Australia Smart Cities Market Synopsis
Australia's Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
Australia is actively involved in the development and implementation of smart city initiatives. Smart cities aim to use technology and data solutions to improve citizens' quality of life, increase sustainability, and improve city services. Several Australian cities and regions have implemented smart city projects to address various urban challenges.
- Several Australian cities, including Sydney, Melbourne, Adelaide, Brisbane, Perth, and Canberra, have launched smart city projects. These initiatives focus on different areas such as transport, energy efficiency, waste management, public safety, and digital connectivity. Australian cities are investing in digital infrastructure to support smart city initiatives. This includes the deployment of high-speed internet connections, Internet of Things (IoT) networks, and the use of smart sensors to collect and analyze data to improve decision-making.
- Australia's smart cities emphasize sustainability and environmental protection. They integrate renewable energy sources, implement energy-efficient buildings, promote green transportation options, and implement initiatives related to waste reduction and recycling.
- Improving transport and mobility is a key focus of Australia's smart cities. Projects include real-time traffic management, intelligent parking systems, intelligent public transport, and encouraging the use of electric and autonomous vehicles.
- Australia's smart cities use data analytics and artificial intelligence to gather information from a variety of sources, including sensors, social media, and citizen feedback. This data approach helps in the efficient allocation and planning of resources.
- Smart cities prioritize citizen engagement and participation in decision-making processes. Digital platforms and mobile applications are used to gather feedback and involve citizens in urban planning and governance.
Top Key Players:
"Cisco Systems (US), IBM (US), Siemens (Germany), Telstra Corporation Limited (Australia), Schneider Electric (France), Microsoft (US), Ericsson (Sweden), Huawei Technologies (China), Intel (US), AECOM (US), Veolia (France), Arup Pty Limited (UK), Optus Networks Pty Ltd (Australia), Landis+Gyr Pty Ltd (Switzerland), Transdev (France), Nokia Solutions and Networks (Finland), WSP (Canada), SAP (Germany), Thales (France), NEC (Japan), and Other Major Players"
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L7gUJFlg+OBSgZsK+jrE8HSZTf4MBObqO+TBqeHhgJyk/iWZ8gknUYhiU0G3mbvwtIbnvPnl99FjkZ0JfTbE8qaiF7C+1qtpaWf7zNdoKtZ1MUCPRfJMOfm3UtTTWzC6fJIr3sdcVJlDsEHS6nJ4nTAUTMLTREUbPtYrFYK1MwSNfe9iZs8M6D0UOeeVjfjc8Mf/M/XvnDcyN1Gzz/wMvjP7nzrY+cc3uOzPyF0bwfDHBtBvjEE7BwsEMHo7BJ8Ff/cu0z2FPzq4naE8LymlUv7K05LjhJmkvc8HjNLsIqK4tCwx6/eXgGpf3hhLuGNj51zDt7HA6Qbp/+8689CB8Ie/nA82OU4Of3vovSPprKkzmsrTg9exxR0drU/3zN00frfli8c0iWbIBpxvvvv/vo7o/i2ANPSGnW3/8+CkQhf3tihaoX9wWRYMur05TlH79fW9gZaX56115K8PsthxAhYkACdJG1AYZoWhttJAN800MHEPC4f/5/1GdlodpS0snjb3wY/9vLNqNMRIv0j706TUe/98tXYXeR/t+u246Pd2w7iqPoEOrtf71u+0Sg9pw2vUfqO/+50xVdgNH90e/34COEfkNKOOGn3/Ag2eaXJ2n/qpuG3LHavDQV26zor1JnacgAg2q1quWoo0RmJuWPsfxR/9fX+u+u4VF5iCDPGDQo6xpbHkk01WrrWhSJSvWDzqYq1avZnpTTYxxGdcnjbxqUo2Of3T1WT1XDvo6yY2AnxpcNpocsTpCQdRiGJTQbebNnU6++OL8W5QN9IVCzPamohewttMvu091aJ1j0dkfOZgs/N+tammpmN0+TYXp985fsEDlm4ZBbaIii1r4eLBZrRQnmCubnid2uQ+7iIU/puXf8l//6NXH0svU7X/4g/NZw4tcPHzg4nYMB/sxXDBaFIgMMezbqLf36of33PDuCbRjUTS9NwEF99tIHhg5E/cnjMGxyrpf2BeCsYIBpoSyY0g/G0thzzF2Qfennvr25Zm5nj9/73CjNx0Iww7IBhq19+2gCVWx8epgSrLtnX83vOfIX1B+7rS3sfGIZrb/77qObX5nER2QxXERab4DhZmsx1Ka4tfL/oz4ROu4vf6FugJGsNsWaOP7EkJMmyWEUaxOnwcola57HUdjaI67aHDWcM46KW6D/aIBvPskAI8t9z9fuuxYG+InXXfiIML74fe16TglggNFF6EPy22g4DqHVFM9Tb7gpO3oGH1Epzbf/y7XP0L9Z/PCW3fj4q037sT3iLdE/WAih5EPTtceh19Zt/Jd/8NQr74bgulHsp79icDP8kqK/Sp2lUQNcKGh/UwklMjPp/5Q2Mllh+HfX8Kj8x56AbfhoPHzz5n1K4YayrtFiJCHfkqe3Ok212nq8okgMX9qsVK9me1JUBzCQorGaiEpMaKDqx14+Wk9VQxlydaqjrE+HkPXpViTPyRhOvxjK4gQJWYdhWEJTkUNt/i6gvji/cpZ7nz4oN9mmwX0L2Vtol92nu7VOsPVstvZzs6gFaqqZXThNFun1M8ANdogwyeIUtNAQRa19PVgs1srRRdc8vXH7yEfT+UOe+d1H4r944P0vfKdm5771Hy9vePzwjX/Y97ffeeRvL3vkh7e+sfbud5Ds9Y9i/3zt0/qXGwkDDI93cDLriR+HGbv32VF6ePUvv76pEQMMXfWbXbXlo2ePj3hK3//1EO00NMCwsoYGWBjUdffUZ4Ad+S+trhngvccS+AjbdsMf9tWWX549vutgDGFTYkUWBljMQv/ifjLA82YG+Po730aHTATKv3n4ILqCthHe33zrYRxdchEsFEgPHqONdBf3jvdC+Pjq/sjfn3gkmBLAAKO0v/325slgBX0CV3zTwwdofnv7m15haIUBphlgtJHuWke9+HjXU8ewfcxdoGeqhf7blY8Pe0po6T3Pjvzywf3DniKKxSlTfHLjor9KnaVRA5xKpbQcdZTIzCT+PIs/4U1ZuEaOYr/4J22FyGxOvl9OL+sa9cNKQ/Sjk6ZabT2GU2RRTlOVGqqpnhRdBxC2GAqT8RCNwkc5pWJLWu4oC/SnQ8j6dCuSq7MoU1EjfW4dhmEJch+aoZgQZGn8bOol19iz59cii9kpbqEnZYnsjXyFSC20q4UgkaXx091aJ9h6NuX0cldYq8Famv29W9DOaTL78lx87Tb5gV6qQo5H+VnJEj9MUWYLDVFkFieLxWJB539/644PIrC++x25u7cPf22d9kjnD2/ZPXQw+vsthx7d4XjidReZ2G/+/OVD7gLSwwkPfRj/9onlhUniGeCHX5781+u2r/7d6/BX4qgwwDgqdkJ6Awxdd/tbtZnJ2drCUf/9R09hT5sG+IK6o3vz8AzS1xbTqq8g9fP73rN4gXBHDPC1G/a4oovuWG3pKU+8dmfyt6TFk1swwK/Uy3/9YIyaDMkGGL004i2hrlqNszWf/OPb3pQ71swAX31zbbL9rm01Awyv+8/XaA8wk86/YguZXk+9Ia9+EEG7/sroNvgGRX+VOkujBhiUy2UtU2MGWP5LLKyd/A/byt9167+7Fkf//eQVQRQsRg/WNTYykjgwElSGic222jC9mcxGnM1WaqbGe1J0HUCNIjAa8ImjOCSnlEtop6PM0J8OWdanW5FcXYO9B1lYAiHrMAxLkPvQDL1jafl3Ack19uz5tc5i2MDWelJIZG/kK0RqoV2tBdnaj9cMpXy7z6ac3vDEGaqRWkCzv3cz2jxNjaQXv/oGO6Q1A9zB6ySLxVpp+udrnz7ozL15NPGTO97e8OSR9Q9+gJ3wUc+97YfJgfOBtXv6Dc/PNr6D/cIAX3/X3kOe8h1PaWsXk4QBhiWT95OsZ4BRhTBU5PSuv/Pt2uOps8fvqbtNuDsywPc9qxrgvccStAiW0S3Q2jPAZICffL22GjP020c+FAbSTMIAw7VSjfpboIUBpnWkhQF+/IQBvvSGF2nuFIHB+lLThIQBvmObbhXoX55kgNFGyltbQ2v2OAITM/D3Pld7SJieAf7zSx/c/VEcfTIdXkAHfv7Ek8lCZID3DacovD/OAN9cmwFe/8D72EbtYuKd9BeXPlhb8nr2uCNc/cntbxkumt2U6K9SZ2nCAM/NzWmZGjPAZn9H9X+zSdZ/dxv5q/zd9S89NTQSiqsvLhYjNkXWZVqPJMyetWu21XItZnEKmfmrZitdUkv2pKgRYKdoBVVEk0W0Lac0HIU3GHNrp0OWWY2GkqtrfEqqpwywULO/C0iusWfPrz7LK3unhCUzPAVt9qRZoyzUQrvaDLKpH68ZSvl2n005fQ/OAHfkNC2ZHt9YcY7keDpogDt+nWSxWCtN//1HTx2Yzj39puc/HnjvI1fxoR216dkvrnocBvgfv78FvvdvL3vk9ieO/P6xj7D/Gz9/STLApQ1PHBblQNprkBLHN79y0hwvCY6LDLBy9MW9NQP87Fu+z176wKe/cj/81X8+UDPhEJwn0r+4L4htmFsywPQEL4meAX5/NE0TsH/9jVoaZBEztGSAD0/PkQH+8W1vkgG+pd4ca/3Ltc/UnqdNHIdtFgb4zUMz2CNedCyeASarKQzw1hNvToKrr60Elqi9GfiiE+tCCwkDfNeJF0ddffPrMMCwr8ozwEhGMdCLoyC0hbLcf+IZ4C98pzZLr716Krp47QYtgayN9ZucPxjPkJ1GGzUDXF8U+ms3vgSLi+z6M1hby3q2NrFMy0e3Kfqr1FmaMMDJZHJxcZGyKZEZStwyZ4E8BLf+u9vUX+U/v/SB9fe+RUYCmI2orMuURxIUp/wMFTAclzTban0tFjLzV81W2rjMelIezFHJIgbxNCYN/uSUco+131GNnA5ZzX6FROEWZkOR3Qa4kcgt1ODvAuqL86uM9SmB6ECgP3Ft9mQL2Vtol92nu4Xy7T6brf3c9LXIaqqZXThNIr2emeTcgZGgeMsRJHeIxe9UnBfRaS00RFGnvn4sFmsgRQZ42x73LVs/gqd94MXa5O2Xrnri+b1+GKo7tx375YP7X3k3RO/UOXkGuHTrE4dEOVDtrUJ1+3RgInvFTa/BvMlHYfZoCeX94xl6lQ6JloY+7JxDdhjvYU/piKsAJ4YYyEzSkst/+fVNtYWXZmvvHLp2w56vrq298xbej6Ylb6yv+fS5b2/eN1x7JxD+++8/fQ57aqs0J45PRxZ+98iHcOCIoVZmfWHqW7ceRpAoCoe+Vn8JkKL/cf2zcM5IfGg6f3V9OS6ER08Rw47STcK/fmg/Enhix2966ADcOzzqE7tc2PPOseT1d7xFdztf9Ztd5Cp3HYzBlH7/10OICs4Zdv3z394ML4oCkf5/XF8L+Jrf7yF/u3nHFK0s/fDLtZW6HOEKGdq//+6jFMMHY2m0+md3v1N7O1TdANNTwei39+t7jroKqOiKX7/207v2oo0X/qA2Y1ybLkaPRar05if00mSwgj3PvuU7/4ot6KJHd04hL3aif+DGf/foh3Dg513+2D+terwWan3J61/Ui4UV/83mg3SDerOiv0qdpQkDDMQLgZXI9JL/DFsg/2m3Ng/6v8rWox9I/Ou42YjK+i+9YfnyuAQo9bbQ6iVbIcuwi1qoVFELPSm6TkQi0mAwR0HSSEse9omxV6c6yvp0KGp2YCcGl40PBHvBALdwNvXqi/MrZ5GH9bJbk/dDzX4HFLWQvYV22X26m21Fd85mCz8367a3340dPE1Qs+mX7BA5ZtH5LTREUbNxslisFSUywE+96bn5sQ8PuYv3nzDAL+0L/t13H4Ud+mgq/58PfvDnX6stGvy1dbUZ4J37jQ3wT25/q2be4sdhk2CcxI3KpIuvfebAZJbcHWwb7YQjhVmFicVOGCp8vOnhA/DAcJ7wdSjqzcMzNHEKO/2L+9+j7J748d9vrVUNl057NtbvSYYpRbQozRVdJMf+h2dGEAz2PPm6m5pwweonn3u7ngvJIgsoCt571W9OuuOXdOVvhugtwdD6+qT0v1//XO01wrO1hayo/AdfGKfgn9zlJsN/za21h36xByWLm71/dvc+yoj9VOkTr7tg6f/l2mdq+2dqU7702qdfPlhz1Ej56v7I57+1GY4UJ6KWMX78jiePUGnfWPdy7YbkemATwUpt4bHZPxpg6CtrX8DHWoLZ2huAUR06GXV95qsPwOhSGDRJ/oNbdiMefITJp4Wy//H7W5/Z40UWqhSHHtvpoAn2S294sXZ/db1eFIujCIN8e7Oiv0qdpTkDLF4IrESml/gjao38J1aeutH/hdYP4+Q/6oZDef2/jiuy/ktvNrqS41QyttBq6zGcImt3ZI3FaKaFnhSVikjkbiGoOfJ+4UY62FEWp0OR9enWSw5S8VEkdIs7mJLX2jU8QYqsw7A+xY1E3v7vAhI19vL5Ncsi71dORFM9qVcL2Vtol92nu9lWdOdsyrU0+HMzq4XUVDPtPk1QO90Of2txZoGIuYWGKGo2ThaLtaIkDPDv6gb4vhdqBviLVz6+8/3wP616HIJxEnO5l63fUTPAB4wNMGwzbOF31u/45s9f/ttvq5e4L3zn0W/9/BUk+NqNL9EKTNBffX3T19e9hJ0wdWKtJvjYn9/7LhzaT+98GwHQTgi5fvT72oTtqpuG/ra+TjUsGfKiWLoDuV7Fy9gDBwizBwd+8Y+34+O3f7EDvk6UA2P5vV++etPmg3DpcLmowvBdPl9c9TjyarF9s7Zo899991EUhT3/86fPUfn/4/pnqfzz6+8ZhrD/qt/suvnRj+At6clkEmw8mnPr1kM3/GEfwqMCEfA3631yyU+fp3uSv/zDbd/95U6YYbKjMO3Uxm/8/OXPS12K2BA5zDaS0ZztroMxOcH5l2+56re1MG566ADOCEWCKr669gWUhl4iT4tThqPYg7Ms/sECsV3+q1dveewj9A9S0vuTSGjm6t+9jmJ//dD+WrHmS4hZi/4qdZbmDDCoVGp/RJXI9LIeZMt/jMVYRx7JYdi68cn9Yr/8qhV5nkG4YiDfQnbxtdte2TulHTAZTkHWf+ktRldyvXI8LbTaegynSJQgD+tbqFSvZntSdJ2IRG4IEF1qGEBnO8rsdChqdmAnfyGB/Pjcv5+84JCo1PAEKbIOw7CEZiNv83cB9cX5bSFLsz2pqIXsXQiy2dPdbPndOZst/NwsaoGaamYXTlOz6ZUOiczmxJlV7mqWz0sLDVHUbJwsFmtFqWaAHXQL9CGY25c/CMHUfe5bD99w9zvkkYTgxB7f7YLvhQG+9vY39QaY1X19+pL7d7wf9iePP/e2v7VX8i6L6K9SZ2naANNSWEpkigyHRLLkP+3yH2/xp9cMxVcoQwRDLP6KW/+ltxhJKPXS0dZaLddigVKF6IeWu1pRsz0puk4+I2KgDERd+gjb76hGTodeLQzsGjk7cmn6E6SXdRiGJSz5uyBEXzV7NvXqi/NrkUU5ceJosz2pqM2vUIPtsvt0N1V+N3+tylkzRG6IRS1QUyerC6ephS+P3PlmKJea1npeVgtxslislSMY4A+nc8/u9f3w1jeGPoodcpfem8zcvOWjfzgxpQldcPWTv9966P3JLEzv0IextXe/89tHPzzkmd9w4qZcWTDP/3D5lj+rm7E/v/RBlIP/0qG/+96jf1N//y30he888j/XPH/B1bUHU5Hgi6se/3R9pvFz395MbyG2EBL/9Tf/+Gqfv/r6pn+7/tkv/3Dbn9VnqnHof1z/3IU/wMfaURQISy8mYz/37YcvuPqJ/3bV45/5Sq26etVb0UB6z5OF/v57jyEZmkPFohYUglrQKLhQ7P+rEzPYiB+dgA206F+ufebi67ajlr/4+iZ0C82l//13H6MELQgFPvjC+Manh6+/8+0f3/bmE0NO78xxd3xR3FXeF6K/Sp2laQNMS2EpkSkS/9JsYQPM0sj/Sq2AlGJaWOjff/K005/QUuiwCACy/ktvPbqShyaUvbVWNzLmAxSAqFRkb6erFTXVk6Lr5P3yiFCMlfUD6PY7qpHToSSAWhvYWXeLPC0D6U+QXtZhGJYgd6wFsm1r53cB9cX5tc4iRyuytNCTskT2xr9CLbSrhSBb+/FaQ+V3+dfa1M+twS9AIyerC6ephS8P1FSHQC33vFBrcbJYrBUiWLj9k5kPXXN3bx+++pbdD7ww9pFzjqZ5f3TrHji3r/7shVcP1l8UPJm56+lj12zYc8/zo/sduUPu4i8fUsfw0B3bju7YH4brwzbc9ZO73RfV14uCJb73udFr62sXr/rt0LNv+7a/5Xtit+tvL3sE3hW++vq79uLQ2rv33vr4IfLPhoJtRuJfPXSAPqIiFPLyB6GHdkz+06qt//aTZ598w/3iu8Gtu5wIHk746Tc9L+wLPL8v8J1f1p7aXXP3XoT35B73/S+On//9rWj+c+/4EQniuWXrR8LEKoKVRatRCErb8PhhhLf65l07Pgg/85YXYcPNbnlt+lu/qL0VGYc2PHH4Z/e8A8d7x1NHUexjr03/87VPf2XtiwiJyr/72RHqhxb0r9dtf/WDyFS4OhmsTIUqnvjxY+7Cb+tLfMnJelz0V6mzNG2AQalUUiKTZTghoJf8l1iZWMCf/DcPusVRoF8kUxZqXHf3ninvrJa6jvK0mKGs/9JbjyQgeUJMfv9KU62Wa7GAAhDZaaDZflcrarwnDbtOrkj0mNxA1N5