018/04/02/opinion/thomas-l-friedman/thomas-l-friedman-thumbLarge.png" class="css-owy2rv ey68jwv2"/></a><a href="https://www.nytimes.com/by/derek-arthur" class="css-uwwqev"><img alt="Derek Arthur" title="Derek Arthur" src="https://static01.nyt.com/images/2024/02/16/opinion/derek-arthur/derek-arthur-thumbLarge.png" class="css-owy2rv ey68jwv2"/></a></div><div class="css-ehpuw4 epjyd6m0"><p class="css-1u62xtt e1jsehar1"><span class="byline-prefix">By </span><a href="https://www.nytimes.com/by/thomas-l-friedman" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">Thomas L. Friedman</a></p><p class="css-1u62xtt e1jsehar1"><span class="byline-prefix">Produced by </span><a href="https://www.nytimes.com/by/derek-arthur" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">Derek Arthur</a></p></div></div></div></div><p class="css-at9mc1 evys1bk0">The Israel-Gaza war poses multiple challenges for President-elect Donald Trump’s new administration. But the former president has proposed a plan for peace in the region before. The question is: can he be convinced to pursue it again? In this episode, the columnist Thomas L. Friedman argues that Trump has an opportunity to make history.</p><p class="css-at9mc1 evys1bk0"><em class="css-2fg4z9 e1gzwzxm0">(A full transcript of this audio essay will be available within 24 hours of publication in the audio player above.)</em></p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="ImageBlock-1"><div data-testid="imageblock-wrapper"><figure class="img-sz-medium css-pxanrb e1g7ppur0" aria-label="media" role="group"><div class="css-1xdhyk6 erfvjey0" data-testid="photoviewer-children-figure"><span class="css-1ly73wi e1tej78p0">Image</span><picture><source media="(max-width: 599px) and (min-device-pixel-ratio: 3),(max-width: 599px) and (min-resolution: 3dppx),(max-width: 599px) and (min-resolution: 288dpi)" srcSet="https://static01.nyt.com/images/2024/11/27/opinion/27opinions-friedman/27opinions-friedman-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=1800"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 2),(max-width: 599px) and (min-resolution: 2dppx),(max-width: 599px) and (min-resolution: 192dpi)" srcSet="https://static01.nyt.com/images/2024/11/27/opinion/27opinions-friedman/27opinions-friedman-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=1200"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 1),(max-width: 599px) and (min-resolution: 1dppx),(max-width: 599px) and (min-resolution: 96dpi)" srcSet="https://static01.nyt.com/images/2024/11/27/opinion/27opinions-friedman/27opinions-friedman-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=600"/><img alt="A red illustration of Donald Trump. 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Friedman is the foreign affairs Opinion columnist. He joined the paper in 1981 and has won three Pulitzer Prizes. He is the author of seven books, including “From Beirut to Jerusalem,” which won the National Book Award. <span class="css-4w91ra"> <a href="https://twitter.com/tomfriedman" class="css-1rj8to8" rel="noopener noreferrer" target="_blank"><span class="css-0">@</span>tomfriedman</a> <span class="css-9hqib9">•</span> <a href="https://www.facebook.com/thomaslfriedman" class="css-1rj8to8" rel="noopener noreferrer" target="_blank">Facebook</a> </span></p></div></div></div><div role="toolbar" data-testid="share-tools" aria-label="Social Media Share buttons, Save button, and Comments Panel with current comment count" class="css-yomkvi"><div></div><div class="css-10i3hc"><span class="css-1nii3md"><div class="css-1mlnk6q" style="padding:8px 10px 7px;font-weight:normal"><svg aria-hidden="true" width="21" height="18" viewBox="0 0 21 18" class="css-2urdiw"><path d="m14.52 17.831-5.715-4.545H2.4a1.468 1.468 0 0 1-1.468-1.469V1.894A1.471 1.471 0 0 1 2.4.405h16.583a1.469 1.469 0 0 1 1.469 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While it has been reviewed by human transcribers, it may contain errors. Please review the episode audio before quoting from this transcript and email transcripts@nytimes.com with any questions.","timecode":{"__typename":"AudioTimecode","end":1.5,"start":0.01}},{"__typename":"AudioTranscriptFragment","speaker":"SPEAKER 1","text":"This is \"The Opinions,\" a show that brings you a mix of voices from New York Times Opinion.","timecode":{"__typename":"AudioTimecode","end":7.44,"start":1.51}},{"__typename":"AudioTranscriptFragment","speaker":"SPEAKER 1","text":"You've heard the news.","timecode":{"__typename":"AudioTimecode","end":8.81,"start":7.44}},{"__typename":"AudioTranscriptFragment","speaker":"SPEAKER 1","text":"Here's what to make of it.","timecode":{"__typename":"AudioTimecode","end":10.12,"start":8.81}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"I'm Thomas Friedman.","timecode":{"__typename":"AudioTimecode","end":17.94,"start":16.398}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"I'm the Foreign Affairs columnist for The New York Times.","timecode":{"__typename":"AudioTimecode","end":21.47,"start":17.94}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"People might not believe this, and I'm sure most people have even forgotten it.","timecode":{"__typename":"AudioTimecode","end":25.47,"start":21.47}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"But in his first term as president, Donald Trump produced the most detailed plan for a two-state solution between Israelis and Palestinians since Bill Clinton.","timecode":{"__typename":"AudioTimecode","end":34.88,"start":25.47}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"I think there's a place for Donald Trump to find his way into the diplomatic history books by implementing that plan for the Middle East, invite both parties to Camp David and just tell them you can come on one condition, that you treat this as the floor for your negotiations for two states,","timecode":{"__typename":"AudioTimecode","end":51.57,"start":34.88}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"for two Indigenous