yzE2dDsNmtjOwU7oF/U/doiRTTpBylGQdhmEJIos1Sn+2/LuA+uL8WmeRIwF0z2drPSnUwleohXbZfbobL/8fr3hsWX6tDf7crGtp6mR14TS18OURog4RnWzWIVCbPQ+1EyeLxRp4/dU3Nv3mkYPvjKRhel96PwR/CMET4uMhd+HhHVM/vPWNjc8MP/Kq4/o7317/4Ae7j8RhhpEe7lc/awpL+coH4beOJX5+X+169a8/2f7WsLZOEpzh9rd9cIb/9w+eHPqo5mDPu/wxepntJWufP+Sae/Po7D9cvgXFbt4xRXO5hkK0bx6Zhaf9wnce+cxXHnh8t+vRusO84Oon/uGKLTCoD70yAVuLkhHetj3ue58fxSGYalj6v/veo7dsPYQEl6x54b2J9OW/evXiH29//aPYZet3XvnbXe+MJH9yx1tKdaTPfvUB9AmaD+P6zkgKjnft3e+89mH0qz97AbV87tubdx+euep3u5ASVvnR1xy/eeTDL131xEeuuRvv3fe5bz8MK375r19D2Nj5N9/ajKL+4wGD63mD+suvb7roR09//9dD19/x9lW/2UV92HeiP0wdpBUDnM1mlbBYLBaLxWKxWCzWwOsra1+A7TzkLtYXgh6H6f3tYx/uG4MrhtdN3bT5IIzfk7tdh9w1V/zgSxP//lPjN5D/5I63cfT6u95+ao8H7vS//+ipXYdisME4BAOMElAOrCZc9BevfPza2/ag5H+68olLb3jh2b2+R191/H7rIdT7wItjZjPAsJpP7nZfd8dbSP+Nn7/899977J3RFE29QnDaqO5/rnmePsIZ7htNfW1dbbLt337y7HvjafjkXzzw/ssfhO98+thDr0x+cdVWJH7pvdA/XVlbagsx3729tpq0XmjLtjfcW3c5N708seHJI392yX3X37UXhWPP93756l98fdOrByLfv6m2lDQMMNKgXX/1jYfQpbuPzKy5ey8M8Lf/4xWECn++dZfr3fE0ukgufwVKs62doxUDDJSwWCwWi8VisVgs1krQX359E3zvjg9qdzvvHU3Bi+LjIzsd5Ipr8pRe2Bf8/m+G/tz8blu4yqEPY7Cy+6eyF1z9xIU/2AZH+i8/fgaHPn3J/U++4f7x7W9979evvT2SgDtdffPr745nfvj73Zesff7Zt32XrH0B2d88OnvXM8fMZoC/98ud8LGw6G8dS8Aq/9Oqx98ZSf7glt10FC539+H4Fb9+jT5+afWTcO/w29j+9i9q/vOCq7etf/CDVz4Iv/x+6O7ttfcAfWXti9iGCYdHxf7fPvoh5VUEAwz3/szb3tcORtbeTbdqv4OWojlo419942HsR7uwH9YdBvjmx2rl/M23Nl9/59vvjWeuvmX319e99OaR2Z/94Z1rN+x59UQhK1mabe0cbIBZLBaLxWKxWCxWc/riqi2wvu9NZF58L1S3dg/B4732UfTt4cR/bvrg779r9dqbi6/bDmf7680Hrr7lDRjCXz60/1+ufebdsdQ9z9Ye/f2HK7Y885b35/e9d97lj21/u/b07w33vAu7+/2bhi694UWk/7vvPfrNn78Mm33vc6PCAH/rF6/AQ9L2p7/6wL3Pj774bhCe9o5tR1//KAaLe9uTR944MvObRw7eeO8+BHz/C2O7D8VRNfT5b2/e8OThVw9Efvnw/hf2BTZuH4HLvX3bkQdeGIMnR7LVv9v1b9c/C2N8x1NHH94x9dJ7IXpcGYLJv+GefZecmExGRtSLPd/79avw2KgIBhgZ19337jf/45W//95j6J9HXnWsuXvvf7vqiUdfc9yy9dA/XP7Yfzzw3g9vfQNtRB9etn4nTDu9/wnNR2dSyStWmm3tHGyAWSwWi8VisVgsViu6+Mfb5XfYfnFVbbEo8dFMsIu3PnGI1nm6+pbdN/xhHzLCCj748sTvHz8EZ7j27r2Xrd+Bo//9R0/d+fSxR191wL7CGF9w9ZPwq5/71sN/dsl9cMjX3rZHvJN21W+HfvHA+/QRJcM30g3PKBlG/Z9WbUWu3zzy4aOvOW99/NAXvvPI33330Vu2fvToa9Owvp/96gN/862Hb9p88JFXp3/72Ie0uPRVN7+O8rHxkzvfgrW+4OonNjx55P6Xxm/Zeli4Xwh1wVTDkNNHeO+f3/c+vC62UR3cLBp7zwujaBoa9blvb/7dYx+iEHhsNO3a2/fAJ//tZY+gjZt3TCHmv/j6pn++9unfPvohdc66e9+lfljJ0mxr52ADzGKxWCwWi8VisVisXpRmWzsHG2AWi8VisVgsFovFYvWiNNvaOdgAs1gsFovFYrFYLBarF6XZ1s7BBpjFYrFYLBaLxWKxWL0ozbZ2DjbALBaLxWKxWCwWi8XqRWm2tXOwAWaxWCwWi8VisVgsVi9Ks62dgw0wi8VisVgsFovFYrF6UZpt7RxsgFksFovFYrFYLBaL1YvSbGvnYAPMYrFYLBaLxWKxWKxelGZbOwcbYBaLxWKxWCwWi8Vi9aI029o52ACzWCwWi8VisVgsFqsXpdnWzsEGmMVisVgsFovFYrFYvSjNtnYONsAsFovFYrFYLBaLxepFaba1c7RogPUUi0WtSIZhGIZhGKbT2DccZBiG6TXsu+J1zACn02mtSIZhGIZhGKbT2DccZBiG6TXsu+J1zACDSqWilcowDMMwDMN0FPuGgwzDML2GfVe8ThrgfD6vlcowDMMwDMN0FPuGgwyz0lhYWCyVy9WFBe0z03vYd8XrpAFOJpOLi4tawQzDMAzDMEznsG84yDArChiWeDI96Q/OpjP4pO1legz7rnidNMCAl8JiGIZhGIaxA/uGgwyzcqhWF5LZ3JQ/6IzEQzMJnr3rWey74nXYAGcyGa1ghmEYhmEYpnPYNxxkmJXDTDoz5vFNBcJjXr8zFM7k8wvsgXsS+654HTbAgJfCYhiGYRiG6Tj2DQeZfgcWbt5oBC5Pby4eX6wuLBTn5zP5uXyxVJovV6pV7dhKwheJTfiDIy7PsWnXpD847vEVSiXtGNNL2HfF67wBnpub08pmGIZhGIZhOoR9w0Gm3ynMlzyR6Gw6A08Lows/jI18sZDIZFPZXLVaW+qpXKnEkml3ODridI97/dOBEKwgXDCVsEJYXDzuCUcd4eiw0w0DDBuMjWQ2px1megn7rnidN8C8FBbDMAzDMEzHsW84yPQ1lYVqNJGsTWk6nN5INJ5Kh2cSgdjMhNfvjc9O+AL4WK5Uc3OFKX9wOhydDISw04kNfygYm6kuLJTmy9m5uZWwJDJaCuePToD7JTmC4UA8zstB9yD2XfE6b4BBiW8kYBiGYRiG6Sj2DQeZ/qVSrQbiM8em3TDA0LjXD39bu7PXF6C7fKdCkTGPN5HJzhVL8MauUHjM7Ts67Rpze8c9vlGXJzKb9Ebjox7fTCoz8FNYyUwWTYb/FwYY27DEpXJZS8H0DPZd8WwxwLwUFsMwDMMwTGexbzjI9Cnwq5m5wpTXP+r2Ckc37HTT/b3QmMc3HY7B6GbyecoyXylHZ5P+WDyVy0dmErDBrkisPiEcm/T5YZIp2aASiMUn/EHRP9A4DLA/VKqwAe457Lvi2WKAAS+FxTAMwzAM00HsGw4yfUplYSE0M+ufmYWpG/f6a/IFYHrJA+PjiMsz4fXX3nZr8nxiJJGE+6XZ46MOlycUSaQzqWwuXyzNV6r4T75YrA7KWlnz5YorGHJF48L91gxw/XHoIs8A9x72XfHsMsC8FBbDMAzDMEwHsW84yPQplWrVH4mOebwwvaMwsc7ajdCwvvC0E77gMafHHYrMWT6ZmMzlaya5fkvwsNMFt1zzw073pDfgDcemfIFJnz+eShsuMd13pPN59NWEPygb4FG3F83MFYpaIqZnsO+KZ5cB5qWwGIZhGIZhOoh9w0GmT8FguzQ/n52bS2RzsKnxZHomlY4kkg5fcNIXCM0kivPz1gPyXKEE0zspeUL4Z1hi2EI44TGv31FbMcvvCUdgERcWtKLq08PG08LVhYVCsSSqrFQXUtk8gtQ+Lx/VhcVAND7m8aF1orGkUZfHH4lHE8l0Lr/Aq2H1DPZd8ewywKBY5H9KYRiGYRiG6Qz2DQeZAQOGk95tO1csZfKmd2XCGs+ms+NeP2yh4gll1cywPzgFRx2fnU2nM7m8MxAKxWcWTlhr/B+mN5Oby+bnwjMJbySWgpOEOS9XQrMJZI8kUss+LzaTztL8ttI60lQgdHhy2huJlvkpzp7BviuejQaYl8JiGIZhGIbpFPYNB5kBA+YzVyimsjlfJOaL1N7xU38z8EKpXMY2lCsUktlcLJFy+IPW7lcIPtkRikx4AyNObPvG3N6ZVKZYmkdFUZTjCwxPe0Zd3qMO15Q/6ApHU/l8cDZxtL7K1KQvgOpgxZfr/tBCaR4GHvErjRKCMZ4OhKxvF2e6jH1XPBsNMCjzA+UMwzAMwzCdwL7hIDNg5AtFhz80PO2GXx13e4Px2dBMwh+dcYci/lg8NDMLRzpSf2cS3KliBa1FN0gfm66tsIVtZyA04fFjf+3FS/XFqHEUjnrc45vJZGbSWdhOHK3v8cMzx5PpZbnHODKbQAxjnj+ula0IBtgXic2zc+kl7Lvi2WuAc7mcVg/DMAzDMAzTBvYNB5nBoDRfTmVziUzWG4mNu30jbu8xZ+0G5ulw1BmJOUKRqUBoOhRxhqMwq3CqcLCKD2xKKIGeE1bKqZU87Z5JZ7KF4nQghKMQwpgKhie9gXK52/cYV6oLnkjEFTlp8WdFiHkSHjgaR2ItG7Pc2HfFs9cAA36UnGEYhmEYpn3sGw4ygwE856i7NvvqCIbbNLftiBzvlC845afFpWuRjHl8I05PLJGsv724q6Ry+eH6dLeI0FC1BE73TCojnm1mlhf7rni2G2B+HxLDMAzDMEz72DccZPqdUrkcS6V80dikP9j+1G5HNOquvZyJIkFIRx3TkZnZZZkYy+YLnnAU8ZitgCUEDzzu8SWzOX6XTS9g3xXPdgOcSqX4O8QwDMMwDNMm9g0HmX4nmc2OuL2OoOkiT8soMuTuULhq8uakLjBfqTiD4elITIlNEeKc9Icis3wHa09g3xXPdgMM+H1IDMMwDMMwbWLfcJDpXxYWF+cKRX80vuT05nKptvqU25srLJsdWFhYTGSyjkBobKm7oGGAx721lx7TS6SY5cW+K143DDC/D4lhGIZhGKZN7BsOMv0LrJrDHxxv7FVGy6LavdBub2r5VsZN5fIIwBGKHHU4ldj0ggc+Mu2CYdYyM8uHfVe8bhhgUOGXSjMMwzAMw7SBfcNBpn/J5vOHJh0wmYqRW3bBSY55/bWnar3+KV8gncsv10ORM+nMcP29TUqEhqpNAvsC8MxaZmb5sO+K1yUDzO9DYhiGYRiGaQf7hoNM/1IszcPa9ZoBrq045Q+OeXwTdduZzC6nESjOl6cDoelwVI7QTPXHgIPwzLyE0bJj3xWvSwY4mUzy0+QMwzAMwzAtY99wkOlfqtWF0ExCrLfcIxr3+LzReDKXjyZS0PK+XLdUrjRlgMe9/kA0jo7V8jPLhH1XvC4ZYFAoFLQ6GYZhGIZhmCaxbzjI9B2Li4v5QnE2nUlm89PBcO/MAMNAQu5QpFguI87ltb5EIp0Zc/savAUaGvX4przB0nwtfmYZse+K1z0DzO9DYhiGYRiGaRn7hoNM31GuVJ2B0JjHN+7xjfTS/c8jLs+Y25vI5JRRP1zAwsIyGIGFhQV/JNbg9C8JBnjSFyQDzywj9l3xumeAQYmXFGcYhmEYhmkJ+4aDTNdY6NBsUGm+PDztmvQHx7z+nrr5GQZ43OONJpL5QommvuB7Y8lUIDaTKxS774Bzc4UpX8ARavQNyXQLtC8aryzfW4sZwr4rXlcNML8PiWEYhmEYpjXsGw4y3WE2k/GGI4FoHK6szenQVC531OEcdnkU/9YLggcedXrS9YWUq9WFWDKNnaMurycSjacyXb4hNJ5MoaPGmnlNFBJ7QlE2wMuOfVe8rhpgwO9DYhiGYRiGaQH7hoOMTSzUbS4sHxxvrlhyhyOucGzCF5jyBXyRWCg+W2rpPluUGpyZrT1t25sG2O2d9ATm62P+zFxhzO2brL+peNTtjSW7/UQkajwyNd2UAaa7uJO6u7iZLmPfFa/bBjif59dqMQzDMAzDNI19w0Gm48D+hWYS7lBkJp0OxWacgVAgPuMI1Hwg/NVUMOSNJ45Ou/yxeLPvSalUqrPpzHQghHIU59YLQlRQNJGq1qe4ZzPZY7U36/qx0+EPtmb42yFfLE55/dMN3wJNmvAHpgPh+QpPAi8n9l3xum2A+X1IDMMwDMMwLWDfcJDpFOLG5nK16o3EHKEIXN+kPzjhCziDkVG3F6ZXuKyx+qSoLxKbKza6Sg7Kj8wmJjy+qUBIlNNTQqOOTE1n5+ZopjeRyWEnooUBDsVnZ7PZLs8Ao7rgzOxkINjUk9L1VbWd+ZNfYYPOz+TnqmxkuoV9V7xuG2DA70NiGIZhGIZpFvuGg0ynSOfywfhsoTSP7dBMYtTtg/WtTdWauC/YxXFfYNofnC839JBgJl8YdXlQplJOjwgtHXV5fdGYeIA2nc27Q5ERp3vC65/w+NHSStcNZCyZcoTCTd0uXnPLDmcymyOznq29cSrrDUfRhLlCsb6PsR37rnjLYID5fUgMwzAMwzDNYt9wkOkIC4uLwfgMHGAmPzdfqUwHQhP+oJn1FRp1e2GD/dH4klOLSIDyJ/3NTWZ2TYgKhj+SSMrLR1Uq1dJ8OZHOBONxtDGWSHbZBeCkBGJxT2xGidZa9bZ4/bEZnBME7ApFhp0etO6owxVNpBZ5Ergr2HfFWwYDDPh9SAzDMAzDME1h33CQaZ9ULh9Lpj2R6LjHB+vri87A1jb4hl54rRGXJ55KV6tWzgpeDmmOTbt70AMjnnGv3xEIlk0WT16oAefYbetYmJ/H6XA28x5gElo05vYFY7O+SKw2s+3x1U6oyzPp9RfnazP8jN3Yd8VbHgPM70NiGIZhGIZpCvuGg0yb5OYKtVt8fYExtxdudioQcgQjtTufHU7FVpkJuWAg4Z9zBatZonKlMpNKeyNRpO8pDwxzeHTanchktUB7hlK57AqFnZGYEnAjwhmp/duE1NW04QwGo4mEmdVnOoV9V7zlMcCA34fEMAzDMAzTOPYNB5l2qK0z7AtOBkIwgcemawZp+GQf1aDGfAFHKDLlC+QLxXKlCudWmi8vHldvGK4uLEaTKTix3jHAiGTS6w/PJntwgajFxUV/NOaKxpWYG9RIfVFruathice8fmwE4zPtvcuZWQL7rnjLZoD5fUgMwzAMwzCNY99wkGmHfLE04fU7gmHhkVpWfdLYFU2k/dEZhy847QvWVk5OZxLpTCqXh70slSvlanUmk0WyWmJdCd0XzCE8oSsU6dkZ0chsYqQ+M69E3rLQ8+Ne/4jT7QqF44kku2CbsO+Kt2wGmN+HxDAMwzAM0zj2DQeZlpkrlmKpzKQvAEek2KRmRZO67lDEH5uZ9PhRIDQ8XbOX4x6f0x+KzCanfEFvOBZLpY86tNtxe0Gwl2Pu2tJfWqf0GMls1o6ls8e8/gl/YNjpinZ9Za8Vgn1XvGUzwIDfh8QwDMMwDNMg9g0HmdaorzA84wqF/bEYPLBikJoV3WobnklOePzYpo8191t/uhgeeKpms+G4aiZZybvMqlt3hy/gDUdTuZ67xzNbf0J70h9Uw25bYx7f8DQbYLuw74q3nAaY34fEMAzDMAzTIPYNB5kWqC4sRmYTMKiOYAjud7TtG5LhISF4yBFnzf3qj9YmhJ3umjfumbnfP8rpcgTDk4HQhDcQjM301DrJs6kMOq3+hLYu7PaEsz/i9qbh+dnR2IB9V7zlNMBgnpcRZxiGYRiGaQD7hoNMC+SLJfheR/39OkcdzqM6d9SaYG6HXcb+VlQBGyx29pTgM+GBh12eKX9gNp1Z6AFbiBh8kWhtESwbOo1m6X2RGPtfO7DvirfMBjib7bnV0hmGYRiGYXoQ+4aDTOMsLCxUqwvJbM7hD9LTuZ2dj+1Zc9u46rPi4TG3L1RbJ3mZV/zJF4qTPv908+8BbkRo6ajbAz+jVcZ0FPuueMtsgAG/D4lhGIZhGGZJ7BsOMo1TKJW8kdhUIDThC9QmAAfCsnZc6JOpYHjE6U4v98pY0WSqblM7tgS0rDGPDyVn5np09a9+x74r3vIb4Dn+0jAMwzAMwyyFfcNBpkGqCwuB2MyY1w93d8yp2iGWLHjgca/fEQimsvnlukF4YWHBG4m6ozNKbJ3SSP1R7UA03gs3ew8e9l3xlt8A8/uQGIZhGIZhlsS+4SDTIPA53khsOhzlWd9GhF6a8AfHPT53KJLO5bu/9m2xNO/wB50hW+5/htBAyBUIVavsZTqPfVe85TfAoFgsauEwDMMwvU2lUrnooos+85nPzM3Nydva4YHGur191xsPP/zwxz72sXg8rn22mS5XN5DYNxxkGieWSo+47LqldvBEHhjdNR0IRmeTwfhMeCZRrlS13rSZVDY/6vF2/A3AssY8vgmvv1LtUotWFPZd8XrCAKdSKS0chmEYRsd11113yimnXHzxxdrnZaXjBhi+CK0jesc9ut3uM844QwvrlFPWr1+PnV02wPv27aPat23bpu2SEBFSbC1gkyM1O6FsgNvHvuEg0zjZ2qJKgSkbXio7wKqtDu0P0g3D+O+0P5jOdeNSn8zm4L3teAOwEMofdrpm0xm+B7rj2HfF6wkDDPh9SAzDMIYUi8Vzzjnnc5/7XKfMA2zVqaeeeuDAAe1zk3TW5sEUycHgY8t2rimsO4EsnLCd1GR9YG325JIIA2zY2/TPIqDLBnjJrjM7oa1Vx8jYNxxkDKlUK9lCoVCal71NZq7gDIacochRh1PxQixrwfqOuL1jXv+ELzDm9gbis3PFkq2+MV8qTfmDjmBYiaSDGna6R9yeCY+f74LuOPZd8XrFAGcyGS0ihmEYRgJ+A7Zh//79Z5xxhuFMYLO0ads6aIDJ2y/LzLZFJ9DMaiNd3WZPLgmVf+utt+proa779a9/jVB7xwBbn1A2wO1j33CQMSSRyow43e5QJDyTjM4mivXZmngqDfMGKUaI1biGXR54YFjHcY9vOhBKZOx6jVAqlxt1ece9fiWADgqtGHV74e0rvKRRp7HvitcrBhhgUKUFxTAMw9QhtwlHITa0A3Wuu+462VGQ/RB2iLLQJCElk/cQVCA5E/LY2ClKEHOMQCmWDLC8TUcNs5hBAZt5aRSFQyMjIxQVIFNqNvNpVrXSunXr1hl2ggDlmPk00d5MJqMvRN8b8Ira4ZNrkU+EWV2ArObevXv1rlJulNzYBjuBDsmOlEKSg9EHL4dNKFFZn1CqzufzIQ1lb+0MikNm3TvA2DccZIi5YrFQLNJaTeVKJTQz608kR92+2tRl/cbdVC4fiM/YOqO4ckQ3J0Owwalsjk6BNeVqtThfrjZsNYPxGWckptTbWeGLgf/CxjceFdMg9l3xesgA53INffUZhmFWDvJsJGyAMvOmWDXZAJNXEa4AVkHeVspBybAQ+sIVp0FhyDZP3sYhsywWkOcxdC90SDSQPgIqUynfomrD1uk7gbCew1TaqxSiPyrCoPO45KlREOWjdfKJFiXIxYJmO4GMJYqlAuUqzIKnQ4ZdR9BpMmwRxSBqoY/tnEGRRolwgLFvOMiAdC4/5vZ4w5FKtQoLHE+mx73+MY/vmNMNk4ONEadnrP5GWfI8rI4InVmzwb4AnK12JozASZlJZRyB4JjLG5lJaHstQYG1JaC7YoAD8Vl+qU3Hse+K10MGGOBvsBYXwzAMI1kUbOtH+Yovkg2wvK2gNzBkMCz8g2wLZZsnb1NKgbWTlCHLBJRylNaR4RFBWpSvHDJsnZmLs+g3oLRXKUTfM3J44lRaVyEjyqdTLwyhst+wqEY6QYSkdLVF8Ng26zqB2QlFIXJGi35YMnjrCAcY+4aDTKlulmBmaqsZ1WeAI7OJYyev9jzsdNdsMN/83GnV15Fyu0PRsslaytWFhdrpmHa7IrGjDqczECo0sHhQIp0Zdtb+5UKpruPC12bU7cvk1b+DTJvYd8Vr2gAffvHdF65/qFN67aZtWrl18vm8FhfDMMyKR7Fb5ApkU2FhgCmvYhsIvYFRnIke2W/IUSkRyshZlkREKwestE4xgRblK4cMW2fm4ixcGVDaqxQiH1WiBSKxaKxZLQIli6gXPSPXYlhOI51AxhIo1tEieGXbDNFGIMJTPKoSocySwVtHOMDYNxxc4VSqVfirCX9wyh+cDoTS9eFobq4w5Q8cczjhzRTDw+q4Rj0+9LM/GssVipUKDO/C4vHjYn2scqXqjtTevewKR+Kp9Hy5vLDUK4VxTn3RmCsSVyqyQwgMThvflpLlJDbTLPZd8XrLACeTSb5/gGEYhtDbGzgfeZRvYYAJJCATIifTWwVDdyR7GIIMCe0nAyZvW2RpEIpfRNKUAbao2rB1Zn6JYjALW2mvUoh8lKLVQjmBnNjw1CjI5YtWyGdZ+YY02wnYidp/+9vfIqVsJq2Db9xqKieUqjMzwE0Fv2T3Dir2DQdXMnPF0rQ/OFqbxKvN9466faH4LPYvLi7CRMWSqZH6/c+K52F1XOjn4WlXbYExl3fC7XMGwqGZRDZfKJcrsMPF+XK2UChXsN2QU4gmU5OB2vuHlVpsElXki8R4KawOYt8Vr7cMMKBRBcMwDINxvza0PxlheJY0wAS5BZGyEQOsOD3Zq8iHzLaVLI2D2NBAMmONG2DrqvWtA2YuTilKQTmqFCIfVaI1Qzk1CnL54uTKNpKy0xlvoROoqFAohJQWXa1g1nWGyCdUjhzIETYbfIPdO3jYNxxcscyXK75ofCoQEhbXFZ3xRqJifjE7V3D4gxP81t+uaMTtnfAFoHGvv+aH6wssT3j8wZnZSsMvGVpcXEzn8uMe32QgpJRvqxAqAsbXKZpIaaEw7WHfFa+VZ4CFfdU+dxSeBGYYhgGKJSCUnYqjkO2Qgmxa9AbGzGCIosy8irxtkaVx5EgaN8DWVetbByxcnOzZFOT24qNSiHzU7B8j9FhHIh9Ch+DjZz/7WdE0ueEtdIL4/lC0ol3WwVsErEeuV1RHh9o5g41374Bh33BwZVIql93BMHktYWPqr+fxzCRrr+dM5+ecwXDN2PCqV91V/abimvvF2Zn0h0acnmB8hs7akpQrFU8kavfaV4Ya8/iOTrs84Sg9Rs60iX1XvJ4zwKBQKGjRMQzDrFTMbBjMgNiv9z84RB+RXfgZxbYpZgOYGQzhQOh+XfoolyZvW2QxA0HqLa5cQoMG2LpqfeuAvhNkqAS587EHia17UjkqnykgzojFqVFASjlyfESB8h45gBY6ATtFD1Phoi1mwWPbouuQzOKEytWBNs+gRYQDjH3DwRVIbV2lRGLSHxw9+fbm+oJGXncoggSpXB4fx30BOQGry4ITdoajDn9wvtzQE7ZzpdKUP7Asr6pCqGNe/3QgVDFZzYtpCvuueL1ogFOpFP/DCcMwKxx4ANktCPSmAjYAIDHdy6p4GELxBuIQlWNoMKgiSoYyEQ8llj2boSHUZ7GAfJdAtlVKD1DhhgYYWFRt2DqgdIKCYWB6vyoXoj8qF2KYC8j7FZBdjlxfPrVadFqznYCdcg9TVLKlpKKAEqTcam3XCSxOqFJd+2fQIsJBxb7h4AokXyiOe33jXr/iYaAJX3DM7Uvn5zL5uboBNkjD6qYm6u8KTmZzjdwlms7nxzzGZ7YLggEedXsTmawWDdMG9l3xetEAg2KxqAXIMAzDMAzDsAHuHAuLi7FUetIfHDZa4Rmm96jD6Y1EA/GZI7wKdG8IBhi2NjyTKC/1ztRYMgnDvFxnDfWOeHw8CdwR7Lvi9agBTqX48XGGYRiGYZg/Yt9wcKVRXVgIzcxOBcNmNgn7a06m/l/lEGtZhBNRW6is9g8TsVK5XNWvibV4vFqtxpPpUbd3bJmmf0mw32Nu71yxpAXGtIp9V7weNcBgvoE3XDMMwzAMw6wQ7BsOrjQWFhdDs7OTgZCFvx1xeSBlJ2t5NeL24qSMOt0Of2gmnalUq4uLi9WFhdJ8OZ3Le0KR4RNvJFpG1ZZVc3pS2drbpJl2sO+K17sGOJOprb/HMAzDMAzDAPuGgyuQVD4PN8UTvH2nmgH2+OjcOYPhQHRmur5MNHzv8HRt4Wglffc1hvCcnmgiqX3VmFax74rXuwYY8CQwwzAMwzAMYd9wcAWSKxRGPd7aXbU6A8PqfcH9wuvSFD3+i/NYM8C98c8Z477AmNubneOX2rSLfVe8njbA2SwvocYwDMMwDFPDvuHgCiRfKI64vL0wYchqWXC8JGX/MgrBjHn9E14/L4LVPvZd8XraAIPKUku9MQzDMAzDrATsGw6uQKoLC/FU2uEPsgdmdVA0KR2IzSzwK13bxr4rXq8b4Fwup0XKMAzDMAyzgrFvOLgCgTvJ5OfYALM6K7oTO5pIsgFuH/uueL1ugEGVbyFgGIZhGGbFY99wcKVRrlTiyXRtsSJe55nVUdVugfb4HP7gPN/E2jb2XfH6wADPzc1pwTIMwzAMw6xU7BsOrhyqCwvZuYI3EjvmcI16eBVoVuc16vaOON2R2WTtLU21Ww2YFrHvitcHBjiZTC4s6N52zTAMw7REpVK56KKLPvOZz7T2z4ttZu8XVkgzmf7CvuHgCmFxcTEQmznqqL+ohud+WbZp3OuHDY4mUrwUVjvYd8XrAwMMePzBMMxK5rrrrjvllFMuvvhi7XN7LK8Bfvjhh9EWmW3btmnHGmPfvn2nnnrqgQMHtM/2wAaY6UHsGw6uBBYXj6fzcyOu2h2qPPHLslX4gk34AuMeX3G+rH3/mOax74rXHwY4mUwu8qPkDMOsSIrF4jnnnPO5z33uYx/7WDwe1/a2wfJaOxhg2b6SH27KA7MBZlYs9g0HVwLz5YozEIItYffL6oIm/MFJj69a5ZtYW8e+K15/GGCAIaAWMsMwzEoCfg/Wd//+/WeccUazk6WG9JQBdrvdaNf69evpYyOwAWZWLPYNB1cC8+Wywx/gNZ9Z3dGkPzjl9ZUrfAt069h3xesbA5xKpXgSmGGYlQbZsIsvvlhsaAfqwEzCoc3Ozp5zzjl0O7HiJOneaUIckq0dEigTy7K9pJSUXSRTnKFhGgssDLB1MAILA4xDFAkQfWVYLBKIf00wzKU0k2F6AfuGgyuBRDo74fXz9C+rOxrz+EZdntr7kHglo1ax74rXNwYY8CQwwzArDfKHZNUU6wjo/mHh7uij8HUwfsL0ypZPtnaKFQTIRYcomTCESEnbcnazNBYorZDdqUUw2uc6SGZogOXssq82LNawUjkXG2CmB7FvODjwFOfnpwMhekerYlRYLJtET5uHZmbzhWJtRejF4/xy4Kaw74rXTwY4k8loUTMMw6wMYBeFVdPfLayYSXpaWE4goENLOli5BLPS5OwWNZpBLl1G1G4RjIyhAVbyAtF1FsUumYsNMNNT2DccHGyq1ao/Gpv0B9n9srqsEZdnwhcYcXr80Xgym5tNZ9gDN459V7x+MsBgfn5eC5xhGGbQUTwYOTfZksn2GOjtnEA+pBQru2jZW1IyGFTFgsrZzdJYIFcHyNWLmM2CkTHcL0+VE3IyuaOQ8qyzzqL9FrmUXmKYXsC+4eAAs7i4GEukyIrIzoTF6o6Gne5Rt3fc45v0+qe8gVQ2h69lpVotlXmB6CWw74rXZwaYJ4EZhlk56Kd8r7vuOtn7WRtg4U4FhgZYrkV/yzH2UF5Rkd4Z6tNYoBhgIO+xDoawMMAUhkAplowuqlParqU+AeViA8z0IPYNBweYVC4H+zHq9im2hMXqpsgGj3p8zkA4mc0GYjOuYJgfD7bGvitenxlggEGJFjvDMMxAA6umebKTEZbYwgAr/m3JQ/hIi2kZzuWSUaS6lOwCOY22ywi9AYahRaPInTYSTIMzwDJULEoTG7TfIpdZMxlmGbFvODiQlObLiUxt4St+8S+rd4Rv43Q46ghFxlyeZKY2G8yYYd8Vr/8McC7H3xWGYQYfQwOm7LQwwGTthNOTD+lLJlN666236o2loJF7gw2tqYLeACt7lgzGsJYln0ZGsYh5ZGRE3P8MLHJZNJNhlgv7hoODxMLCYqFYmk1n3KFwzW94/bL9YLGWXcNO94jLAyfsCobnisVCaZ7fdGOIfVe8/jPAAOMSLXyGYZgBRZ4XlYGRE/uxbWaAydrRNqC7lM0MMCVGAnknAhAf5Szytlkayo4C9d5Ssbtk1EWcwDAYGUMDDOSeAXJsABXB+n7nO99RijXLpe8lhll27BsODgaVajU7V4gmklPewIQ/OOkP8nO/rJ4VvpyjLs90IOwMhkvz/DywAfZd8frSAOfzeS385sEoUB4Rdmdw07WKWqadCOUutRX7urGDTcBgurNBLuOXB1VbzKcxdoP+N7ydWHaMFgYYUEq4O4BTKb7nhtYOR2UfSJA5JER6JbthGkAG2MzAy+i/ZobBCKhkGVGvfEhpIIWN/frqDHOxAWZ6EPuGg33B4vHa24zmy5XF2maN+UqlUCpBuUIxmcn6orGaowhHx/l9v6x+EDzwdCiC/wZiM7PpTL5Q5JlgGfuueN02wLFY7IILLvjTP/3TYDCo7WqeZLL1l0qLISBtd2dw07WKWqadCOUutRX7urGDTWADzPQpON1LPr7bFIo5b4qOB8Mwg4F9w8E+YHFxNp11BkOecCSaSGZyc8lsDttTvsCkNzDq8roiMUcwPOr2Kh6DxeplHa3fET0VDE8FQlNef3au9sbgMt/rWse+K163DfDhw4f/8i//8swzz9y9e7e2qyXuu+++1lxBB61OX9NBnzYAXdrBJnTcAHcTJXh0CxvgFYJyv3T7UIFmU7jWdDwYhhkY7BsO9j7Z/NyY2+cIRepWITzm8jrDUWyPe/2jHh/f6szqd9XuiHZ7XaFwIBb3haOZfF+OJDuLfVe8bhvg1atXr1mzBv+98MILtV0tcffdd7MBbgc2wDJsgAk2wCsWnHqzFadao50fQseDYZiBwb7hYC9TqVbzheK0Pzjq8dKNzbSGkGweWKyBkHvM45sKBMe9AWcglFrx6/7ad8XrqgEOh8N/8id/snv37sOHD3/84x+fmpqi/XRf9KZNm+gj2Lhxo3DISHz66afT01l/+qd/6vV6kZg+Ahpj0WBraGgIe+jGOfnhN/lWOtnqyNtm6TuCWUWddUoWTZCfcDv33HPPO+887cOJGESEcqgE9og40c+USx6eWuRtZxCsRy4f2/BmIh5Riz4G7NHHD+RkIleD2ZXROdLQfqTEV7eDTQZySNg2bHX7iMcjCSpZqU75Upn1BsMwDGMT9g0He4fFxcXcXCGZyaZz+dlMNjKb8EVik14/HC+bXtYK0bDLU7vBwRvIF4vaD2NFYt8Vr6sGeOfOnfT0r+J4LQwwPPPZZ58tDt1555308DAS/Nf/+l/FK5FoLC5bly1btugdmsW2WfqOIApUbgtEuzrolMyagM4RFgU+Z+3atagUO2X7JNLDKss+Rw4YaUQWOVkjeTuC3Chs44zT/KR8w6R1/OIQ+T25tHaaL7bp3yA66EuBiI22DVvdKfTfCrPqzHqDYRiGsQ/7hoPdpFJdqFSq2oeTKVeqkdnklD9Qn+N1T/iDzkhsOhThRa1YK03jPv/RKWcwPluttrjs0QBg3xWvqwaY7n+mbXmO18IAHz582PCBYSSAl56ZmaFmYOBuMQRX7Ire9ih0fEAvKoJBkl9BaR+iCbKFkzEzwOQMyfMAlEPJlMgpmXCG1nnpY/tYnDvRHIv4YU3lfpBb1HLz9d2rdGz7NNJq7XPbmH0rCHHU4svAMAzD2Id9w8GuUZovh+Iz6Vy+urBQnD/p9afYE4jGR93eqWCY5nvZ9LJWpvArGHV53KFwMpsrV43/tWglYN8Vr3sGWLGy8kfrW6Bhm0+p3/wsLxxNBjgUCtFy0IZOADuRkWjEABum7whKpSi/s75FoG+CcMJaihMoPSZHKB/CfnKDKEcrV4IOLZm3U8gVKYXLzTSLX+kHZXa3tebri1U6tn0abHVHUII3q86sN7R0DMMwjD3YNxzsDvPlsjcSHff4YHTDM7OuUDiRzpYrlXyhFJ1N+uF+XZ4JX0AxAyzWStO41z/idM+k0tovZ6Vi3xWvewYYllUbKUvQhLC1ASbIBoudZIBhiWmwrgzcyduIPbJPUOwEbVuk7whypQT2oDnKznYwa4JZW/RWRwQj5vew8YlPfILyWvSJnBdhfPKTn0ResUH7O4JcEbbNrGCD8VOP6Q1wU83X718hBriz9TIMwzCNYN9w0FZK8+Xae3qzObjfYad70h90R2Ke2IwjFJ3w+LBz0hsYcXmckdio23vU4VTMAIu10kTLvDn8wbliSfsVrUjsu+J1yQCTxRX3PxPCxOqPGi4TLU8ai7z0TmBl4K4M0HFUfFTsBG1bpO8IcqUCYbS0z+1h1gTUotz6S+itjhwhOR+kETvNygGGeRGPvsltIldEtdA2UJrfSPxy/xs2oZHmy4UQyDvwBtjiy8AwDMPYh33DQfuoVquBWNwZjtYsbv2/ssUd9/qnw1FYYuwXO1ks1pjHh/9OB0OxZKo0X9Z+TisM+654XTLAho/yKob2tNNOo3Whd+7cKSZ7keZXv/pVLXV9/6mnnkrpsS3SY7yuDNzlATptC5+g2AnatkjfEeSKNmzYQDthJzq4fK51k8V25cQiWHrHKLoF4Oi55577pS99SbF2+nJovz7veeed13GDJFeEbQsr2Ej8FxktgkU03nwqR3z3kBFf3f41wEqBFtUZ9kY9FcMwDGMX9g0HbWKuWPTH4mNurzNcm92Vx/csFstaIy7PZCA04vZ6QpHiivTA9l3xumSAV69erTzEC2jil4wubcM8kPUVt0DDAIt3IAn3K6enJ4EfeughxXXAElMu7B8aGpIH7oa2xyx9RxAVkTWlijr+8hiLJohDgCwNOTd8pH6TuwIovk6AZFQIENaowbztI1eEbQsraBaDvh+IdpovehKgEFTR2bY33ur2EW2hJlhXZ9gbDMMwjH3YNxy0g9xcweEPOILhMY+fb2xmsVrTpD84PO2OJ1Pa72olYd8Vr3vPANtKx70W0zJkotgRMQzDMExnsW842FkWF4/nCkVnMDRdv+dZGdCzWKzGNex0OwJhXyRWrlS0H9iKwb4r3oAYYHoSWGsTs6y4pbWjGIZhGIbpFPYNBztLIpN11B/rZffLYrWvqUBo3O3LrbzZPvuueANigAFPAvcCPP3LMAzDMDZh33Cwg2Tyc+Me33Q4wu6XxeqI8FNyBCOxRFL7ja0Y7LviDY4B5kngZYeesJUfpmUYhmEYplPYNxxsEwzA8oXibDoTmkk4/KFJf2jY6VYG8SwWq2VNhyNjLm8qm9d+cisD+654g2OAAU8CMwzDMAwzqNg3HGyZ4nw5lkh5I9HaPc9Oz1Qo4giGlbE7i8VqUyP1FaGD8Rnth7cysO+KN1AGmCeBGYZhGIYZVOwbDjZCpVLN5POpXK5SreLj4uJiKptz+ILDTrcrGp8OR8e9fp74ZbHsEAwwfl/R5Mq6C9q+K95AGWDAk8AMwzAMwwwk9g0Hl2RhYTGWSI053Z5wtFqfbCiW5h3+oDMSG/XwC35ZLHs17HRPBUKxFfYyJPuueMtmgDdu3Kh/M3CbrF69+stf/vJKngS2eAntddddZ9/7afuOjveGNeL9z9u2bdN29QNd7iWGYRjGGvuGg0syV5ofcXkOT02HZxL4WJwvwwlP+AK80hWL1R1Nh6KeSJTuv1gh2HfFGzQDfOGFF67k8Tob4AbpprUrFovnnHNOf1lfgg0wwzBMT2HfcNCaxcXFeDrtisxM+PzZuQL2ZObmhl2eCX9QGaOzWCybNO6t/XtTKpelX+VcoTRXKNL2oGLfFW8ADXAvPwlsYVA7gt3ly/SCAW68vd3sGQW3233WWWcdOHBA+7xMtNkDy9iBDMMwDGHfcNCa+XLFGQg5I7FJXyBbKBTL5fBs4pjTzdO/LFbXRHdBB6LxhcWazfHH4tO+QLFYoh8pvM/i4iJtDwz2XfEG0ABjo2eH6Xa7iG66FDbADcIGmGEYhukI9g0HrUnn5sbcXlrjyh+byRVL7vr9z8oAncVi2SoY4Emvfzadmc1kxr2+yUDIF47Ol8swv9FEMjwzO2A3SNt3xeuqAYZBPaUOrO/NN98sG2D4YTp06qmn7t69mxKTmxVgj8iiT08JKAtNAmPITmmAsGqVSuWiiy5av369OPqxj30sHo/TUTJ14hDlMkwJxH7EIOwNSpALF56B6qWdwNBLiCdFgRKVYZkEjor96BYzlyL71Qab2Uhf0TYQaZTeaKQigVkh+uYb9qdhBxqmNAseyPsNq9aO6TAsRN6pby+QYxblN95vZt8ZJEZpQ0ND2I/O/OxnP0tpgFkr9u3bp6U4uZf0Hbhq1Sq5lwBVZ9E5DMMwTPvYNxy0AENqXzQ26a+t9jzi8oy6va5wBKNwbCijcxaLZatqq6w73bV/jfL4sD0ZCGLDE44kc3lHIIifZCKj3SA9GNh3xeueAYY7Pe2006amprB9+PDh008/XbhZ2dnu3LmTkomNWuZEIhwOn3322Zs2bcK2YXraLzzzj370I8UC0ZBdjOZhbOo9UDMbYuyObXGIHt0UH+VCgJwLzkHUpS9BtgrWPmHLli2KdRTbZmXikKiavJBZ+dYFGjZzyb6SC2ywNwwrIhovRORS+tOsA4GSUj6KbcOvCh0yq1rBohCcF7MZYCpTPB6Mr7fo2wb7zazJaC+yyNFaf/dwVPyjA6pYu3YtUioFGp4doLSCYRiGsQn7hoMWzBWLoy73mMdH429sTAZC417/UYdTHpqzWKwuCL/BCV9gwh8ccXnwGxzz+rEx6fWPebzuaDwQi9Mi7YOBfVe8Lhlg2b4S4hZomOEzzzxTzOLGYrELLrgAKWljzZo1tB9G1zo9toUBJoP95JNPaq2UTIjed8n+BCN+xSbJA33hARRLQ2WSAZA9A1Bch7UJkVEcoGGZeuNhUb5cSIPNXLKv6JB1bzRSEbZb61KL9iomTUkpB3/GGWfIfWjYRsKsOutClKbJmB1qvN9k5CYjjZwFWPSVmYOVmy9np7NDhhygXrOSGYZhmA5i33DQgsL8/ITXB8f7xyG4NBxnsVjLq5oB9gXG3N5Jf9DhDxRK2lPBA4B9V7wuGWBlOhcIA4xDp+gg3yvSYBvmlnZapBcGmKrz+XxaK6UhvjJ2B/Lo39rwiIE+NrSKJahMlCAXbm3D9CCBVpx0R6tZmUrhwKJ8uWkNNrPBvrLujUYqom0tp8SSXapvr2EH0n45pRy80odKG82qlrEuxMIAA1SBUJVWNN5vwLDJhj2j7BGYtUsOQ8kuf1R6iWEYhrEJ+4aDFlQXFkIzM8cc9dsvdYNvFovVIxr3BSZ9/nxxcJaGtu+K1xMGWDkkEJO92Pj4xz9OaSzSKwbY4XCI5aA7boANDQNQzICS0sKEUBjiqJzRrEx9GBbly01rsJmNG2CL3mikItq2KMSsS+UCLToQKFVbBK+00eJsCqwLsTbABCqCfW32BFk0WckC9HsEZu2Sw1Cyo+pPfvKTaJTYoP0MwzCMfdg3HLQmm88fm3aO8EO/LFYPa9IfdAbDxXJZ+932P/Zd8bpkgJX7lgHMqril+fTTT5fvjpahiV+4ZfFwr0V6YYBFGjFeFyaETJ3sLmR/0qDxQBbllleBtWVq3IQgpfhoVqbeWSGlWfly0xpsZoN9Zd0bjVSE7da6VC7QogPpo1y1RfBKGxsxwNaFyNsWKPU20m8WTVayAP0egT5+Qg5Dn506BzHIoTIMwzD2Yd9w0JpCsTTm9vKqVyxWL2s6FAnGZ6sLg7MQtH1XvC4ZYHpSV9zPvLN+G7N8e7OY1EXKa665hvYDpPzUpz51/vnnK+bZML0wwLQtJoFlI0fbqJ2G+4rHa9B4YBsphdlAIbRoEO23sEzKRxnZhNC2SGlWJgUvQsJ+tMvM5MhNa7CZjfcVts16o8H+BBaFmHWpvG3RgUBOCSyCV9rYiAEGFoUgGDMDjEMbNmygbRQulqGSwwNm/WbRZL1ftQgeKPHrF8HSZ8eec88997zzzqMAGIZhGLuxbzhoTTo/h+E1v/WXxeplOUIRfyxeYQPcAF0ywIA8MNwUgE2Vn+8F8Kt0CIiFr4DinAWG6WUDDFCFluLE06SAzMm6devI2gHZaTRoPOgjElMJQJSPnRaWiWpHesWcEKiOSsPRoaEhkdGiTFEgQOR62yOQm9ZgM5vqK3ykNEDujUYqoo/ArJAlm0/lmHWgPqU+MMoI5LosqtZjVoi1AYZrpSz610fRNrDoN7MmK1mA9XcP6OOXw9