people.","timecode":{"__typename":"AudioTimecode","end":52.87,"start":51.57}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"When President Trump put forward his peace plan back in 2020, it posited that Israel could annex percent of the West Bank roughly, that the Palestinians would get 70 percent of the West Bank for a state of their own, plus all of the Gaza Strip and two chunks of the Israeli Negev Desert.","timecode":{"__typename":"AudioTimecode","end":74.81,"start":55.67}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It wouldn't be a one-to-one trade, but probably about a one-to-two trade.","timecode":{"__typename":"AudioTimecode","end":78.49,"start":74.81}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And in addition, Palestinians would get a capital outside of Jerusalem.","timecode":{"__typename":"AudioTimecode","end":82.75,"start":78.49}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"That was the basic plan that Trump put forward.","timecode":{"__typename":"AudioTimecode","end":85.69,"start":82.75}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"At the time, israeli Prime Minister Benjamin Netanyahu formally embraced the Trump plan, but never brought it to his cabinet.","timecode":{"__typename":"AudioTimecode","end":93.73,"start":85.7}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And the reason he didn't bring it to his cabinet was that he had a very right-wing cabinet, and it was not at &0 percent for a Palestinian state.","timecode":{"__typename":"AudioTimecode","end":102.35,"start":93.73}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It was at zero.","timecode":{"__typename":"AudioTimecode","end":104.45,"start":102.35}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And that was the birth of the Abraham Accords.","timecode":{"__typename":"AudioTimecode","end":108.26,"start":104.45}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"In other words, the Abraham Accords were achieved because the Trump Israeli-palestinian peace plan actually failed.","timecode":{"__typename":"AudioTimecode","end":117.49,"start":108.26}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"The Abraham Accords are a bilateral agreement that really widened Israel's normalization front with the Arab world.","timecode":{"__typename":"AudioTimecode","end":125.3,"start":117.5}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"So they're a big deal.","timecode":{"__typename":"AudioTimecode","end":126.37,"start":125.3}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"When the Abraham Accords came out, I was among the first and among the most enthusiastic supporters of it.","timecode":{"__typename":"AudioTimecode","end":133.55,"start":126.37}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Even though generally I was not a supporter of the Trump administration's foreign policy, but it seemed to me a good plan, a good idea, something to be good for peace in the Middle East, and most importantly good for American interests.","timecode":{"__typename":"AudioTimecode","end":145.72,"start":133.55}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"So I enthusiastically wrote, I think, two columns about it.","timecode":{"__typename":"AudioTimecode","end":149.77,"start":145.73}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And shortly thereafter, President Trump called me and basically said, Tom, I can't believe the New York times let you write that.","timecode":{"__typename":"AudioTimecode","end":159.21,"start":149.77}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"They said, Donald, I can write whatever I want, and you know that.","timecode":{"__typename":"AudioTimecode","end":164.22,"start":159.21}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"When you do the right thing, I will support it.","timecode":{"__typename":"AudioTimecode","end":167.07,"start":164.22}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"When you don't do the right thing, I won't support it.","timecode":{"__typename":"AudioTimecode","end":169.93,"start":167.07}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And by the way, I'm not supporting you for re-election even.","timecode":{"__typename":"AudioTimecode","end":172.84,"start":169.93}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"But this was the right thing and I support it.","timecode":{"__typename":"AudioTimecode","end":175.39,"start":172.84}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"There's no doubt that neither Israelis nor Palestinians would embrace the Trump plan as currently written.","timecode":{"__typename":"AudioTimecode","end":185.46,"start":178.3}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"There are powerful forces on both sides that would seek to upset any kind of two state solution.","timecode":{"__typename":"AudioTimecode","end":192.33,"start":185.46}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"On the Palestinian side, we've already seen Hamas, which rejects any kind of two state solution with the Jewish state launch its invasion on October 7, 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imagination.","timecode":{"__typename":"AudioTimecode","end":225.8,"start":222.01}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It probably has about a 5 percent chance of succeeding.","timecode":{"__typename":"AudioTimecode","end":228.68,"start":225.8}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"But I'm going to devote percent of my energy to that 5 percent.","timecode":{"__typename":"AudioTimecode","end":232.25,"start":228.68}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Because you know what the alternative is?","timecode":{"__typename":"AudioTimecode","end":234.55,"start":232.26}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It's not a one-state solution.","timecode":{"__typename":"AudioTimecode","end":236.57,"start":234.55}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It's not a two-state solution that you want and the other side would totally reject.","timecode":{"__typename":"AudioTimecode","end":241.25,"start":236.57}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"It's going to be actually no states --","timecode":{"__typename":"AudioTimecode","end":243.11,"start":241.25}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"no states for two people, because it will be a permanent, roiling forever war.","timecode":{"__typename":"AudioTimecode","end":250.61,"start":243.11}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"What I would say to President Trump is that Israel has presented this war as an Israeli initiative to defend the West from the malign forces of Hamas, Hezbollah and Iran.","timecode":{"__typename":"AudioTimecode","end":265.29,"start":250.62}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And that's not wrong.","timecode":{"__typename":"AudioTimecode","end":266.78,"start":265.29}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"But at the same time, while Netanyahu is doing that with one hand, with the other hand, he is supporting an Israeli initiative to basically install an apartheid regime in the West Bank.","timecode":{"__typename":"AudioTimecode","end":277.25,"start":266.78}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And so if we ignore that, if we just throw our arms around Netanyahu as he would want, we will be sullied by that other mission that he is on.","timecode":{"__typename":"AudioTimecode","end":285.92,"start":277.26}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And if that mission succeeds for Netanyahu, if Israel in effect, builds a apartheid regime in the West Bank, then I would say to President Trump, your Jewish grandchildren will be the first generation to know what it is to be Jewish in a world where the Jewish state is a pariah.","timecode":{"__typename":"AudioTimecode","end":307.28,"start":285.92}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Before this war started, President Biden was working on an initiative that would be kind of a three-corner shot.","timecode":{"__typename":"AudioTimecode","end":314.16,"start":307.29}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Saudi Arabia and the United States would sign a mutual defense pact.","timecode":{"__typename":"AudioTimecode","end":318.78,"start":314.16}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Saudi Arabia would then agree to normalize relations with Israel.","timecode":{"__typename":"AudioTimecode","end":323.17,"start":318.78}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And Israel would agree to open negotiations with the Palestinian Authority on the West Bank for a two-state solution.","timecode":{"__typename":"AudioTimecode","end":330.06,"start":323.17}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Unfortunately, Biden never really aggressively put out in public the peace plan he was working on.","timecode":{"__typename":"AudioTimecode","end":337.42,"start":330.07}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And because he never put that plan out there but continued to provide arms for Israel to defend itself from Hamas and Hezbollah and Iran, it looked like all we were doing was supplying arms to this conflict and not actually, in parallel,","timecode":{"__typename":"AudioTimecode","end":355.2,"start":337.42}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"pursuing a peace agreement that would end this conflict in a way that would provide some justice for all sides.","timecode":{"__typename":"AudioTimecode","end":362.68,"start":355.2}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And in that vacuum, America's image really got deteriorated around the world.","timecode":{"__typename":"AudioTimecode","end":369.16,"start":362.68}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And I think that hurt America.","timecode":{"__typename":"AudioTimecode","end":371.08,"start":369.16}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"I think it hurt Israel.","timecode":{"__typename":"AudioTimecode","end":372.222,"start":371.08}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And I think it hurt the Jewish people.","timecode":{"__typename":"AudioTimecode","end":373.805,"start":372.222}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"There are two --","timecode":{"__typename":"AudioTimecode","end":380.23,"start":378.23}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"we've seen two Donald Trumps.","timecode":{"__typename":"AudioTimecode","end":382.31,"start":380.23}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"We've seen the Donald Trump, who moved the US embassy from Tel Aviv to Jerusalem.","timecode":{"__typename":"AudioTimecode","end":387.17,"start":382.31}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"We've seen the Donald Trump, who appointed Mike Huckabee, an evangelical Christian who believes in Israel's right to annex the West Bank, as his ambassador to Israel.","timecode":{"__typename":"AudioTimecode","end":397.19,"start":387.17}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And at the same time, we know there's a Donald Trump out there who not only promoted the Abraham Accords, but put out a Trump peace plan, calling for a two states for two people with a Palestinian capital outside of Jerusalem and a Palestinian state in the West Bank and Gaza, albeit truncated.","timecode":{"__typename":"AudioTimecode","end":416.79,"start":397.19}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And so there are clearly two Donald Trumps.","timecode":{"__typename":"AudioTimecode","end":419.16,"start":416.8}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"And they need to sit down and have a conversation and tell us, the world and Israelis and Palestinians, which one is it going to be.","timecode":{"__typename":"AudioTimecode","end":428.94,"start":419.16}},{"__typename":"AudioTranscriptFragment","speaker":"THOMAS FRIEDMAN","text":"Because the first Donald Trump will be a pyromaniac lighting the fires of the Israeli-palestinian conflict and fanning them even more than they've already been 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