Bnpz1mpTEMwzAdx77hoDWpXO6Iw8kGmMXqZU34g45AaK40r/1u+x/7rnjdM8DLBb0TWGvuiVG77E8YM7ivGAv468EwDNNl7BsOWpPJzx2edLABZrF6WfQMcKlc0X63/Y99V7zBN8BAPw/Go/ZG4L5iLHC73Z/4xCfM5sMZhmGYjmPfcNCa3NzcUZ4BZrF6W2Me36jLm8kPzn159l3xVoQBlieB2dQ1DvcVYwZ/NxiGYbqPfcNBCxYXFyOzCfk9wCwWqzc15Q9FE8l8oSjf/dq/2HfFWxEGGIhJYB64Nw73FWMIPS0sP6XMMAzDdAH7hoMWpHO5UbeHl4BmsXpf+J1O+AITHl8ym9N+wP2MfVe8lWKAlSeBGYZhGIZh+gv7hoNmFObnJ31+nv5lsfpCR6dd+LVOBkKTXv9csaT9jPsW+654K8UAg1xuEP4thGEYhmGYlYl9w0FDqgsLgfjMmNfPT/+yWH2kYZdnwhfwhKPz8/29IJZ9V7wVZIBBpTI4C6MxDMMwDLOisG84aEhpvuzwBcZ9AWV4zWKxelwjLg9+uaH4bCqXD88kEuns4uKi9sPuH+y74nXPAK9evVr/Ol89FskaLEFGyZLNZrV2r2yuu+46i9e3Wh/tFN2pZQBAR3X8MWz5Bb8MwzBMv2DfcNCQuWJxzOUZcfHTvyxW/2nU4xt2ukfd3lGXd8LtS+fy2g+7f7DvireyDDCYn7f39dD79u07RaI3bQYb4D6CDTDDMP1IPFseD+eh5w7FZX3krf1LdHausmWXn/Tm4ZmjzrTQfIUX7DDFvuGgIflC4Ri//YjF6lvB/Y57/WMeX/2/3rliUftt9wn2XfF6+hbojRs3Nut4l8ySyWS0ptsAfMXHPvYx8WbUYrF4zTXX0LYdPPzwwx3xkJ0qZ7no/fjbiZANMMMwPU4oVToWyMHc/uHNwE07vJdtHv/6pjEzPbA3VMsyU/zide+a6cI17//knpHfb3PAHr87Mjte98wMsG84aEg2Pzfi9g473cqomsVi9ZdGXJ4JfzA6m+yvG6Htu+KtOAMMSiVbVkWD3T3nnHO2bdumfbYfNsAEG+BmYQPMMEw7xLPl952ZrR9E1r/kVvztkmrEABvqkvUHb3hwbNuewEr2w/YNBw3JzhWOOGpDZ2UwzWKx+k7jXr/DFyzNl7Wfdz9g3xWvq7dAX3jhhWJ7zZo1MKt0n7BsWSlZLBa74IIL6CigBHIJhw8fPv300+noaaedNjU1ZZ1FzptKpRYXF+EBhCeBP6Fcp5566oEDB6hr3G73GWecQfsbcS9kgM28ClkOURHZD/FRnjeW65X3k4kaGhrCfsT52c9+ltIA6/Dku7IppfA/9KZf7ZjuKNFm55g1R66l8c5RMIyfDonsQG6OHipE/pcL5BVZzFpq2C16zCI0y254svClMuwN5ZD+RIhDQO4Es1MMlL5CStqPwvGDFSEpyVCCvnaGYQYJmN43xpN/eDNw7VMOxdM2pZYNsKyL1+1fv3nilfci/liBwlsh2DccNKRULk8HQrwIFos1AKrdyuFwzqYyfTQJbN8Vb9kMMIbU8MDYDofDZ599tnxIbCvTufKh++67b/fu3bTdSJadO3eST6b98MBithajeTF2h/0gg6FM527atKmRwT25F0MnQEaC7DEVLj6SRxKOYsuWLcIRyU6DXIriW5Z0HUgjLBYqWrt2LdIrBkYpRz7afueYNUfZbrBzDNH3AwoURnHJEiiBoQE2a6lht9STGKPvYcPsZidL6RyLfpObadEJOCRvWyQTh+gfAihspclKLzEMM0hMxwpPHYz9dLtT8bEtqyMGWNYl6w/+fpvjzcMzK+HhYfuGg2akcvkRp5sngVmsAdCo24vfcig+WywZzAPDGOcLhYWFHrqQ2nfFWzYDLLaB7FobcbMKsrk1y0Lzw2S5wauvvkpDeQzrzzrrLOHQhBdS9jcOlQBbIjsEAC+hWCA5gd7CEYo7Uso0yyUwcyay/wF6e0ZHO945cnPkGFrrHIGSgKya3GrrgEW7tM/1Ag17gDDrFvpoiByhWfYWTpbFIetOEBktkunjEeVTzGS8AU6r3P8MwwwA4+E8nOoVj00q9rV9ddwAC128bj+c8FFnmpowkNg3HDSjurDgj8YnfIFj/CQwi9X/ggc+Ou0ad/tSmZw8FYxfeig+4wmGyr30ylj7rnjLeQs0bQPZwTZugHEUPpNY0gAD+RD233jjjWg/xu5aERI0sodJwHbLI3vKLvyDhVcBioXA0XogNWQDrASj36MgG04Z62DE0U51jmFz5Bia6hw9+vRKq62nKC0MMNC31KJbzJAjNMuuD5tAAHLhcjKLQ/rS5E4QHW6RTH9IboW8rYTBMEz/ki5UXj460+ZNztayzwALff2mDx/a4R3Iu6PtGw6asXh8cTadcQTDvBQWizUA0l6M5PGPurxF6c04lUrV4Q84fIGeekjYviteXxpgumtaHGpkBhgcPnz4zDPP3L17NzY+/vGPOxyOhYUF/ShfgfyPbM8aByZBFC4sByH7B4Aw6CPZD9ksiRKULEC/R8GsddbBWLgjhSU7x6I5cgwNdg591KNPr4TdjgEm5JYu2S165AjNspvtR9U9aICR7JOf/CRNFNMGpWEYpk85Fsjd8ppPMat2qAsGWGjVbUdeeS+SL/TQhEab2DcctCCdy43V75xURtIsFqtPVbsXetqtvBk4PJMYc3uycz30T4f2XfH60gDL6QGSNWKAAdWLNLQzn8/rbwHVI9872hSKV2nE4ymuA8nERyUL0O9RMGuddTDiaPudY9EcOYYGO4c+6lHS68O2DlK5oRco8RCikEa6RUGO0Cy72X4E04IB1pcm4se2aKBFMjk9gVzK9wS1o1J9XzEM00fsnUp18BHfJdVNA0y6eN3+Lbv8uYGwwfYNBy0olErj3tp7RJUxNIvF6lMN1x/sn/aHxHxvqVx2+IPYnyv00LuC7bvi9bQBVoyuOERLQG/atElsi2RmWQgc/dSnPnX++eeLBbRgfjCOF7YBH2nlIYz+N2zYQH2EIT4tTaR3CzLFYvFf//VfhT0gW9Wsx5OroG0Rm5IFyIbHDMPWKcEo5chHG+8c+qhg0RyllkY6hz7q0feDErZ8IgxBjSI9ShOTvWYtNeyWeipjlAjNshvux84WDDBQSjP7Npolo23R89Qtynk599xzzzvvPLNfBMMwvczcfPXlozOrH59SDKrd6r4BJsEG3/uiO5H94y1//Yh9w0FrktnsuNs35vEpw2gWi9Wnqi8K7QrGZ4vzlUJp3h2KHJ12TfkClUpV+9n3APZd8XraAIs3G9Gkrnxoo/QKpe3bt4vsFlkAHZWniHO5HHoBHoBKA+QoyK3RHmF7ZDunh+4dpSyEbE5kywEsPB4OUXbsGRoaEuZEb4DJolBKeb+CKBBQSEowSjnK0QY7xwyz5si1NN45hhj2g77VFogSACJBXorHoqX6brFAH6FZdsOTJSeQXa7FIcKsE/QdriU6OZm+W+QepqPWp4ZhmB6kXF2E9bVjgatGtFwGmHThmvdhg6OJEnVF32HfcNCaxcXFWDI14vLwjdAs1sAIHni4viCWJxzFT/uowxmeSSws9NBLkuy74nXPAPcs89Ij4AzDmGFogGXDzDBM7/PGeLL7s76yltcAC/1+m6MfZ4PtGw4KlHeEio+F0vyUP1hbDlo3jGaxWH0q+letMU/t/o7h6d66/xnYd8VjA5zIZDJaZzAMY4Le7rrd7k984hPyhDPDML3MR95sN5/1NVOPGGDowjXvb9sToM7pF+wbDgoq1aoYBJcrlZlUOpuv/btnbRI4lR528iQwizVQoueBseHwh/Dzp99+j2DfFY8NcI1SqV/vhmIYm4DjvfTSS4W/ffjhh+WbwHn6l2H6iHSh0p0VnhtR7xhg0nduPtRHrw62bzgomCuWpv3BUv3muOxcYdzjc4ciC/V54NoksC/Iq2GxWAOmUZcX/40mUj1093Md+654bIBrpFIp5Z4fhmHkZ4Plp4tpv/wUMcMwPcveqdRyPe5rqF4zwKTfbJ3sizui7RsOCgrF0pjbE8O4qLb2Ve6Y0zPi9s6k0jRMiqfSRxzOUXdtuMxisQZAw073hDeA/+aLvXX/M7DviscGWKPYe2edYRiGYVomlCqtf8mt+M9lV28aYOjidfufq8fWy9g3HBSUK5Upr88RCFUXFwrz865QZDIQmvIHi6XaPxAU63tqTwI73cowmsVi9alG3N4RZ2+9AZiw74rHBlgjlUotLCxovcIwDMMw/czLR2cu2zyumM9eUM8aYNIP7zrmj/XcKFBg33BQsLi4OJtKj3u8s+nsfLUaS6bc0fiY2zuTzsyXa+9STmXz+IgRszKGZrFYfaractBOtzMY4WeArRhIAwz4bS4MwzBMv9ObE79CPW6AoYvX7X/z8Ax1Zq9h33BQplKp+qKxcY8vNJOIJdMT3sCYx++NxOOpzOLx4+HZ5JGpaV4Ki8UaGJ0wwGE2wFYslwHeuHGj/Apfa5pKTCSTSVsngZWXrzYIcvXFq1b7Jc6msGjUQLYXyN/SQW0jwwwwb4wne3PiV6j3DTDpzmed5UrP3Rdm33BQIZnLHa0vjRNOpPyx+ITXf3TKCeuLQ/F0+oiDDTCLNTiin3NkNsGLYFkxqAYY5PN5rWNsQLYWjdMvJmQgzZJFo7rZXtTVtfWWURcbYIbpR8rVxc3vhhW32YPqFwMM/fCuY9FEb70kwr7hoEKxXJ7w+cfcPm8kliuVQrOzI063OxSpVBfi6cxhngFmsQZII27vUYczlbPRBLWGfVe8lW6A9ckqldojLnYgWwsLHn744WVxHctVb7+wjP2zXAZYhr8eDNPLpAuVXr7tWVYfGWDo4nX73x2ZpU7uBewbDiosLi4ms7nhadfwtDuSSJUqlfBsAqNkfyzuCoWPOmr3TCpjaBaL1acadXvxY0/X3/jdU9h3xWMDrCbL5XJa33QaNsB9DRtg/nowTG8yHSusfnxK8Zk9q60fRBBzvxhg0r0vuqmrlx37hoN6qtWFYHzmiMPpDIbzxflIInl02nXEMX3U4Rx28vQvizU4ohs6Eplsr70U1r4rXvcM8OHDh08//XR6p+hpp502NTVF+1evXr1mzRoYUTqk2FEcFftvvvlma09rkVhfeywWu+CCC2gPoMRyMvnFp3rcbvcZZ5xBKRVjAKtA+4HsJYS1qFQqF1100bZt22g/QBYcov1azhPFKobEonB4JHFUDskiVMKwXjpkVp0eOU7aFnlpv/goOpbqlcNWXjaLSIaGhuT9hvEoXQSwR7RCZDn11FMPHDhACQzZt28fpQSUnUq2Pi9yLkI2q4a1I2/LJ8sQFCiy4KdEGc2+ZrQtVyR3u2iX2NY3f9WqVSINgZIbj5ZhmA7Sgw/9rn/J/Yc3A88din/kzY6H86GU1V3E0UTpqDNNem5vaMsuP9zmT+4ZUSzosmv95oleeCTYvuGgIcX58qQvMOJ0++Oz7nC0Nk3k9PDcL4s1YKI3e9cMsPbT7xXsu+J1zwDfd999u3fvpm041QsvvFBsY1QND4ztcDh89tlny4eEVSZramGArROb1a7MAFOyTCaDrpGdgEKxWDznnHOEtdi0aZMY+iOXYvAUOyH2mzkTxUsohsSicHQjWS8Kjw5ZhKqg9zAW1elR4lSCER/lcmhbHALIKGJAPDgk12gWDyyobOHkJssFKskUUJ3wqCh87dq1yCU3yuK8CPRpDGvH/jZPlgxKEyWTraVKqYvMvmZbtmyRDbnYb7YtN82iwxmG6Rq989AvHO9TB2PHArl4tqwF1wmcwfybh2ce2uGFH75wzfuKI+2+EEa+YNdDUg1i33DQjHR+btTpmQqG+aFfFmtQRb/u0MzsAs8AW9CaAZbZuXOnMKuyHQXCkZIZhgfQDlje1dxUYrl2s2Tz8/MWfgk246yzztJPJ5L9kJ2AnFLYCWtnYma0GiycEIWYhapHqde6Oj2KcVKaIPekqEg2sYRcBZLJuSzioXKEi8aJM2y7vtsFZhZObpTZeREo1VnUruRt4WQJ9JEr3ascUmImFHMu0pg136zD6SPDMF0A7veW13yKEe2mhOlFJFpMNhNNlOCHf7N1UvGl3dSq244ksvNaQMuBfcNBM6oLC7Wnf10emiNisViDpxMGOGHr23BawL4rXlcNMNzmKSeQDTBN/xLCnco2lWjQ0xL6xIa1WyczM8AA3gAJlHG/3jPL/kTYCWtnIjsNIHItWbgwJECxNPpQ9Sj1WlenR8SpbAN9yfRR8VFArqKpeOTEoiuQpX4aT0KuTqAvnJAbYnZeCH1bLGoXERJy7TiEZHJF1ugjF3EuaYDxkaICcgCG51FpvvxRaQ7DMHazjO73ph3evVOpufnlfFdkrlDZdTB2w4Njijvtjr5+04f+WEELpevYNxy0oFQuTweCox6fPGJmsVgDI3oPsCcUqfJ7gC1owQDTDK2wmsoMsN0G2KJ2i2R79uwxNEUyZFeESdC7kV4wwIQSqh6lXuvq9Ig4lW2gL5k+dtAAi7lTbHziE5+gZPosZpillBtidl4IfJSPAovakbjNkyXQ5xVxWnzNqOtEwHIhcrvkbaX5KOGTn/wkOlxs0H7GDrZu3XrDDTeUSr31OpYuYNHwFdsnYFnc70+3O18bSXT2Duf2SWTnX3kv8sO7jike1W5dvG6/M7g87wuxbzhoTW6uMOpyT/iCyriZxWINgOB+R1yeSa+/zAbYghYMsGJQYTvFRzMDfPjw4TPPPFM8uAuQ0swAWye2qF02wEqyu+++28zAyMi3rWK78VugZQtk4TTEoSULt/ZUQE6vR6nXujo9chPkbaCUjNjoI/WDnFKuotl4qAeQSxSoz2KGWUq5IWbnBaBF+hW2LGqnULUPLZ0sgT4ZCpe71/BrptSIpjVrgAG1AkWJNIPHW2+9danEN77xjenpae1YF7HD7E1MTGitqnPbbbdpB5aD+fn5H/zgB1ool1562WWX0UIMbID1dNn9XrZ5fOsHEetVrHqBaKK0ZZcfvlRxqvbpwjXvH5xIatV3EfuGg9YsLC5GE8lxr3+YnwRmsQZO+F3DAwfiM3wLtBUtGGBalYqe0aXtJQ0wrdIsu9NTdGtEC6wTW9Qum159MjMDDNexYcMG2lbMD1yByKUYPMVOiGQowWIaWTEkFoUbeiqLUBWUeoFFdXqUOOWUindCRbJDQ9vJJSpVGDoui3hQ7LnnnvulL31JcYNyFlraig4pGKaUG6L0jzhEs6ly5wvMasf+Nk+WgPpBdBRyoT/FR7OvGSoS5py2RTK5yRbNB9iDDj/vvPMa+SeGPgUGeCBdFtyjMJkA/vOxxx6j7Y6zZB/SvzK899572ufjx9955x39PzQM6rloim66X7K+6eVe86kpcoVKN20wPHD354HtGw4uSblScYfCU8GwMnRmsVj9rpH6E/78HuAlaMEAg43Si462b9++pAHGtvymogsvvFCerdVjndisdpGLEuuTRaNRraskyDNQSr1LgeugQ8Bw/g2Qb6E02Iks+kNkY+RcwKJwM09lEaqMUi/tNKtOj5lxAihELhOx0Ueqcd26dXJXUBqg5CIs4lGsoADBaBmWaoK+cLkhZudFLp+QW2FYO3bKkbRwsmREYABVy/2mPyRiE41F4qGhoSUNsNJ8sUff4YPEQJoumm6VDaetWPfhxMREg/PqbIC75n6veGzyqYOx/rK+Mt20waily88D2zccbIR0Lj/hC/By0CzWgAk/6mGnO1xbBItXgTanNQPcp+RyOa2rmE5DDsralDLNIhtgW+nf06cMYUnasZMxM11bt2697bbbcJRu2aX7h8VHeXIViP2y06OSjx49KqdHsZQSh4aGhkTVVF09X217+/btokwlPLMSZMgAoxDts0Tj7YrFYpdffrl+v9wutPfGG2+kNEAfTLVavfXWWw0jISgeSqaVcqIcuU+ACFLuZDlIw67oI7rjfi/bPA7ru7wLXHWKrtngr9/0YTTRva+WfcPBRijN11bDggdWRs8sFquvRc8AH3M4Z9OZ4730JiT7rnhsgJcG40Wtt5iOwgbYDrpmgN3SemP9hTJ+JWnHTobsnN44kc8k5yaeX6WP5NZkvypKmJiYEF6RDJts4ZBSHCXnJjLKZk9ftXzIrAQFegBYf1RfuFm75LuU5fD07TLrQ4Agr7zySovpX6VkuRz5ELbFIdHJFL+Y6N6zZ49hDP3CA3tDilntuGCwe/9Z32aBDX5oh1f5sXdc37n5UNfeD2zfcLARFhYWY8nUdCiijJ5ZLFa/Cx54zOOb9PkxONd+8D2AfVc8NsBLk06nF3vsxdCDARtgO+iOAe7rc6cMXknasZMhOycQLkt2XPRRPwuKo4rBIw9Jlgxp5CyKWwOy31PMnqG9tC5Bj5hWlcNosF30UaAYezkLsAijIwbYrJOXLLyPePnojGJWO6vVj0995M1qlQ0i496s3StFr7rtSLnSjcVj7BsONkh2rjDh9fNd0CzW4GnU7R1xugsmw4Zlwb4rHhvghigWi1qHMZ2DDbAddMEA0/PD4vHgvkMZuZK0YydjZt7MXCh9hCGkjzTRqkATqvosFr5Rrg7bVAIhMlqXYAEKRFTknBtsF33EUWoRkA2wUqlFGB0xwBadTE0zq71fgDVV/GpnVb/nubeW/bSJbXsCF655X/nhd1A3PDjWBQ9s33CwQXKFwpjbwwaYxRo8wQDjvzOZbO9M+9l3xWMD3BDJZLLXVgZnGKY1lGErSTt2MmbmrUGjqDelAn2W5TLAACkpb4PtotlmcUiuWl+pRRhUjtwcBTkepRxxSN9wBaSEDZbb1Ud4Z4uXbR5XLGundO1TjunuLuC07PhjBVungn+/zYFabB052jccbJBUPj/m8Q073fK4mcViDYDoH7Z80fgCG2BDVqABBvn88rz1nmGYzqKMWUnasZMxM28NGsVY/UFc+bZkgZJFPxeKKkQCuTpsGxpg6xKsEYU02C7FcyJZawYYyHn1yPEo5YhDFp0sWHKquTeJZ8urH59SXGundPvr/sFY7KoFtu0JKD//DurNwzNaNfZg33CwQbJzBQyRR121mSIWizVIoqWwJrz+arVX/jrYd8VjA9wEPfVcOMMwraEMWEnasZMxM28NGkVsI6UwePiL8uSTT9J+JQs9uSr2oAT53l25OmwbGmDrEmTm5+dRmlI1ld9gu2TPSdsWBlhEqH0+GapdeROSWGFLjkcpR+kTfScjsB07dlAC5G3wZUu9Q7m6eOPzLsW1dkSXbR5/bSShVbNSGfdmL1l/ULkIdEQXr9tv66LQ9g0HG6RQKk14ffw2YBZrIEV3QWdyvTLnZ98Vr1cM8OHDh08//fRTTjll06ZN2i6J1atXX3jhhWJbfsGvdcYlUUqzxmwMt0K47rrr2nm41PqJX7lw5VW03VnT2JolH6ztkTg7y0A2qilg52AjZVp4VhaJtcwnnk0FeqNIVpCSoXA5gWL2DA0wti1KkKEbjykZIQpsvF04RHmx5+jRoxYGWERlGAyBkqk0QqSU41HKUULFR8oLqDnkzGlP37lf8Ic3A4px7YhW4G3PZiSy8zbdDo1i7XsY2L7hYINUFxbCs4kxj48ngVmswRNNAk/7guVKT0wC23fF6wkDHA6Hzz77bAsHa2aAl8y4JE0ZYLCSV8Nq0w6xAe47BrJR/YKZfW2c9ktglov3nRnFuHZE619yr5D1rhoENvXOZ52Kfe2I7n3RrdXRaewbDjZOuVJxhyNTwZAydGaxWAOg2kP+0+65Yk8MHuy74vWEAT58+PCZZ565e/du7bMO2QDLLJmx46RSqcFbDavXXpwjG2CZ7sRpyDJW3SNwD3QTmu2UZ3qbpf0SmOUiXajY8ejvLa/5ylV+n58Br7wXsWN16HdHZrUKOop9w8GmKMzPO/wBVyR21OFURs8sFquvNeb1jzjdxfmy9mtfVuy74rEBbprB8wBsgJeE7R/3gK3Ar27cuFE8ZPHWW281e9du+yUwPcLtr/sV79q+Htgb0kpnjDg4key4B7bpYWD7hoPNksnlXeEoPTHIYrEGRmSAeQbYgJYNMMZnp5xAGFp552mnnTY1NUX7ZZRboGnbMKPYeeqppzZijJWS16xZI0rQ3xq9c+dOOgTIDJArGBoawp6Pfexj8XgcfYqdlAYxHDhwgDra7XafccYZtF+kVPbLBsOwED367OQzt23bpqWoFyX8pJIew2Ukpo+ASjALVfal2IaVFUHKkZtlFwZY5LIoXNmmvJQLoLpVq1aJNASKlcOQsWiRWSsAjor9+FaYFU7oYxbF0n59q607hJpj9tUCSnW0TWCPiFZksf4igX379lFKQNmp5DY7n2kQWFZ6YBVYrBplQfslMMvO3qmU4l3b19YPIlrpjDl2eOCf3DOild457BsONsvCwmIoPuOOxpXRM4vF6muNuL3DTndoJtELbwO274rXPQMMeylsaiwWu+CCC4TzbGoGWN5WMuKQcK0wq2Z2WkYpGeN7eGBs09PF4hCABRKmOplMrl27FsN9cheyGZC9BxyFsC5btmwR9kM4lmKxeM455wizumnTJspoVoiCYXYLA2xWneJeDEPVb6PhNJ1LxYpDZtmFj6JcQG6mRUViW45T6RalaQoWLTJrBQ6J8sk/y12kx7pY8ZE6gVJad4jhV0uEJJdj0RVygRZfJIDqhENG4fT1lhvVcuczDNMg6ULliscmFfvapp47ZPyTZ/SMe7MXr9uvmNg2tetgTCu9Q9g3HGyBRCbric8qo2cWi9XXGnF5YIBdoUi1uvyPfNp3xeuSAYZTPf300+XVqmTv2hEDrBRCHnvJ9bHMSgZwvBarbdHSMnAFshOAUzrrrLOE1yKXojcGwj8o6YkGCwGG2fXpESTZGMP0QPY2CrLVke2QvA3MSpCzy56NkOMxK9zMg1FpwjqiIrMmKJi1CIjy9Y7OoosIJWY5MT7KXxJRlHWHIJmcC4dgwuWQRGKzrlBOt/6LITBzsB3vfIZhLLhph1exr22K3W+zOIP5znrgS9YfzBc6+QJF+4aDLZCdmxvzeKcCvBoWizU4ggE+5nT5Y/GFBZ4BPpkWDLB+Pla2lB0xwPL9yQKazrVAKVlOL8esjz+VSi0uLiq+CE5Aq1hC+AQk1nZJN7XCY+Bj44Uo6LPrfQ7qlb2Zkh4orQBmocrlyCHJrhIYZldcE1DmKuXCDbeVOOWPSjx6zFpk2AqlOUCpWo9ZzEDJi8Lpo3WH6HMpIZklFo1CFq3BEoa9pC+ckBuixGNYI8MwLfPGeFKxr21q87thrWimGTruge981qkV3QnsGw62wMLiQjSRGPf6+UlgFmtgVP85u5PZ3OJxNsAn07MGuJF7nhVaNsCgUCgs6VII8ioipT4ZLATMCZkNs0IskLNbG2BCTg/kVliEKtshxfOIZBbZO26Akf2Tn/zkgQMHxAbtV7BukWEr5DSEUrUes5iB/ktCHztogMVkLzY+8YlPUDJ9FjPMUrbf+QzDNEK5utjZlZ//8GZAK5ppnqPOdGefB4ap1opuG/uGg61RqVa9kYgjGFbG0CwWqx9F7wF2+IMVfg+wnhYMMJxqF26BVqpohAYNsGHhyWTyoYcekl2B/j5VQjEY8BJ6vyF7GMNCrBHZ9bZK8WOESI9t2dtYhKp4vEaso5ydApMjkWNQCjfcVjwYoDBQqVysgnWLDFshB0YgpVK1glnMQAkbtdBH6w5RcuGQ2S3Q9JHaglyiQH0WM8xSyg1prfMZhmmErR9EFAfbjm55zVfhNx61xyvvRRQT245W3XZEK7dt7BsOtkx2bm7C6x/3+pWRNIvF6jvVpn+d7kQm2wsrYAH7rniDtgiWXMU111wTDAatHwZWSjYzwMCw8HvvvVfvCmTLR4sJyQaDtoXR2rBhQz1fzReJVYgMC6mnOgmz7LLHw34x2WuWHtsivVmo+CjbITI/tA1ECRbZye8hGDqq2D+lcMNtOU4Ce84999zzzjtPb94E1i0ybAXFJs4s9iNs5UQrmMUMrA2wWYcYGk6lM+VaqCu+9KUvCUsMlCxmXyRgmFJuiOgc+gioRuvOZxhmSdKFymWbxxUT27JufN41Nz9oL6tfFu590a342Hb0XIfeRGXfcLBlqgsLgVjcHZtRRtIsFqu/NOx0Q9OBEH7U2s97ubHvitc9AwzEG4aAbDU7ZYABjmoVnKgCaT7+8Y8LH6uglGxhgIE+fuz59Kc/rZgK2AYtkdEDwHA1Q0ND5CXIj9F+YUcJw0IUzLILZwVgYFA12Zgl05PjMgwVyWQ7hG1D64hts+xUy7p16+TY6rlrKIUbbitxij3ioxkWLTJrhb4PrWsxixkoeVELfbTuEMMaRUOA8q0w6woEo2Uw/yIR+sI70vkMw1jzwN6QYmJb1hWPTc7kylq5TNvc8OCY4mNb1sXr9iey81q5bWDfcLAdZjOZqWAYQ2dlPM1isfpIteWvpl2h+Gzv3EFk3xWvqwZ4WYCPFRbXDtLpdI/cJ7ACIQ9m7et6lr4OHvR7/AzTC3hni4qJbUcfebNauUwnyBcq37n5kGJlW9a9L7q1ctvAvuFgO+QKhVGXZ4zvgmax+llkgIMzsws8A2xIfxngjRs3NvtgcLMUi0WtO5nu4pbWfOo7+t1A9nXnM0yPcPvrfsXEtqytH0S0QpnOEU2UOrUgFsppfxLYvuFgOxRK8w5fYMIflAfTLBarvzTq9g473dFEsncm9uy74g2+Ae4CyWSyd/6xZOXAM6jLCE//Mkz7HAvkFBPbsta/5C7zwlf20MEFsdqfBLZvONgOc8XSlD847gso42kWi9VHGnX7YIAz+YL2w+4B7LvisQHuDPl8x15ywDQCPbAqPzTbd/SvhxyAzmeYXuDG512Kj21Nl20eD6VKWqGMDfzknhHFyramC9e8n8y29ZC2fcPBdsgXiuMeH98CzWL1tUY9vhGnuzjfgdUKOoV9Vzw2wB0DfkbrVIZhGIaxZDpWUHxsy9o7ldIKZeyhgzdCtzkJbN9wsB0y+bkxtxejZ2U8zWKx+kXDTveI2zfu8fWUnbHviscGuGNkMhmtUxmGYRjGkk49/bv+pQ4srcQsSaduhL5k/cH5SuvPTNk3HGwHGOBRl6f2BlHdqJrFYvWFRlyeYafHE4n2zjuQgH1XPDbAnYRXw2IYhmGWpFPv/kUh3ln+u9MlOnUjdDvvBLZvONgOtRlgl3eMZ4BZrL4V/QNWKpPTftW9gX1XPDbAnSSVSvFqWAzDMIw1Tx2MKVa2NaEcrUTGfpzBfEduhG5nEti+4WA7FEqlSW9gghfBYrH6U8NONwzwhDdQrlS1X3VvYN8VbxAM8OrVq//0T/80GAxqn5eVubk5rWu7wnXXXdcvaxHJoWL7M5/5THf6yqKubobRIA8//HB3QurBtjPMCqFcXVz9+JRiZVvQtU85eOXnLnPvi27FzbamXa3+y4V9w8F2mC9XPOGoIxRRRtUsFqsvVL//2R2eTSz02J8U+654bIBbYefOnadIXHjhhdqBOt18fFx2ldbQmsPL6HnkULvpvizq6kETyAaYYQaevVMpxcq2po+8Wa1EplsksvMdmQT+yT0jWolNYt9wsB0WF4+HZxKe+KwyqmaxWH2h2huAp125Qg+9AImw74rHt0A3Dfz2aaedNjU1RR/D4fCqVatom+jmaliyq7TG7XZ/7nOfO+ussw4cOKDtaomWHVrjodpH1+xly/R+hAzDtElH3n50++t+rTimu3RqEhheWiuxGewbDrbJTCrjCEaGnW5lYM1isXpctfWfXR5nIFTuvdfZ2HfFYwPcHLC7Z5999qZNm7TPJnRtNazGXSVSrl+/vn0XygbYVtgAM8xg06m3H6EcrUSmu+QKlUvWH1TcbAvatiegldgM9g0H2yRfLE75gpP+oDK2ZrFYPS4ywN5wb63/TNh3xeueAT58+PDpp59O9wzLdyxv3LiRdp566qm7d+8WO5Fm+/bt2E/TratXr1buNBZ3PiuH5PuTRUWGtZiFZAEZ4DVr1mifdcgV0Vyr3vhhjzA5MDxKetqJBENDQ9j/sY99LB6Pu93uM844g1LSHkrZoKuEIf/kJz+J8lHOJz7xCZGd7ovetm0bfQSoWhQoV4p4MpkMEtNHQE1oLVR52yI9HLvoH9Fj1uzbt4/SA8pCdVFLtQMnH9JympwLpROsY2itLTgq9uP7s2Qt+j6nnVSIHDwwK9ys7UDebxF5Uz3DMAyx+d2wYmVb0I3Pu7TimOXgub0hxc22oFW3HdGKawb7hoNtsri4GJ6ddYVjPAnMYvWXyAC7g+FKtbdWwAL2XfG6ZICVidM777yT3Kb8+C6Mq7i1mGykYmuVG49FgbIBRkZhcWOx2DXXXEMOWV+LWUhLQgbb0DDLFe3atYvMCSyZ7IXgRc855xzynHAXwjnIychvyD5ky5YtwtXI1kWxMWagcKpIcbwWBliOE6CjKE4kkN1Oa6HK2xbpUTLcF7YpGLkWQxCMsH9o2tq1axGnXKYSvFKd/lyYdYIZLbQFh8R5J0spR2iIvs8Ng6f9ZoUr4Ylk9JVYMvJme4ZhGKIjy1/x07/Ly3xloSOTwP7mp/HtGw62T65QmPIHJ3gSmMXqK5EBng4E2QAvQQsG+PDhw2eeeaaYeiWUnfCrF1xwATlS+FjZ7gI6KqZe4UKF1RQG2PD+ZLNaDENqECoExkAOUl/Rl7/8ZTgEchRkIYDwojAk8hO5sheFwxGGRI/icGQjZAaSiQBQuMhiYYCV8ASKh2wtVLOwLZqm1KtHsWQCuRylEHHI7FyYdUIjNNIWfcxLNhMofW4WvHXhctthjOVkcoFmkbfTMwyzYunI/c88/dsLdORJ4Id2eLXiGsa+4WD7LCwuhmZmeSksFqu/RAbY4Q+wAV6CFgwwgE2FY5QnTmkqVYEsLgywfopV3onShBkWBliZJSYsatGH1CxUAlluw4rIdirGg3bCIGmJJPTpBdipJZJufFX8iSGKV5E/WhhggMJRlxKJEltroeptlZb65PTCtAPZTxpilkCuS4lWHLI4F0iDbX0bzWiqLfqYDftTQUljFrx14XLblWSyczaLHNvN9gzDMB15/S9P//YCHVkO+us3fagV1zD2DQc7QnauNgk8zi8EZrH6R2SAJ7z+So+9BBjYd8Xr9iJY5Bgt/CphaIDFFCs2Pv7xj4uMSxpgs1oIOaQWEJPVhhXl83n0svCc2BCP4OqNh0BxOGRIxB7FhMhO0hDZkgnI1VgbYIJ8jpmHbC1UsW2d3sx6GWKWQK5XiVYcWrJwpJQ7wZAW2qKvV4nQECWNWfDWhVu0vUEDTDTSMwzDENc+5VDcbLP66XanVhaz3KzfPKEY2hZ01JnWimsM+4aDHWFxcTEQi/MkMIvVR4IBhqYDoSrPAFvTjgEGso89/fTTlTuWCUMDDGBW16xZg6OyXxUG2LBAi1oEIiTtczMI32tWUblcRkeTkYADEVYBZli59VRg7XBwVHwUNsYMsriyhwGifP1RwwLlSWMlttZCFdvW6a2tl4JZf8r1KtGKQxbnQiB3giEttEVfJlLKERqitMIseOvCLdouZzSLXPtcR18RwzB6OnL/88tHZ7TimOVm3JtV3GwL2rKruddZ2Tcc7BSpXH7CG5jgSWAWq0804vLAAEcTyQVeBdqaFgwwzOGvfvUr2oZjFOtUwbuKWdPYiTWrsG1mgJH3U5/61Pnnny+bVWGAaVtfoOFOw5CWdMvhcPjLX/6yCIweBrauPZ1OLy4uwjmce+65X/rSlxRDIuwEvCgt2oRtC4dD27KzEu7OEENzIu+UfRqCFLN5SLNhw4Za6vp+sbiUYoFaC9XQfenTN2WAgWF/yvUqhSgh6fOadYIhLbSF/gFCdCD2o//l/jRE6XNgGLx14RZtRy75kJl1b7xnGIYBzx2KK262BaULPfeexpXMqtuOKIa2Wf3wrmNaWY1h33CwU2AM7YvE3LEZZZDNWhbR5J6yk8WSNer24r/5Qpde4NoU9l3xumeAYSwx/gbC/RIwjbQfiMd6zQwwGU7lkGyAAfJqxUkF6msxDKkRA3z22WdTLkJUQRg2p1AoKG5EAIOhpT5xWzLQOxzsoTTYPzQ0JDsr4VUMQQJ9pbLJoW0qHHtQEe0nC0f7ZXsj0lOxrYUqb1ukb9YAA1EaoOxyXUrw8iGAj5QRUF6zTjCjhbbo+1/pTz2GafTBA4vClbbr+40wi7zZnmEY5qfbnYqbbVY3Nb9mEmMruw7GFEPbgnLN/KOGfcPBDpLM5sbc3nGvXx5kszouMrfQiMsjpOysbWPD7cWGkp3Fguir4vD34hLQwL4r3jLcAr0CSSaTsCJalzPMMtGIu2YYxg7i2bLiZlvQ3qmUVhzTG8C7Km62Bb07MqsV1wD2DQc7CEbSnlDEFYkpQ21WO6oZFbd3FPL4xjw+/BfbZHHVZHXHi/9OeLyBWNwVihyt3+bKNpilF32FwjOJhcVF7QfcS9h3xWMD3CUymYzW5QyzHNBssDydyzBM14B3Vdxss7ps83i52osDlBXOT+4ZUQxts7r3RbdWVgPYNxzsLDPp9FjdrSmjbVYLgkUZdfvgUoZp1hf/xU6ne9ztc/iD7lAkODMbS6bgYQLxGXcw4vAFpnyB8MxscX6+urBQrlSS2RxSHnU4yTMr5bNWsmo/Uoczk5/rzb8u9l3x2AB3j2KxF2+vZwYVON5LL71U3DT+8MMP873KDLNcbP0gohjaZvXA3pBWFtNLvPJeRDG0zWrVbUe0shrAvuFgZ8nNFSa9/kl/UBlts5oSzOqYx1ebvHV53OHITDqdzuXmisVSuTyPv/HVKlSFx12sTd7hvxA+Yhf2KwsawQbPpjOTPn9t9pj/YYJV17DTPerx4ac6X+7R21Ttu+KxAe4eyWQvLrDGDDDyk72NPEHNMIxN3Pi8SzG0zYpf/9ubRBMlxdC2oMYfA7ZvONhZCqX56UDIEQwrA25Wg/qj9XW6/bF4vliEo9U6tw0KpZIvEhv31mww3Q6N/4q65ABYK0F0V3x4FvakR28vsu+Kxwa4q2SzPIJhGIZZWZSri4qbbUFz8724QgkDfnjXMcXQNqtdB2NaWUth33Cws5TKZVcoPB2OKgNulrXIi5I7xbY/Gp8rFjv7cGalWo0mkqMu95gHNtg/6vFRvbX/8szwShJ9xzzhaLmHVymy74rHBrjblEolre8ZhmGYFcB4OK+42WZ14/MurSym99i2J6AY2mZ157NOraylsG842FkqlYo3EuV1sBqRmIMdq6+bPer2jLq9vpr1Ldm0LtHi4mIym5vyBYan3aguFJ/NFAq+WPzYtBsxIBiEROJnhgdYOLOuYLg4X9a+Fj2JfVc8NsDdJpVK8Y3QDMMwK4eXj84ohrZZbf0gopXF9B7j3qxiaJtV428Dtm842FkWFhf80ZX+NmAykLWJ1votx2QmNdVXCMPOcV+A5mDxccLr90fj6Vy+XC7bZH0FKL26sDBfqZSrVaqrUq2GZxMIg26QFrPQNSfMHnjgRF/OYHy2I7fW24d9V7zuGeDVq1crr8xdRhCM4XuGW0Z5F7E1+Xxe6/4eYAW+Guc6o3cj9xp9ESTDMI1w++t+xdA2q2OBnFYW03vMVxYuXPO+4mmb0sXr9mtlLYV9w8HOUllY8MEAR+PKsHuFCO6CHG/NZrg80Eh9QvVEgj++qnfM7Z3yBeBDMvm5SqVaX81q2UDdiUx2OhCCFYewEU9nPOFo3bGzBx4o1b5+bq8zGC5XevrhGvuueGyAO0NTBhiUy71yywEb4N6EDTDDDAxXPDapGNqmxC9A6n1W3XZE8bTNqsF1sOwbDnaWYrmMsbUjFFGG3StBNLUL1d5FNJtI5/PZuUIym4smUsH4jD8W98dmgzOzkdnEbCZbKM0vwPUuq+9VQDy0tjRAWMX5+elgyBWNo11KS1n9KxjgMa/fGYywAW6CATDAHadZA5xKpTp7vWvZx/a+AbY1woH0/x1v1ED2EsN0h7n5qmJom9VNO7xaWUyvcuezTsXQNqvxxlb5tm842FlKNQMcml5hBhimYtzrH3F6xj2+SCI5r1tbiJyu+K+2t7epLiy6QxG4XzbAgyR8UfF1Dc8m+RboJmADrKdZAwwKhYJ2EjpByxal972NrREOpLXreKMGspcYpjt4Z4uKoW1Wm98Na2UxvcqugzHF0DarV95r6DFv+4aDnSWdn5v0+Sd8AWXYPcCCo6jN/dbWr4qV5sv94W4bAD49GJvxRmPRZHLCq63Uxepr0f350WSqUu31lwvYd8XrtgHeuHEjvZX0tNNOm5qaokOHDx8+/fTTlf16S4k94r5lUc6pp566e/duStA4cuG0LQqk/fo4Y7HYBRdcYNYEJVrD8PQVVSoVWAv6qLymVexHCQcOHKCd11133fr168Uh8iQo5KKLLqI9QDYqhoUAlEP7kRjxtOZt3G73GWecIcqhElDyxRdfLOrFNnYatlHOLu9HYpQ2NDSE/Qj7s5/9LKUBrcW5b98+Lf+JEihIfb+tWrWKAhZQMI1XSmXK58isaWK/SAnk2ilI7YOUTDmVQG7gueeee95552kfTrTX8Ew1iNm3yyxshmEUPvJmFUPbrF4bSWhlMb2KM5hXDG2zuvdFt1aWJfYNBzsIvF9oJjEVDA//8anXQRa8BNwv3L4zGE7nmh6l9D4LC4uV6kJxft4Tjti3svcYL7Vlv/CTxBd13ONLpDN9cQ+CfVe8rhpgjJVpEjgcDp999tnCMd53332KS8TGzp07ZYdJWTZt2oRtpBFOWEnWILJf1QcmPpLppZS0LQ4BOQylQMPwDCuCWcJpIJshjATMj3AasDfCLJFxpSzFYvGcc84RWchcyd7GohCxTdaoWVMEqPZt27bRR5wXKkEfoVkbt2zZIht7uSHIInsqfdMaB3mFY0QAa9euRTlKdYa9BJQ2NoKwi9RkIJ8FfdPkc6H/DsjbZkEaNlBulNmZagq5QGARNsMwCrCviqFtVrwCVl9w8br9iqdtSus3T2gFWWLfcLCDVBcWvJHoSlgCGtZ3wh+sG2BfPJXu8btJ2wEeODyTnPIFbZrVRx96+a3RNov+pQbu1xOJ9vijvwL7rnhdNcDCIoKNGzcaLkMlHKOYcRX7Kf3hw4fPPPNMYZgpGRnjxjHzq/RRdtQiTtkME3IkokCL8Awr8vv9dCaEx4ApPeuss4Q5JINBBkY2RUC2JYpFMStEb+qUjA2ilC+QrRp9VNyaYV2yqUMaOQtoLUJg5mDlbpQLp14S3hVRNVuv3g3KHaU0jf71QQ5PTiyCNDuV2DZroNwoszPVFEqBFmEzDKOw9YOIYmibVSjFb4/vA75z8yHF0zYlZNcKssS+4WAHWVxcDMTintisMv4eDA3X3x8z6Q9C2B5z+4Lx2dL8vNb4AWURf+tDYWckZsesPs1JhmeTKNyO8llQ7el0fG89/tq/1PTJ8+fAvivesj0DrMzcihuDgdgvm2SRHRm1dBJyyY0g/KqyDRRnLoy3YsiBMilNhViEZ1hRKBSi1wILu4UNLZsEuTKYImHPgOIbZbdmVoichVAyNg6CQZlKXtlbAn1U8kccpcCAWUNAyxHqG0uYGWDlo9LbjaBYaCB7VKUufXhyYhGk2amkQ4YNVCoyPFNNIRdoHTbDMAptvgPpss3jWkFMb3PDg2OKp21W85Wl5w/tGw52lvBsYjocGTwzA+tLL8iFZ6u/vmimUFoR/z5VXVhwBcPOcLSz5xSl1d4F5fFNeP2JTI4+KmlY7Qvf29pbpmPxUrmh1eZ7B/uueMtvgMlGCs8pG2Mxm4qNj3/847RTTtAythpgs/DMKspma2s/wleQxzBzNUCxZHLKJc0Vod+vZGwWMlfCTwrbRuijoo9kmcQhi4aAliM06wQ5SKVwBPbJT37ywIEDYoP2N4hNBtiwFcDskGGPKWeqKeQCrcNmGEZh/UtuxdM2pZ9ud2oFMb3N77c5FEPbrKKJpa2UfcPBzhJLpjDmHjAzU7dq3imvPzQzm50rVBf64ybSTpHI5nBOHaEIzH+nzmytS93eYHw2mkzn5gpjbg8b4I6r9u81/mA0kaT5tv7Cvive8htgxTHCFsofKRd2CusIM3z66ac3e8+zguxFzXwpfVQMsJzS7BZos/AsKiqVSvAV5DH0t5gK4GEaNMBmhejvVkWZerPUFHKZsrcEestHHxUThWRmDQH6PQ1i1glykPrCqZMRYQtecclboOW69OEZ9qRZK4DZIbMek8tvCrlA67AZhlFY/fiU4mmb0u2va4/JMD3Oll1+xdA2q0EywIlMFsPuMY9PGYv3tRzB8HQgWCwN+N3OZsA+heKz8MDj9YWg2z+5KApfkuhscnGxVngql5/0+tgAd1w4X1P+YLE/79K374q3/AZYdoy0LRtgJPvUpz51/vnni6dqAYoSaeBLr7nmGuFXG0T2oha+FCgG+JRTTqFQFT+sFGgYnkVFqVRq7969wmPA/AhDCE9FKxvRfjMDrFhKYFgIOTRREXK1dnMsPM+GDRtoG4WIdZiEbSMUJ4aU9FE2UbRtYYD1TWscw06Qg9QXjj20lrKh57SGuhddSnnpo6hL3zQlPDmxHKRhKywOyY0yO1NNofSSRdgMw8iUq4uKoW1WD+wNaWUxvU37b0JyBvNaWebYNxzsLDAzwikNhtCcY3BryZTWwhUJnGo6P5fM5YOx2VFXu28GnvAFJrz++fpNufliEY4a7heWWEnGakfoz3FfIJpILSz05Zu57Lvi9cQzwLCC8AwAhnD79u2yASafKTtSAqVRFiAX2yCKX23cAGPoTzYYyLmUQgzDs64IDl92R6hIy3/yksJmBph8CBIvWYhICeBbzGYLrSHXSoXIngo1yl7IzADTIcqOPUNDQ6Ih+ngMm9Y4oiJAnSAHqS+c9rRWF+Vdt26d3MPaMaOmAX14hNKThqeS0JcgN2pkZMTwTDWFvpfMwmYYRiaeLSuGtlk9d0j7hyemxzk4kVQMbbM66kxrZZlj33CwgywsLIRnalOFgzSbNxUIjbu9mXzTA4OBBF4qWJsN9rU8D4zvBuSLxsmWZecKsGo8/dtxjXv9Ex5/oW9vW7Dvitc9A9zvkAFuwWw3TmllLKXQ45DZa83UtZNXQTHADMP0I2yAVw7+WEExtM2qfw0wPIz8TtFEJjtRfy+uMhbva7micVcwPD9f1hq54pmvVNAhU8Gw0lENCsZseNqdymrveKsuLPhicZ4B7rgmA6HwbF8+/UvYd8VjA9woXTDAyWQff0cHBrfb/YlPfELc7tsUnTLAHTTSDMMsI+0b4L1TK/qWyz4imigphrZZvXl4RivLHPuGg+1QrlRSmVxurlipVtP5/ITP7whGlIF4X2vU45v0h0Izs7LPZ0LxWVjWFm6EhsudCoQmPH75bbTJLK8C3WGN1b63/rl+nl2z74rHBrhRumCAAa0IzSwXbTrPThlX5ZlbhmH6FDbAK4f2DfCugzGtLHPsGw62Q7FUcvqDE96ANxKb9AXgiHpuHq+NeNAcuDWHL5AvFrUGM3VgWeFXp4Lhxk83Uk74AtOhyIjLG0n88eI2X6n4Y7ERfg9wR4V+nkkvfV9JL2PfFY8NcKN0xwCDIl9hlwl6rrWdG4/bN8AUQ8sP6zIM01O0b4CPBbRbBJkeZyUb4LnSvMMfxGh73Otvc2GkjgiuDJFM+oO1dZvDUWckNh2KYsMRjIz7AmMeH44qD69SlgnY+LqBp50wY/U5tOCUL5BtflmQgWcRX/tkesTlHvf5GzGu6NvJQGjM7XUGw7FUulzR3klbrlYDsfgECuHp384JZ8QZjqZy/f0XxL4rHhvgnoNvhGaYFcjWrVtvu+027UNLoIQbbrhhBS4lYNHwZe+TUKqkGNpmNR5eemVgphdo3wBv2bX0K6/sGw62Q6EIAxyCt2lnorVlwbg6QpGpYBhOFRZrKhCCg60ZWnhXrx/e1RkMuaBQBB9H6hGO1m/cRXr6L+wx0uPQqLv2WtrarGYgBPOMYsdQuB/ut6A1ldERT6XRjTgL8klRBDOGLq1b31Aik5XvI6/C/cZnRgburdHLLvQ5zku//8ONfVc8NsC9SCaT0c4PwzDLx1tvvXXpyWzfvl071ml60wBPTExoLa/TZoRtMj8//4Mf/EAL5dJLL7vsMrpU9rIBhn1VDG2zYgPcRyiGtln1rwEuzs9P+4M1A6wbhdsqDPFrE7bwq77ApM8PfwUHO+Hx+WPxmXQ6nc8XiqX5cmWhNlV5fGFxsVAsxpKpAI6m0tFEcszjPTw1Pe7xTvmC04FgLJnG8CuVzfmisQlvwOEPukMRdzCcLfDc7xIE47Nj9ZcYKSeIhNOE7wbOUSKdxVnQ8pwgk88fcziVCXlW+5rwB8e9fbz+M2HfFY8NcI9SKPA/NzLMMgMDLNsnMmDCd3WW9g1wx0FIcmPR/Mcee4y2O47S1XroHyPee+897fPx4++888709LT24QRLltNl2ACvKBRD26z63ADXZ4B1o3D7RO533OOLJ9OFUilfLCUy2XgqBUOlhWVJpVKJzCY8oQhML0wCStAO1O7oLsEeYye8Gq961QjpXH7M5cXpUM4RRHO/k75AtmDwfF91YcEfm6lNv/P0b0c16vaOeQOB2Eyl+sdlxvoR+654PWeAlbfjylgc6k1Wr17dcsDJZBJXZ+0sdYhOLdHUFNed/O7iRpDfANS/bwOyaDgONfWe4WbTy7TWgQ+39HbofuEJI7RjJ6N3U9Vq9dZbb7XDqfaaASa3LxtOW7E2rhMTE9/4xjf0dlfP4BlgXgSrj1AMbbN65b2IVpA59g0H22G+UnGHIs5oXBmF2ye6vXPC50+eeI8Os4wUy+UJrx9GV3+aJvzBsdqNuMaTOsX5+fH61DFSIj02DF00qymhM0fcXlcwUur/t3bZd8VjA2wj7RhgkMlkOvtPj2yAOw7CO0UHLeBs0XAcYgO8jGiW92S0Yydj6KYUM4Y0dEeuvFPvZsW9uIbpgZxFpAFyOWS/t2/fLhLIM7RyCdiWkymtwFGxf2hoyNAxkgE2u+Wb6hLlU736qGKx2OWXX67spJSo9OjRo9iPfrjxxhspDdAHI1qtfdZBwVAyrZQT5ch9AkSEcufLQRp2RTt4Z4uKoW1Wb4wntbKY3mYlL4KFkUosmXLHZpyRmDMcHfc2tCRSO6pNcHm8yT5f4GdgwGB1OhAc0513nKZRl7f20K/JYLZQmkcWJENibAxPu2Ckx9kDt6faY+3B0AC4X2DfFY8NcE/T2Ruh2QDbhz7OFhpuB611IBtggnya4ojIL9HUKPyVSABjLDyevA3EbKpZeiCsGjbEfmXCWXg84QblAkUJtC2SUe3yIVE+tcXM9SFCM0+oL198lGOW71KWwyMjKj4Cw64mEOSVV14p/2OBglKyXI58CNvikOh8ZaJ7z549hjG0TPurQD93iF+H1h/4YwXF0Dar/jXAIDdXqC0EHQg6g+ERp5vWlzrmcCpD8/akmSs4pdoQPxCaK5X4FuUeIRiLw77KdzLXbmx2uiOzycUF03NUmp+HQx71+HBOkR5foUQ2N+bx8SPBLQvdOO7xD8yybfZd8dgA9zrlcsf+CYcNsH3o42yh4XbQWgeyASYMXZmwTIoxI+NHVoq2hU2F3UI5fr/fLD0gqya7a0KuRfaWhHxUMXtyMtEQxe8BC+cJqEaYVdmrA9lM0kc5gWGZsuFHAqVAizA6YoDNTtaShbdJubqoGNpmtfndsFYW09scdaYVQ9us+toAV6rVuWIJ/61UF+Kp9LS/9jIhmtnriOB4XZGoKxp3ReLOcHTU5QnPJnPFIhvgXiBfKPoiMZxuMQOMjalAaMTpmbccxM6m00iMjHC88M+RRKqysBBNJGuzwe3dRDDsdI26YKq1QmDFaQHwgdeEL+AIhIoDMf0L7Lvidc8AHz58+PTTT6d7RE877bSpqSntQP1WYdoPf3vzzTfLLtfsEJlhjC9xSJSGnZT41FNP3b17d72Ak+oV2Q13yqDeCy+8UPtQR9zPbNYQfUhKISI8IPZj+HXBBRds2rSJPgIkE0flugwNCXnabdu2aZ/r1kUYHrIxQ0NDyP6xj30sFAqRAcZ+KpNu1qXEbrf7jDPO0O8nIyeyWPuiffv2UTJAKZXsDdZoZoBFOfKbcq0jxFGxH30rHzUsTY7KurEySpxAicqsgY1UJ6dXilWyGPY/5bX+qgCkFBnt66heQLO8J6MdOxlDVyYsE02QKgjTK+eFDcN+6/Rk1WSXSMiWVfHVQD4q+0CqkbaBKFZfvoXzlEGBiFY4Z7kuoBSCWsRHHKKWAtkAK5VahNERA2zR+dQ0s9rb57LN44qnbUoP7A1pBTG9zbsjs4qhbVYHJ5a+3d2+4WBnKc7Pu0LhziyLVV/sasLrD8RigdiMKxh2hSMz6UzVfF6R6SaLxxf9kTgc7KQ/KE4Z/jvlC7jD0UrV9L2eOH/JbG60vgIW8o57vIW6bSvNlx2+wJjle5WWkNN1eMr57vDkRxPTEx7PuMdzZMqJPdie8nrx3zG3Bw5ZzTUQcoQi3nC0XOnvta8E9l3xumeA77vvPmFKZWeIbWEjye8JR2pxiMykbC+FQcX2zp07KWM4HD777LOFvbzzzjuRwHAnbQtECfRRzmLWEMOQDJtJppcOWRhgUWm+vqQhNvQeY0kDjJDER0qMPXBQtAeeR1iXLVu2yJZSdlwiS7FYPOecc2TXJIPqhEFCXWvXriUDZpbdokazbREtnJ6wlBZV4JBIRoZNlGBYGmUX/WnY54bIcRLWUdF2g9XJhVsUa9b/lMD6q4Jk3emoXkCzvCejHTsZQ1dmYSZlhG3DxtVXX71kerJq+jQ9YoABUoq8cl1AKQS14GM2m0VsYr9ctb5SizCojXJzFORglHLEIX3DFZASNlhuVKe49imH4mmb0k07vFpBTG+z62BMMbTNatyb1coyx77hYMfJFgq1976GY0fbuBEa1sgViY15vIms1jmVarXUuTvjmPaBAU6kM95IFOeL3gaMs3bM4ZxJZ+dK89Yz9NXqwoTHN+r2TtZWivaLlySlcvnx+n3R4pvQlMbc7jc+Grv92X13v/DejveHd34w/NDO/Q+8sn/bGx+98M7RV94/9vaRcZoiVjIOgKbD0VhycFaOsO+Ktzy3QJsZVAD7Rz7W4hBtywYV9vjMM88UvlS4SmU/YbhTgUpYs2YNfUTAomoZ2ScrIQFhgMm9y20RMVgYYDlOsxuhlzTAwtUASiyOAlids846S7hQgWIv5SwoU9ghGcURCRrMblaj2FZClRtuVoU+JHHIrDSzDlkSJQZg0XCzRpkhF9V4YwmR3uKr0s2O6gU0y3sy2rGT0bsy2Yzhx3v5ybcrK5ALRSFkq6zTk1XTp8EeMf/Z1C3QhgZYTk8gpZnzVJA9pFwXUDqKDPDRo0dlz4k0rRlgIOfVIwejlCMOWXc+oe+cjnDj8y7F0zal9S+5tYKY3mbbnoBiaJtVNLH0z9C+4WDHWVxcjCVTjlDYEYy05mSQa9TlcQbCs+nMwoLpRCLTC1SqVV80NuzywAPDAEOecKy81Dt45suVEadnzONDrulASBjg+UrV4Q/VjLTuW9GIJjyeF/cdvfbeoe/c+tJP7h/66QOvX3H7K9+7DXr5yrt2/vi+13659c1n9x5BSnzB5Iz9rlqPOd2pAVoczr4rXlcNMKzdKScgr6hMtALhci0OKdsAibVyJci+woViW7GvhjsV5CqQXphhoG8I7dTXQlZW3xZh7zHkMjPAQMSJ9IZXfwtXQ9vCdAFKTJOHhOJ8kJ4aBWQ7KmeRnaqM2X7r7GY16v0eMmrpJKhksyr0IYkOsS4N23K/NYIcM2EWFbblxI1Up6RvsLGEyGvxVelmR/UCmuU9Ge3YyShuikyUbPzgr4Qxgzt98sknZQsHH4jrxu9+9zvhqSzSC6umpJEdL3289MStyMpRUQJtGxpgyiIahf1md//C6qM0sd+iLqB0FBlgv98vPCd1nWiX3u6KCLXPJ0O1K+tmixW25GCUcpQ+kTuWOh+B7dixgxIgr1JFR7hph1fxtE3p2qccWkFMb3Pvi27F0DYrrSBL7BsO2kG5AlMUnQyEpsNRVyQ20swjwaNuryMYdgXDA/M048AzXy67AuFj0253bGY6FIETM3wAGC53rlgqlcsLC4uZ/BzO9YQvcNThCsVnjksG2B2Oyg8VNyUY4JfePXb9A7tW3bnjyrtqWr1xJ+mqu3bi4+W3v3Ld/bue3PPR4Slnmw8b95SmAiFXKDJf7vBbVJcR+654XTLA5PeEPxSGsIMGWEmsQE5SGEvCcKdATMBi4+Mf/zgVbtYQbNthgAmKE+5FO2kSnTLAtCESK27NzMjJWBgww+zWNcp+z8ykCcyq0GeRfZ1ZaQTKRJ+LMJZEjpkwiwrbhoktqpPTmxVr1iKRt2UD3NmO6i/g0+APBYbuCLZKOyw90EsobpMwSy9bNbleOQ0V+PTTT+O/dFR2oYrZMzTA2KZCRHa9FyVorpuSEWbRAkMDjI+iIfgoTwjrKxVRGQZDoFgqjRAp5WCUcpQ48ZHyAmoOOXPaY4f7BQ/sDSmetlnNzQ/I01yDzQ0PjimGtildvG6/VpAl9g0HbaJcrcxmMoH4jCdcu0XWHY07ghE42/H6224wXneEIhP+oGxCsF1bP8nlcfgC6fwcL3PVRxRK875IDJryBx2BEAYe2gGJzNwcPR4ciMXdoTBO92T9XcFwxVqK48dhj6fq66iJb0VTkg2wsL6Kvn/HDiTYdXB0yudD+sn6s8Hjff54sDMcDc3Oion0AcC+K16XDLDiAOHx6KN8ly8Bs0c20uIQthW3icTKPcZ69AUCw50C1LhmzRrZkZo1hLbNDLA+PFEvGWB5elnkkqH0cCPaeTuB3tPKZsnQAMteRdzIqvgcZBQfzRyX9vkEKOqMM86Q/RXRoGFTahRBim2z8oFZFfrbdJGSOsSiNIE+uwVyzIRZVNjWJwYW1cnpzYo1a5HIa/FV6WZHMe1A7k42ou1jZoCZTrH53bBiaJvVeLi2DATT41yy/qDiaZvSd24+pBVkiX3DQbspledjyaQzFIb5gbcZcXpGXZ4Jr98RCNKrX13RuAeKzcIOYU8wPgM3pWVm+odKtQoDls7NzaSzVd2ti4uLi75ItL6md8wdm/HNJh34SgRCzmBIvs+xOD8/6fXbaoCh79/xyov7jiL9y+8fe3bvkZ0fDMMPv310HHvE8tH9JUcoMh0IFQfoIXn7rnhdMsCyA6Rt8o1k/4RvhL085cSdyRaH8NHQbQovirzXXHMNjqKuX/3qV5QAJZxaXx3acCd9VMDRT33qU+eff75IYNYQfLQwwLQth4emiUOyi6ZmCtusxPnGG2/ob4SWrSPskDwdZ2iAkYD8jOyHZZ9D27JbMzNyCkgpDqFwsQjTkoZNX6Ps9+Rtffm037AKaqDoAeoc8dGwNESyYcOGWin19LSmlByqGXKchFlU2BaJDaujjzJy4dbF6lsk5zX7qnSqo+gjYx8dN8B2OGpG4bWRhGJomxVK0MpiepVcoaIY2mZ1w4NjWlmW2Dcc7A65QiFfKM4VS4lMNpHNZufmCqVSOl/wx+LucCQcnwlE495wNJnNwUdpeZj+BDZYP3s/Xy6Pu70TvkB92Wefwx+c8gWHnZ7QTEJOWyzN42hT98zLatgA77jzuXfve/mD6+7fdfXdr655cNfPN7/x68ffenTo4MFxR3+9Numow4kuhQH2ReNlo4n3PsW+K173ngGGzcOoGsAlYryluEE6BOMn20iLQ3q3CWAyKTGgOVXyqLRHGF3DnYYoJpwwa4g+JGUuV2QE8pSvvpnCAOvjxN8L7dSdgNwLJYOfgcmRDY/eAK9bt05OT4cAEtNOZBkaGpJtVYMGGIhCAOWyyG5RowhM3gb4SFmAKNaiCn3nyB2iL428Lu0Rps5WA6yvTo9cuEWxwLD/RV6Lr0pHOoqxm/b9KkrAFUY8IvvWW2/ZdN8vI5iOFRRD26z4TUi9z8GJpGJom9W9Lza02pl9w8HlpbqwUJovLyzWTJN+2pAZGGbSmSNTThjgMY8vEIvni6XsXHE2U1svWktRpzhfHnN5R1z2GmDoB3949co7dyDZVXftxH+hy29/5cq7duw6OIpClGJ7WfV/Uwj4IrEBe2beviteVxfBYjpCsVjUzh7TJIqvY5j+oiMTtuK5XGCx7hTTKebmq4qhbVY3Pu/SymJ6lef2hhRD26xeeS+ilWWJfcNBhukCsLvh2WQ0kUxkcxXzf+nIFgqjbl87q0A3aIDhe69S9tRnhp/be2TE6R7WldybGq6/KzuaTNXerTxY2HfFYwPcfySTSYyDtRPINAxNcsrTpwzDMF1g9eNTiqdtVuUqrwPU09z5rFMxtM2qkZcAA/uGgwzTI8yVSu5QZMzrh68bdXtbeBK4cQNsKOR6cMf+Q1POfnlRsCMYdviDA7leun1XPDbAfUkmk9E/WcEowPFeeuml8u3BfLMuwzDd55bXfIqhbVbeWb7xp6dZddsRxdA2q1yhocf27BsOMkz3qVYXCqX5uWJJjGjzpZIjEPTEZug54VGXBwbYGY7K64QvqTYN8FV37ly3effbRybG3H1wFzStmh5LpgZp8WeBfVc8NsD9SqFQ0M4hY478TKz8rCzDMEzX2PpBRDG0zeqN8aRWFtN7RBMlxc02q0vWH9TKWgr7hoMM0wUqdcebmSvMpDKhmYQnHHUGwoHYDPbjaLm6EE4kx73+Ca9/zO2bDoRnM9lkLu8KhSf8wTGPT/F+ZmrTAEOr7nzl7uffPTzlnPZ7x3v7xUiTtZ7x5gf06Uj7rnhsgPuVZDJZGaB13hiGYQaV950ZxdA2K14Hq5fZdTCmGNpm1eAS0MC+4SDD2Mfi8ePpXB5G1xuJwdaOe/zHpt2jHr8zHJsORcY9Pl80hqOh2WQ8lUnn59K5uVR2TrwHq1Aq+WPxEVftjcGK/TNU+wb4qrt2/ODunX948f0n3vjo1f3DRxyuMXcv3g497HSjA0OzierCYN4Wat8Vjw1wH5NOp/lGaIZhmB7HO1tUDG2zWv34lFYW03us3zyhGNpmtWWXXytrKewbDjKMfcxXKhMenzMS98RmpsPRqUBozPvHNa7GvX5/IhVIpif8oWB81nBgW11YiCaTk/X7ooX9M1P7BhiidaGv2rjzhod23/n8u3sOjY+63E3did0FoevG3L7M4K7tat8Vjw1wf8MLGjMMw/Q45eriZZvHFU/brMbDea04ppeYryxcvG6/Ymib1VFnWituKewbDjKMfZRqr//1OYIRWtRqwhdwBMO1R3zdnjEPnLDbEQg5gyFXKBJPpY+bTO1gbyyVGvX4lrwXuiMGGIL7hQ3+/h07vnfby//52Juv7R8ecbp76v3A7thMID4zwG8Os++Kt2wGePXq1fK7cLuM/p29TaG84Hd5KZeXZ9k38SZY6xfkLonyYlsZHGrkrUUWJfQIHXn9UoO9wTBMD3LTDq9iaJvV5nfDWllMLwHvqrjZFgQXrRW3FPYNBxnGPhYWF2dSmWNOzzGn+6jDOeb2OmGAfYHDU064OF80NlcsFUrz8MnWKznB6QXjs8Mu77DlG5I6ZYCFYIOvuP2VdZt37/jgGMoX88Aww5NeL6ob93jwX2yPudWXJ+EjHL7hG5WQfdxNuTwtvHJp1O11BMLp/CD/26h9Vzw2wK3QUwY4lUotdP3fforF4jnnnNOm9SXYADcIG2CG6V+eOxRXDG2z4ruge5OHdngVN9usVt12RCurAewbDjKMrSwsLCazuXgqlchkM/m54nxt8edYMhVJJOF7tUQNUK5UvfUnhxU3KKvjBph0xR2v3PLU3kOT0/R6pGGn672RqQd27L//5Q+ef+foU28demzXh0MHRnAUthYxYAOCy31/ZAoeGC4X28iFneSWP5qcRpyPDB18df9ICwa4tlC21z+oy18R9l3xumeAFc/JBriDZLMnvT+wI3bLGrfbfdZZZ3XklULt29cVYoAbpJt1gS5XxzB9ynSsoBjaFsR3QfcgX7/pQ8XQNqt7X3RrZTWAfcNBhukX5opFhy9gcSO0TQb4qrt2Xnvva8/tPTLmrllcVATHiyquuP2V6x/c9eP7hq6++9V1m9+449l9dz3/3pN7Dr1zbHLfsYl7X3r/pifeuv/l93d+MLx/dAq59h4df+btw/e+/P4tT+9d8+DrKHnNpte37v5wtMl1tibqy2Xn5gb5pTD2XfHYALdCrxlgIL8ViQ1wr8EGmGGYKx6bVAxts+K7oHuNgxNJxc22oHdHZrXiGsC+4SDD9AvVxUV/LO6KxhVDKGSTAYauumvHzza9/tCrB94+Mj7idG3asf8Hd7965Z07UBH+e+VdO75/xyvfve3l79328jX3vvarrW/9auub2I+P+O8ND+/+7RNvb3jmnV9uefPH9w/BNmM/ZUSW27e/M+lt7rXD417/iMuTyQ3yAMy+K143DHAsFrvgggvoXayAnCcZYBhR2nnaaadNTU1pGeoGlfafeuqpu3fv1va2B2qkMhHAzTffLBtgfXUUs1mEegMskgFxyDCZaD4OiVyUzLAuIPbLvaF0IIrNZDKVSuWiiy6iPaB9ZwJ7o5V1yikXX3yxfmf7L9cl+yrKlAvEIVEpwEdKg3ah4aJ1FiXoEY8uA1EC9ZtFIWI/ToFs+832A7NoW0buDaXJVLjF2TeMEzuRZmhoCPupvYbFUmKgFNLxLxvDDDZ/eDOgGNpmxXdB9xq/2TqpuNlmdeGa9xt/ABjYNxxkmMbBGPW3v/3tpZdi9Pq5f/3Xf8D2wYONvsu6I6SyuTGP32xNZvsMMPT9O3dcffer6x/bc9v2d/7j0T1X360mIMHWwuJCV91V+1hfTOuVy+umFzuVwHDo9u37andWN/PC4Ul/sDYDLE2ADR72XfGWcwYYg2aaBA6Hw2effbbsG0XKnTt3Km6wNVCmKOfw4cOnn366qMKwOmHaxTS1nAzbsrOVC6eMdFQJnpq5adMmbCOL0nzxUS4BGIZH+5USvvzlL9NbkcjYtO9GYIeEDyS3IwxYZ2eA0RD4LmzTo8WyzZO3RTBkYkUbLUpQUB5dxrmgEoSXo0IAypTLF9v79u0TYZjtp0Nm0bYMypR7w6zJ+rNvFicZWrmvLIq1KKT9pjHMSmDvVEoxtC2I74LuHXKFCuyrYmib1frNE1pxjWHfcJBhGgFjg/Xr15599v9n/fr/ffv2/+2dd/7X3bv/t9/+9n//7Gf/y5VXXppON7qeeZsUS2WHL2j2SiRbDTB05V07rrijZmVhXJVDremKO3b87KHdr+0fGavfWd2gnJGYJxydr1S0ThlE7LviLacBlj2kOAp3euaZZ4p5TnKDZBpbRnaexJLVKS4UyCnl4MlOy4WLlFSIsNCwr7KFVnpDtsqN9IZhByIBTmpHPAnZNnmZK9n0dtYAyx5MDl4cUowrMExGWDTfLGzF3gORUslCKRGJ2X5sW0fbMnIzLZqs1GURJ1LKph2YFWtdSPtNY5iVQDxbVtxsC+K7oHuH5/aGFDfbgnYdrP3Vbhz7hoMMsyQY3nz+8+deeeX/K53+X+AgZBWLp6xf/7H/8//8uM/n01LbyeLiYiyRcsdmFE9IstsAd1xX1d85fOsz73w4Md34q4anw7HQbIKmvgYV+654vfIMsJjbxMYpOuSULaDMxAIRjFl1incFyvytMJ/6wuWUcqvlJhvaV9E5KNM6PKQx60BcnjriSZQpTSD7OsURtQNMl5h3BcoUK/kxfTByG81KIJ+m9dqJ1zUhMbaV/qGUciGisSiNsssgpdl+5LWOtmVkd2rRaUpdFnHqozIrtqlCGIYx46fbnYqhbVaXbR5PFwb53/v7iFW3HVHcbAvKNXk27RsOMsySXHnlN+B+Zd+r6J57Tjv//L/ECErLYCeZXN4djR0zsot9Z4ChK+545ScP7Hrh3aMNTgKPur0jTu9sKqN1x4Bi3xWvFw2w4ifbR1+mbIANq+uUAcb2n/zJn+zevVtsUJrGDbBZb5h1YDKZRNXtexK9i+s7A6x9NgJZYOGEn7Q2wIalWdRiHW3LiN6gbbMm6w2wWZxNGeDGC2EYxoynDsYUQ9uCtn4Q0Ypjlg9nMK9Y2Rb0k3tGtOIaxr7hIMNYgxHsZz/7X4pF1fQquvTS/+O2227T8thJJp/3zyYUW0jqRwN85V07fnD3q48OHUTwSnMMdeIB4EF+BxKw74rXcwZYf0dx+yg3EgPUTsGYVUcGWPaociGyfdWXoFRHLUUD5dLkEoCZATYLD5h1ILbvvvvu9j0JLG7XboFe0gDrq8Mh0UaLEiyQyyQDLOwlEEexofQDYbYfWEfbMqI3aLtBA2wRZ+MGuKlCGIYxwztbVNxsC+JJ4OWFbjdcv3lCcbMt6JX3mv63DPuGgwxjzdq1195zz6my1zXUO+/8rxde+HdaHtsoVyq+SGw6HFVsIalPDfAP//DqI0MHJr3e0QbugnZFYt5ovFxtYgm9fsS+K173DLDs0ICFf8MhsQ0jes011whn2BrkZoXDRF2nnFiMGh8Nq6MsSEbmU/HDin1VSlCcM6r71Kc+9fnPf172sUoJZgYY22a9gf1mHUjbSzrAJYEdErZKsYh6j9cyFl5OWD6qXRgtpMGpER8tSlBA2Bs2bKBtJBNLIlP5KJM8ntJYpR/Wrl0r6jXcbx1ty4jeoG2zJuubbxZn4wYY22aF6KtjGMaC9S+5FUPbgngSeHnpyPTvhWveT2TntRIbxr7hIMNY8/nP//9gbmWva6h0+n/5P/6P//f/s3/40mVrFC+6LLoK/71759pNr9/38gdvHh4fc3tGLG2wOxoPzSS0czO42HfF654BFpaSrJ2FfwM4ipSEnKxlRO0AzlM/HU2HAFVH6THol3NRYoD08keAAikZUAKmouTqgFKChQEGhr2BnWYdKBrbvumCR6J6gWyNumyAAblKigQ7ZfNmUYICzWRSIfILgajwdevWyVXQIQJV0H4g12W23yLalpF7w6LJomq5RsM4mzLAwLAQw+oYhjGjI2tB8yTw8tKR6d9m138m7BsOMow1/9f/9f+dmvp/yF7XTP/lv5xh93LQ+UJxzOMb8/oVW0jqxxlgCB74+3fUAr5x8+57Xnr/zUPjo26P4WzwsNPtCEXYALdD9wxwf0EesoPeuyNFNUUymaxWq9p5Hjg6YikF5OJk78cwDGMH5eriFf9/9s4DPI7i7v8yeUPykrx5If83eZNgG0JcsAmQhCQkIcmbHkJCgEAAB0J1L5hqGxswtgEDtsFNlnvvsmy5qEtWt7q7LVu2ZLnJliXd6U71VO7+v70ZjUe7d6uTdKtbSd/P83v03M7OzM7OrVb70ezOrjulEtoOBAaBA8XJYrtKZTsWacfKeY3twbjLQQD0GT362Y0bvyiLrsc4cuSGBx64l5cxjDqH4+zFy4F6DZKhMWaB8gJh+jB1Vdzi8AMJuSeOFxapNPhY4TmKk+cu2GvwDHAHgQB7xo/WevDgwVtvvVUMbncllZWVPXJ6dL/7KgQYANBlkLuqbLYDgUHgQOGXyZ+fnJ7d0NiRh/eMuxwEQJ/g4OBhw26RXddjfPTRV159dQwvYxjNzubL18rOXSuXtVBEtxZgFmMWKPNC04cpK+MW7UyPJw0+q2jwscKio2eKjpwtOny26OCZc6WVdt4jPRTjzngQYM/4S4ADNfwrqK6u5l91d4YEddiwYeJe3FWrVsk3MHceCDAAoMvwy1RYZNE1jh57j4+ZOVlsf2ZWjkpo2xtLwot4de3EuMtBAPSpq6u777479+79D1l3VXH69A0DBnyna14FXFNfX1hy5dTFyyr7pegBAsyCNHikW4Mnr4xbvDOddio+Lz/9eMHhogsU566WNzT28L8Cxp3xIMCe8Yu4sgeDVU8Ldz319fX82+7OkPS6Hz5V8PusSxBgAEBXMnVnoUpofY9Pos5ftvKzenNzD58C1FSIp4qanc6Eg9dUTut7dGz6K4Zxl4MAtMnp06cHDPjfuDjPDkz2e9993967dy/PbTBOl6vCbleeBD53vqcKMAuhwbRHk1fEfrglPTTl2KHCiyUVtuYeeJdnK4w740GAez49+2FgAADodsSftKi01pd4dWvBkYtVrAY6q+fl5cXExLBF0AVkZ2fTxX1JSQlbrG9oXhJepJJbX6LDw7+EcZeDAPhCSkrKfffdOWzY/5NnhD5y5Ibp0/97wIBbN27cyPN1Cc1OZ0lZecGlkqOtH5HtYQLMgjSYdkcx4cUxU1cn7D90ts7R0COfc5Qx7owHAe4V9NSHgQEAoDvS0OQcu/G0ym91YsS6U3sOl1EpVry4uHhTC/n5HZlMGLSXq1ev8h7ftGn//v02m42ll9scI+e046ngzgz/EsZdDgLgI3V1dfPmffLQQ7/4r//6r7vuupV+PvDAva++OsbomZ890tDYWFxSerb1C4F7mgAvihx3PaInLk1YGX2wzNYr3rth3BkPAtxb6BkPAwMAQM8g6liFynK9xeq0EjHfFZ3Mw8PDuYe52bp1K07vRtPU1KTqduLQoUMOB1fZI2dtj07NVLmux/h0SwEr0jGMuxwEoAOcPn2afwoc9pqaMxcvyw8Dd5EAL4pUp3QqSG6jeCz2HOMXx4xfHL0p8bitpic82+gLxp3xIMCtGDt2rOqFvT2JrnwYWLxxd8uWLTzJB1TvoZWhVXjTbFdCHa56GTIAwI/4Mgg8fXdRcTl/ywWdwBMTE7l7tSY+Pp7lAQaRnZ3N+7o1YWFhBQVcaJudzl2pl1W6q42zlzr13wrjLgcB6KY4Xa4ya+Xxc+dPFl84eraI4lRx8Z70o4YKsHswlmTVPw7Mpdc9xiu8+rWQmHfWJs7emrooPHt1zKHtySf2ZRXknimpquv4LSTdDuPOeBDgVgREgGmjXTNRlsVi6ZoZU+rq6vr37+9Nfcms2FxWMmxeK/MIMJsWixmgjyrobb/+9a9/dUd193GvAQAdRmcQmNz4wFl+k63T6Tx8+DBXLi8UFhayzMDvyDc/eyQyMpLysMy19U3ztp1RSa+I6as7e7+6cZeDAHRf6CR5qaz88JnCE8UXyIRPFBXvSj0yaUWcQQJMmjphcWTInuy3lseOXxylWtuuoKrGB0dPCI6Zu/1A8pHitGPnjxRePXO54nJ5Vam1utxWY62qs9c4quscdY7GhqZeN+uhcWe83i7ACxcuDPiQr48C7Jem2mw2Hx8GXrVqVYe1raio6Fvf+labrynSKhalmGQqZtp90bb2qmDX7FdnviBfaO9eAwDai8dB4BdWnwzLu8Ye96WzdUlJSWhoKDct71Ae8VQq8CMeb372SHJysrgX/XJZnccHgzs5/EsYdzkIQLemqbmZHPhI4blDBUUnii+Fpx97d33y6AVq4ex8jFsc9VpITHTO2cqquj3pp14Jjhq/OFqVx8dQ7HdJ7KQV8VHZZyqr65qbnRR8f4Ab4854EODeJcCEj8rUmwW4rq5u4MCBov3tVUFtfuqQfv36+ffVTRBgAHoAqkHgz2IviMd9KysrIyIiuF35wN69exsaGlhZ4C+83fzska1btx49epS9dsHpdObkW+UHgzs//EsYdzkIQHenubm5rqGhpq6+1tFQfLVi6d6cV5cljFvUqRFadSyKfDUkZsGu7IMFymzwtur6d9bsH7eIBFi5I1qdWTfGLY4etzhyZfTB4tLKxt43tOsjxp3xulSA6W85vzE0KEi4HHtZLkP2QNLCSZMmibWy++msIkT6jTfeGBcXx1M1Wy8uLn7wwQf5ckslKhftQNsOHjx48803a9N1kDfqsWb2UmKWQohqPe4pJVKG0NBQSr/ppptOnz6trdNqtfLv3+1RLJ0qYcrH7v5liYSOZYmyhJAlOVH/hb3eBFjUIBeXM6uyaVtIGcQq2nGRQTyZzFZ526/U1FR5raqdHvdaRpWfQYk6j0Pr75FIZ9+R9gsaNWqUvEWqzVv7vTWe0qlIdHQ0pYvb0VWl2P8mfOxDAIAviEHgqTsLT5bw4UH6HU9LS+NS1R6Sk5NZDcAvFBQU8J5tD2FhYXSBwWpoanZuib/kr+FfwrjLQQB6Ek6n02qv3Zp47NWlceypWhLU8co8UtHcVNkDt62lVD8o/7jFUROWxLwWEn2iWLk6vXDNNnlF3LiFURMWR0xoz73Q44Ojxy+O3BB/tKYO/7XUw7gzXtcJMHmI8DQyuokTJzLhZJLGEknzZBWkK2wyN/pcUlLSt29fH1cJPyTjFZV73DpLF/kJKi5X1d62sc8rVqxw56qYP3++qFkH1Ua97Zq2qd72lGoQpQhtnX/961/Zw8CyKZH1ycLJjEhHb6isyC8/MUt0ZgSYmspEiz1ILDLImXWyEXLDmK2xHVE9mUxfk7e9o31nlTNUm/a21wI5v4Dq1CYKdPaIVnn8juQvSE5nxcW/M+S91mk8U1y5hWIvqHKPtRE6fQgA8JHk09b4kxb2mS7aTp06xUWqQxw9epRVBTrJxYsXeZ92iJiYmLKyMlZVVW3jrhT+9uBOYtzlIOjusL/j8tULwa4u1q9fz/5vrvOP+A4j/ilvROWdpL6hcWvi8TdXp45fEjNlVfzcHZlvr0pgj90qGqwIbYsPtxWUk35OX78/eE/2e+sSSa0zTlz4ZFv6KyHxry+NPV58bUfaCXJaMmS5lMdQJHxx1LrYI/UNyt0iQAfjznhdJMAqM2SwwVI5kVK++c1vMk2VtZCQ9c/bKrk4wayV6ve4dYY3Ae5Y21QN8BG5Np29lj9721P6TNmEDDM81nn16tXCwkJZU9kpTJy/ZL/SwsRSPtnJ0tsZAZZT5DbIq3SyqQyNEGt9bBVB9cs1iM3p77VA1TwG5fzDH/7grT+97ZGqfvk78rbXbPh61KhR7K8g1cDuvtZvPNUm3JjBmkS1yX/VVO0BAPgROpP78rhvm5C58RpBRyF33bp1K+/QTpCWlkbnZ16pPzDuchB0d+jvOP29lq8l2N99uiQoLy+niwTVX3kV9Ee/YxLLrkD0Kw8gSYfPTVoR/+ay2Oics9V1DRfLbBvjj0xZmfDZjoxV0YfeWbN/fHCM24f1RoMnBMdMXBK9Ie7wVUtVTX3DxWu2hbsOvBYSTV49MSR21ubkoivWhbuy3BNitTGqTHkmBEevijpU3Zsmc+4wxp3xukiA5SFKgTZRNlXSNjZoyZAze1tFH+i3VwXl9Lh1hmyVhHDFzrSNNirX2SZio+yzt5rlpnrbU1U2hrc6yZ95SQnxv0PZr7TIQ44M2cF81CStKFKK/M9LeStyZp1s2obJO8LO7zr7RZBkPvHEE3Ljxab191ogN1VAfaIvwB73iD6w70WG5VR9QWKjlE4ZqCBbS4u+NF77dVOFd955p8qZCUqnNuj3IQCgXTQ3N9OZmTtTpyGLxpuBOwP1nl/+E8Ggquj6gVfdaYy7HATdHXbBoLowoBRfnJb9e13c7dWTcDQ2Wey1l8rtVbVcOOsbGu21jpq6hvqGpsvltk0Jx99cHjducbQ3DSb7fXdtUmb+xfrG6wO21yqrg8MzP92Wlnem5NTFsgMnL0wMphpiVGXlcI88x0xYErMsIpcawCsCuhh3xutpAqzdCuEtnfC7ADMoA5105HFXHcRG2WdvNasE2Mc9IrzVSR9URiSjNSIZfZsyrQAz2J8EraMyzCbAqi0KVPtFOWnRZrOxxtPm+vXrd/nyZTFirN94HQGWGybQ70MAQHvJyMjgwuQPwsPD4cAdw+Fw+Djts4+EhYX5cXIy4y4HQXeH/u6z8V72p1xepAsA+pMt/ppHR0fTKkq5++676aqA5aRFhqhBZCP+/e9/s0S6WiBPnjVrFq0SFyqUgVVOV1AhISGs1LBhw+iD6tLChJAhn71csSwy7/WlsePdGizexEtB9jt9XdKpi+Xa2ZlrHQ3VtQ72apVDZ0veWh47ISRWVVyZHGux8o5fUl/6+fqy+JB9OdYqf94V0rMx7ozXRQKsvaOYaPM24/YKsMetEN7SCW8C3OG2CeT8+oiNss++CLDve0Tod9fGjRv5sdAafQFmp0tZ/ChFSK/8WQetKHrzQPosZ9bJpt00ZdbuiH4LqYi8a2LT+nstkJsqoJwdEGDtFgWqL4hsduDAgZs3b2ZbYf/NXb16tZjOWr/xHgWY9oKVktsmkIsDADoJORKZEncmfwAH7gBNTU2RkZG8B/2EH4d/CeMuB0F3h/1Tm108sGsAslD2R5/+oIvP9OeePgvEH3q+3PKvbVU2gl0JsKoY7LJBrlxey/B4/WBC6hsajxeXzt+V+fqyOHZTNHks2e/MDclnLlXwTN5pbGqm4h9tSZu8KkG+C3oCSe9S5fZp0uOFu7JSjp2vrKnnZYAPGHfG67pJsEjDhMuJaahUiaqJptorwPTZ41Z00lXuStnkBshFfGkbKeXMmTNFIpt2i5X1KKsM1Ua97Zq2qXLzvE3rRejUySphb/Cn0+XkyZOFAslW6RE6zYkM7FQrrM9HNaIaVKJIKd7MVs6sk421RLgcraLzL1ukVs2dO9ddQknXudWHzvty/apNe9trgZxfQFvUJgp09ki1RfEdyXnYKmrML37xC1EP7QUtylqr03hvAkwfZAf22IesKo+WDgDwHTIl7kx+Ag7cLsh+9+/fz/vOT2RkZPDa/YRxl4Ogu8P+FrO/y/QHmi5+2B9xls7++jNJpjy7du2i9Lfffpv9cWe6K64f2N99lk2spdpYVfT5pZdeYhcMcuWiFLu4oqsIytm9rg1Ig3NOl8zekkYaTPY7Y2Py2ct8hkJfqHM0llXWfLA5dcKSWIqJIXGf7ciMOXhuS9LxKxVVVLl7tBi0A+POeF0nwAS5Gf0yMISSeUwk9LXN2yqC1vLqWlfocUPMTimFSSOVFS5KtLdtbEyV5adTABv+pcRbb71VNE+LvFGdXVM1lVI87mm7BJiQK5EdTJzmVF4kw86JDLksnQQDJcCEaDlBRYTasVMzSxcnaI9QhXLDVO30ttcC7X4RlKjzZ0B/j2gt3560Re0XRA2T94vtr6qF3hoveokvt94L9qeUMhw7dkzbh7Qhv7/lGIDeiX9vhCYiIyMdDjxs1jYNDQ1+t9+wsDDyDb4BP2Hc5SDo7rCrAvrTnJ6ezj6wv9FMetmfePbX3OMlCqWLqxR2qSAuEtgilZKrYqvkFLmUaEybl4Jmw+l01tQ1xB8snL8r4/Slcp7aHjLzL761Ivb99Umvh8RMWh73yfb0sPSTfB1oJ8ad8bpUgHsnJJyyVJsT2Xx6GFq1axM6caseA+4kPVsRVf8vAAB0GL/fCE3AgduELuL9fuczId4G7EeMuxwEPQDmsSNHjmS+yhLZf8PZolBZ+nzhwoVx48bR1RGTVfnf7izbSy+9xLKR4tIi6bFcFUNbORNg9lmus3vR3Ox0SFNetYv6hsYjhVeq6hwpx86PXxw9cUlUwuEivg60E+POeBBgw1m4cKHO/c/mwe//qDYD7LSuGgX1Bf9KHf1N6sF3CNPfuR68dwB0MZ18/axHwsPDbTYb3wBojcVi8e+sV4zk5GS+Ab9i3OUg6AEw7STkoVfZS9kIsIBd57BRXDlFlY3QjvEy5BSxdYEfr6O6I9V1jmX7ciatiDtSpDxpCDqAcWc8CDDg0EUA6SI/LrottAvDhg2T/4vZ4Ttw5HuAO4O/6gEA9BLS0tK4RfkP/76Mp8dw9epVP77xSEB1GvQ/ZeMuB0EPQIir7Kjy7c10jfT222+zPH/4wx+OHz/O8rBEul4S/85euHAhe+KJEsUTv3JVDFXlD7ufzLr77rvnzJlDHzow/NDDKLPV7Eg/ebnCzpdBOzHujAcBBtexWq3Nzc380Oi2yP+D7L633wAAei3kTn6/EZpRUFDAtwFcruLi4q1bt/Ku8SvG/a/BuMtBAIARNDsV+AJoJ8ad8SDAoBU2mw2/qAAAEFjIzbhL+Zvs7Gy+jd5Nfn4+7xF/c+LECb4NAzDuchAAAMyGcWc8CDBQ04MnxAIAgO7C0aNHuVH5m/j4+B456YOP0L77fcJngUGP/gqMuxwEAACzYdwZDwIMPNCbr40AAMAk+P2tSILQ0NDCwkK+md4E7bURD/0y9u7d29TUwZljfcS4y0EAgEcampqacWtkgDDujAcBBh6wWCwNDQ38GAEAABAIyKaMG6skqPLe8+9OQwd+CfLq6upqvjHDMO5yEACghdT33JXSKxWWRoP/twU8YtwZrzsJ8MKFC++5555Lly7xZR8YO3bspEmT+EL35+DBgzfffHNQUFAXvFepZ0yI1e2Qp4zuLtNHr2r/m5YBAD5CDmzEK2oFvWQo2NCBX0bXTLJt3OUgAECLtbr6WGFx3ukzFTYDZ3JuaGiqqq3DOLMW4854EOBuA/1x7du3b1e+UhgTYnU9EGAAgIq6ujojXlQrk5ycbLFY+PZ6FkYP/DIMnfhKxrjLQQCAllJr5dHCc4cKzl6psBgkqA2NjeevXjtx7nx5Jd7Wrsa4M15PE2BVnp4kwAcPHvzmN78ZFxfHl7sEnRu6erz2BGQH/SXAXdl4CDAARkOnYqMHMImMjIyedEd0U1NTfn5+1/Qb36TxGHc5CADQUm63HyssOlxw5lJZWZMx90VWVlWRYxddvXayqLiyutqgrXRTjDvjQYC7DQERYMLb9RAE2AggwAAAj5SVlRn00loZ2sShQ4ccDgffaveEqa9B71JW0ZX2Sxh3OQgA0FJZXXO8qPjg6TMXSksNegzYoYwAl566VHKy+MLxwuJr1kq+AvQMARbPrxI33XTT6dOnWTpzVBJXtkqluLRWpH/88cc6AlxaWvrggw+yzATLqapc3i5DrLrxxhv13ZLVL9+BTGUfeugh9lneO7mRvtcvEEUIUb+cqN0LGY8toX6gqkQlrFqxKFfo8WtqaGhgkhMdHU3ptC/33Xcfy0Poy09RUdEtt9ziMSfVydKpwqysLJZI1jd9+nSxSi7irSqRmZCNUW7zV77ylWvXruk0RqaxsfHhhx9m2QiR09uG9ElNTeVlfKhKR4BFEbm7GPIm7r777t/85jd8QXc3CblDWBexdJ1vgUEZxCo6kPS3AgDwCyUlJdy6DCY0NPTo0aPdcTS4K9WX6GL7JYy7HAQAaLHX1JIAHz5TWG7kU4G2mmraSv75i0fOFl24UspTQc8Q4JCQEGGAzMfEZ7qMZuO07DFXeZVwMCZmOgLMoGtxOY9O5QStFZkjIiL0xVJHgFVP586fP19op+/1M+RdZlsUDaYeaHMEWKclqn4Qi6qtePyaLBbLypUrqYhWL/W1h66f+vfvv2XLFrZIDRP5yaBEcfI3YV/MrMi+6DMrzjbqrSrKL8oycRWNZP4mFnUa4xHVDupsSAeqRPgqlZo8eTJVqFMVrfL22WN3ER434cu3Q6xfv17+14O8OY/fAoPWigYwhfZlW6CXs2HDhrfffru+vp4vS+isAioKCgq4exnP1q1bSfC6y7PBdKY6ceJEl6kv0fX2Sxh3OQgA0FLf2FhYcuWqxfB5YcsrbYcKzpy+VHLm0uUG3AXdgnFnvMDcAi3boLAshjBYlcsRKrn1iFaAPVZOn1U+qfVbFToC7FFN21s/wSRfziNX4nErKrzloX5QdYts4946Vv6aFi9eLEsX4YtikR1961vfUg1XEqp0JoFMTWUNI8RWPFbF7Es4LSFno7Jym701xhvyDupvyBsq5WboV6WyUPZZtS25uzxugvBRgGVU/4bw+C3QZ+0WO7Ct7kJiYuKwYcPS09P5sgT9Rg8fPnzevHl8OaDk5+dTOwWBbZXD4Rg/fjxvyrBhL7zwgs2mTOwBAfYXhYWFXXAvtExMTExxcTHfvPmgq4W0tDTe1q4iIPZLGHc5CADwSENTUxfMB1vncBSVXCm4VHL20uWq2lqe2usx7ozXpQJMohXUgizAbCiSIaRLO2TqzdNkVHm8Vc4+86ZIyJlV6AgwQRui4vKm21s/od1l+b8AvggwoW0JQYne/hFA0HblRY9fEyX+4Ac/kCXHR+0hlaJ6VDnlW3YFbLyR8rMPDO3gsFyVaiyUkPVM20KPjfGGXFx/Q97QliL0q5LNU3ymIu4eagXrJY+bIHyXUsrJa5Tugtb5FrRb9H1b3Q4mwB7djJztvffe80U1qRJD7Y5aIiSTIP9ct24d++x32twX7b8MUlJSzpw5wxdaMLpPejz0p6EL5nZSER4enp2dffXqVd6IQENnzhMnThg9P7ZHAmW/hHGXgwCAANLY2HS1wnrm0uWCC5eullc04bXDbow743WRADORE5Ylm14ABVhVvz76Asxg8skS21s/oS3SAQFmyC1hi74IsM7XxIrQB37gtFN7mHkKtfOmbYSOejHkqrRr9QWYoWqMN+Ti+hvyhsfd1K+K2uZRgLX1MLyt8uXbYdv1uI8634J2i91OgJ9ZcUIbfF1ryNNmz5792muvqRSOJJMSp06dGnABZsOtHseojUB/X/Lz85999lmt7mqBAHcei8XSlbf7ytB2yYQvXrzIm9K1lJWVHT16NCYmhremywmg/RLGXQ4CAAJIQ2PjpbKy/OLzRwrOnr5wsa6bz0ToL4w743WRAKvUjmxKLHpzVK3vUU5Z2zziuwBT/ar7jfVhAizXprJKhmh2e+sntEXkTpA/+4Kc30cB1vmaRJGGhgZ26LRXe+T7eLW3AQt01EsgqtLWI29Fp4VyNm/IxfU35A1tKUK/Ko8C7LEehrdVvnw7qr6lIr4IsNxaBmXuwQJMirthw4bQ0FCe5EakCwFmd0S77/m9ftNvU1PTnDlzWCJByke9RCmyr7KqxGfKc/jwYcosKqFEVtyjWzIBVjVPwFooamAbEovyuLHH9hNyk2S0+sp21ltLCNYYbZ9QPXJPEt52WW6ktgG9kOrq6r1793ItCwT0dScnJ584ccLoYWHa04KCAtpW1497qyD35m0KEMZdDgIAAojT6SQHrqmvv2q1llqsBr1zuNth3BmviwRYVjv2uU0BZsIpPI3SgzR39mpRKZyOABO0VizS5iZOnKhfuSyErD3MKmmPZs6c6c6ipN/YMuFze+snVEWoB4S4+iLAOi3xRYB1viZRxGKxsJkAPKqpCpKluXPnss+UX56+mKxJFBdTN7F0j+rlrSpVPapJsGQx02mMR1Q7qLMhHTzupk5VtMrbZ209OqtUjfeILM/ssyhCdXoTYNZg0bG0in4RerYA02/iuHHjhBOSwn3++eckZrK2yTf6anVO2BrTPx0BJrWTy1JVomx+fr6spgL2ALBHIaTitIpJqXg0ly2ylrTZflWT5H1RQb00evRoraILVNXK9cirvO2yaqw7ISHBYzN6Gw0NDfHx8VzOAk1kZGR2dnZhYSH5sM475NuEDk6qgb79vLw82rsufuDZG9QMMzwIbdzlIADARxyNjSSrfMHfYP4rGePOeF33DDAZFF0oE+RRdAUmzErHUZkBslLkbypt84gownLqVM6gDKx+Qs7pEW17hACTK7J04ZyMdtXPEB1FyEV8FGCPLfFRgNkqVlz1NclFKisrnU4nEyHKqSM/TKtYhVrhJMtiqwihW97US6cqEl2WTshltQKs0xgt2h30tiF9PJbyVhXtvkcBJjx2F0Nbmy/fDiEKUrbo6GhfBJgQlRPUQqpEfytmQ6W+LPi61gg7JSsT6kXX5czQZG2TUZmqLHttCrBqVFZWSm1ZAVtFpqoyZFkm2aK3hsnI7Vc1yVsRwi8CrLPLbdbfa6Fe6vopoHyE/oiQwRJH24JlIwJ1X7c+4eHhJpkN27jLQQCAj5RVVp6/erW80lbncDQ2NdHPps7N29zc3FxdW1dTV4eBXxXGnfG6dBIs0GOw2+3GvQ8NAENRqS8Lvq415GlMzIT00meyNaZkstERlJkUlOFNGtsUYFkLaaO8Ogk2fusNahLlEfVrW6iqX1702H5VEdWijF8EWH+X2d55a0AvJy8vj7sa8DcxMTF1pnklsnGXgwAAH7HYq46eLTxytrDwcsmFq9fOXLx8ubzcVlNT3/KQoO/UNzZWVlWXWSvzz10ouHjZaq/iK4Ab4854EGDQQTpzhxsAAUSlviz4utaQpzExI3Fltz2T5n344YdMwIS2sbtzhZjJI6iELHvtFWC5Hh+hSkQpHwVYp/2qIqpFGf2nkQkfBbjNXWYaLO8XYFDvcWMD/iMtLY1+bXkXmwDjLgcBAD5SXmkjAT514VL+hUsFl0pOX7x8vKj4yNmiwksl1qpqX0aDGxqb6hsaSZiLS64eKSg8UVisvACp5Gp+8YWqGrP8u80MGHfGgwCDjlOLN5WBbohKfVnwda0hTxOiRXZBnylFHpD0qG2UR7UoZI8JsGyJOlpIsj18+HDZln1BboxcOaGqn3KyRZ32q4qoFlXIBbXo7KlY5eMu43Zob5SVlQV2WqyexNatW+lXg/esaTDuchAA4AtOp/PspZIjZwqPFZ6jnyyOni06ce78qUslx86eu1RWVlPn4a+ko6HRVl1TZrWVWyuLr5QWXb5SePnKodNn8s9fVPzZXeHJ4gvnSq424h1ILRh3xoMAg07h7VIYgB4AeZpwNof71UczZ84UgudR29hn2QN19JJWyYOZWr2kTYjMJM+bN29W/cZRq6i4SGSCLSr0UYB12q8tIu+LCrZ11dTNYnotuTGqeuRV3naZGrZv3z53FqW4j+9b6oVQpx06dIg7HOgoMTEx3o7zwGLc5SAAwBdIgPOLLxwtPEfSKwRYBBls/vlLp85fuGatrHc0OJ3K+43Ih8srbUWXS44XFucXXzxbcrXg8pXT7qFjlUWfunDp9PmLdY5Wf+h7M8ad8SDAoFNYLBbxYiQAehiyABO0qDN4qzyu6n5C9fDhw7LdMS1kq8jlxCJBxeVNqGyTQVthmQntDcbsxmO+2o23FhKq+oUAs1WsuKr9qiKqfWGJKqhaVhVD5JQbo6pH1U6Pu8zMnCXCftsEQ8Gd4Wig33Wkg3GXgwAAHym+cpV8lQ3baoN57OGCs0WXSkrKK85fuVpw4RIlkvSeOHde0WZP5kxBq04Wny++UoopdgTGnfEgwKCzkAPT5Sw/oAAAAJgAOi1jKLi97N27t6ysjPegKTHuchAA4CNl1kqS1RPFF1QGK8exwnOnL5UUXb12puQq+bA80ustKM/RwnO4BVrGuDMeBBj4AavVyl4ODAAAwDxgKNh3Dh06ZP5/5hp3OQgA8JHaunqSVX0B7kBQnceKis9cvORoMOolw90O48543VKAVW+1NRrVW3PNAPWA2Zpks9k68GKkDr9C9vXXX9cv2GaGgKB6ta/AnK0FAPQAMBTcJpGRkSYf+BUYdzkIAPCRZqez4MKl40XFvozr+h6swoul3eNc1DUYd8aDALcNBNhHqqra/foyCDADAgwAMBQSPNI8LnyghbCwsMLCQt5H3QHjLgcBAL5jsdvJV709BtyxoNqOni26fA0CfB3jzngQ4LbxRYA7JskmVOtO0l6F67AAd1O8CTAAAHQBFy9ehAYzQkNDT5w40e0msDDuchAA4DtOp/PitTLy1eP+GwQ+Vnju+Lnz5y5faW7GNFgc4854EOC2gQC3i7q6drzCGwIMAABdTHFxcXh4OBfBXkleXl67/lSZB+MuBwEA7cJirzp6ptCPTwKTAJ8svlB48XJTE2bV4Rh3xus6AT548ODNN98c5Oamm246ffo0SyebnTRpEqkgWyULoU4RJsBaE2ZKGRoaykoJaBMiA0u58cYb4+LiWKIWqpllo9o+/vhj0Sptk0pLSx988EGWQrCc3lou8FiK0kXzCB3Jl3ecfRYFWbpYFFtnW5S7Wm4YJYp+E+keG6Ptc0rRtp+6Nysrix9lrSEJZHlIfSm/LMDkw2yVqnhqaipLJ1h+2SSLiopuueUWeS0lqlRT1EzI6ZRt+vTpYq2+jbM6RWZWj1j8yle+cu3aNZZTbpKcLreKFaStq9L1m0RrRbqq9wAAwHcKCwt7oQYnJydXV1fzLuiGGHc5CABoF7UOx6nii8eLLyhvNtLYbAfCLcAXiy5f6cCUOj0V4854XSfAISEhQjhV/kZX80xQS0pK+vbtK1bpFGGfIyIiZItjxVesWMEWGUztmJ7JqqYqK0PZxCqmsqKUtybJWyG8ZVOhKiVvl/mqt4JynfRZ1YFiUa5EKLf4XwAVFFunltAqeXPeGqPT56JCi8WSlJQki5+A/E2kM0uUlVV8JuMV2UgFhQ83NjZOnjyZ8ghjrKur69+//5YtW+gzQS0RtclKKWqjGh5++GF5Fe04s1BWlVilRZtZLKqqXb9+vRB4VUvYZ9pBWfJVebw1iVZ56z0AAGgvTU1N+fn5YWFh3A57LqGhoXl5ed1afRnGXQ4CANqLMgh89py/ngQmAT5RfPFcyVVeO+gZAiwjS5TscoTKCQUei4hRTXcWJY+qLOnrN7/5Teai8meClVXZMqG1aF+a5C0PoTJGGbkUM215u6oGy8idJrRTLMqbE5uQJZYh10/Z5FI6jfHW56rWlpWV/e1vfxNeylDJKkFyyxSOdO5b3/qWEELmk5RTW4QhjFFVUCBnIFGUa5CLyOZJiPbw5dZQZnmtrKOEt7KyzLPNsQFtuUlyM7w1Saf3+DIAAHSI4uLi/fv3c1nsWYSHhxcUFDQ0NPBd7eYYdzkIAGgvTqerpLxCeXbXHw5M9eSfv3j+SimvHfQYASbLout+hmyzwqYIlS56KyJETnZIVVVaVeMVScj5GVpflTfBFnnh1ncLy3kIj9lUyKW02/U4oM2Qe0D+TKhaIgRV1RuEXL+2lE5j5Myizz12LxvGFMgqyBAKx5xQBRXXFmGojJEyq1RQZNDWIJskZZMbKTIzA2fNIERmj2rKFqmsvEhreWHpLmiq4c4771QJOSHX7K1J2h2BAAMA/Eh1dfWhQ4d6zH3RpPT0l4vvW0/BuMtBAEAHcDQ25p+/cLLTTwIfPVtElZwovlRUctWFO6BbMO6M10UCzPTJo+yprFWs0i8ilI+y3XHHHXFxceIDSycom77UeUSbTfieTpNkJ9TJpkIupc3G6jGhAIvBXvpw6623smwed9Nut8tPMugonHYVw1u6ykUJSiHVlDWyMwLMl1uj2qg3AWb1i1VynVQDE2DVvwbkmr01Sds2CDAAwAjohJ+WlsY9sruxd+/eo0eP9oC7nT1i3OUgAKAD1NbX558/f+LceZXQtivIfinyi86fK7lKUV3bLafoMwLjznhdJMAqOyLdEoveBFi/iKx8rAbKLyfSomqaK+1tvR5R3cpLUP1MDnWaJAukTjYVcilt87QtEcg9oOoNuU6CGsMW27wFWi7VZmNYn1MpUaG2CEO+CtHerkyyxxROe6Myw1u6ykUZHu9t1tagyuZ3AVZVQtlkAaYaWJPk7co1e2uS3GwG5YQAAwAMoq6uLj8/Pzk5eevWrVwuTUx8fDy1tqd6r8C4y0EAQAeorKo+UVRcePlKZ6bCIn+m4iUVlvqGhlKL1dbTz2O+Y9wZr4sEWLYj9lm2WY8CrF9E5bpDhw594IEHhH2x4Uq5WgYVFJWQEE6cOFEon4CJomyzQa3ndvbYJFl6dbKpkEsRquapfFVG7gFVb+gLMO0La5iqflUpQr8xrM9/97vfqf5TIBcR3VtbW8uONnZfsXA2Ujtqj1gknROiSDnZZFfe0oUxkhbOnTuXPhBUoZhZSmRgn+UaVJNg+V2AZeVmn0WdcrNlB1a11mOTdHpP3iIAAPgd+qual5e3d+9erpvmgMyc/LywsNDhcPCG9nSMuxwEAHSA6tq644Xnzl66onLadsXJ4gvHCs+V2ezNTmedw9Ht3k9uHMad8bruGWBSLLpeJ0i0QkNDhSmRNXkUYPqsU0SWMaZnsr9RBlZQIOsiT/L0ADBDuCJBBWU59NYkUYTl9JZNhaoUpYiChLfmEXIPqHpDbi2hEmCSK3nXWB5CVYqh0xhtnzO8dW99fT074JjFsQykfCqHpOaxVYQsgZSNp7akq0ySrfI2rzKhrYHhzTb5cmu0dXoUYLaKbYtSoqOjtQJMyAYrp+s0yVvvQYABAF1DdXV1QUFBAIeFw8PD09LS8vPzy8rKeJt6E8ZdDgIAOkBjY9OJwuJOvg2YCfA1ayWvFLRg3BmvSyfBMggmYzq6CIjA9pLFYukxk3CaB5WBAwBAV1JXV3f16tWjR49mZGTExMRwQ/U3ZNrx8fGHDh26ePEibZFvu7di3OUgAKADNDc3nz5/8ViRcg+zSmt9j1MXL588d95ahTuf1Rh3xusJAnxQmooJeCPg/yYgB25sbOTHHeg0bDRYHisGAIDAYrPZSFNJiYm8vDwSV4YvrxqmPJQzLS2Nyubn55Na984xXn2MuxwEAHSAZqez6PKVo4XnjhWeU2mtj0HmTAJcfOVqI+581mDcGa/bCzCGf33EDB1ltVqbm5v5oQfaCRnvsGHDxO3Zq1atkm/5BgAA0OMx7nIQANABnC6XrbrmVPGF44UdfBUwmfOJc+fPXb6CK2Qtxp3xurcAs4dU5WdZgTdM8p8Cm80mvxgJtAvxaDGh86wyAACAHolxl4MAgA7idF2zWI+dLTpe1G4HPuyeApo+XCwtx+WxFuPOeD3hFmjQvYADAwAAAB3AuMtBAECHqXc0nCg8d7KdU2EdKzx36vxF5Wfxhdr63jKVfbsw7owHAQYBwG63w4EBAACAdmHc5SAAoMM0Nzefu3zlxLnzvj8JfFQZMT5fcOFS/rnzlVWYzdQzxp3xIMAgMFRVVfFjEAAAAAA+YNzlIACgM9hrak+dv0AO7Mt00JTtRPEFyl9I2lx0vvDy1TIL3oHkAePOeBBgEDCqqzHhOwAAAOArxl0OAgA6SVVdnfJKpMJz+g58svhC/rnzV8ot5MxllbbDZ4sKLl+lgg14VYoG4854EGAQSPAOWwAAAMBHjLscBAB0nmvWSlJc/dmwCi5fOVVMuqu89MjR2Fh0+erRs8UFFy9X1dSySoDAuDMeBBgEmNpa/MIDAAAAbWPc5SAAoPPUNzScPHde50ZoWnXq/MULV6+/xaOu3mGxV9XW1zfhNUgajDvjQYBB4Kmrq+PHIwAAAAC8YNzlIACg8zidTlt1zYmi4uNFxeTAIpj9UuLxwnMlZRUO3O3sG8ad8SDAwBTU19fzQxIAAAAAnjDuchAA4Beam5uLr1w9UXwh//zFkxTFysxYyuzQZ4tOXbh0ovBcdR2ueH3FuDMeBBiYBTgwAAAAoINxl4MAAL/ABoHzz52/cPXa1YqKi9fKCi9fOXqm8NTFy0fPFF0oLW3Ge0B9xrgzHgQYmAWLxdLQ0MAPTAAAAAC0xrjLQQCAvyAHrnc4GhobyXWbmpvrGxquWiwFly6dK7lCn3km4APGnfEgwMBEwIEBAAAAbxh3OQgAMA5FiRsaGpuUmZ+B7xh3xoMAA3NBDtyIuQEAAAAADcZdDgIAgNkw7owHAQamgxy4Cf8kAwAAAFpj3OUgAACYDePOeBBgYEasVmsz3ocGAAAASBh3OQgAAGbDuDMeBBiYFDgwAAAAIGPc5SAAAJgN4854EGBgXmw2mxOTxQMAAABujLscBAAAs2HcGQ8CDEwNHBgAAABgGHc5CAAAZsO4Mx4EGJgdu90OBwYAAACMuxwEAACzYdwZDwIMugFwYAAAAMC4y0EAADAbxp3xIMCge1BdXc2PWQAAAKBXYtzlIAAAmA3jzngQYNBtgAMDAADozRh3OQgAAGbDuDMeBBh0J+DAAAAAei3GXQ4CAIDZMO6M1ykBRiAQiPZGzEfb+OkHAABAezDuchAAAMyGcWc8CDACgejSgAADAEDHMO5yEAAAzIZxZ7yOCDDjYHia6roWgUAg2gwIMAAAdAxxOYhAIBC9J/gZ0H90XIABCCx4HhgAAECvQnVRiEAgEL0h+BnQf0CAQTcGDgwAAKD3oLooRCAQiN4Q/AzoPyDAoHsDBwYAAAAAAAD4CAQYdHvgwAAAAAAAAABfgACDnkBVVZXT6eQHNQAAAAAAAAB4AgIMegh2ux0ODAAAAAAAANABAgx6DnBgAAAAAAAAgA4QYNCjgAMDAAAAAAAAvNFuAQ5aFIPwS/AOBf4GDgwAAAAA0GHytqXwTwD0RCDAAYt7//E5AoFAIBAIhCr4NZqGXW+uRCAQiN4W/AzoPyDAAQvVXzsEAoFAIBAICn6NpkF1UYhAIBC9IfgZ0H9AgAMWqr92CAQCgUAgEBT8Gk2D6qIQgUAgekPwM6D/gAAHLHiHAiOx2Wx4HhgAAEC3AAKMQCAQ2uBnQP8BAQ5Y8A4FBgMHBgAA0C2AACMQCIQ2+BnQf0CAAxa8Q4HxwIEBAACYHwgwAoFAaIOfAf0HBDhgwTsUdAlwYAAAACYHAoxAIBDa4GdA/wEBDljwDgVdBRwYAACAmYEAIxAIhDb4GdB/QIADFrxDQRditVqbm5v5sQ8AAACYCQgwAoFAaIOfAf0HBDhgwTsUdC3kwI2NjfzwBwAAAEwDBBiBQCC0wc+A/gMCHLDgHQq6HIvF0tDQwH8DAAAAAHMAAe6yuHiokPepF8qLrorMuyevPrgtpbrMxte5XPZS65FdB/a9u0HkociPyeOrW0OZU0Mi5JwsWH5nc3PG6lhturzKW82Mmgo7tUTsUXH2abk2CrHq2J5MOd3HBntrp8fIXBvHKmlqbIr+YCtL9L1tvuwpfR2WC9d4kgS1UNvVlLlg/5EaS5XIc+3MZY9fB8LMwb4+PwIBDljwDgWBgBzY4XDwXwIAAADABECAuyx8F+A9U9far1p4amtqrdXC8Sh05M2jPXoUS1GJnO6LFlI766vraFFVYeLnu5oalBvfWDaRTuFjgz2201vIHSt82/e2+bKn3gSYIW9CR5VV/wtAmDz4N+c/IMABC96hIHDU19fz3wMAAAAg0ECAuyx8FGB91yJkq/RF3lhOOb8sbGL4VCWKPtYssgl7F+1XVciiXdV6rEEVQnQZ8ii6j23zpUltfiliEzq1yQPUCPMH/9r8BwQ4YME7FASU2tpa/qsAAAAABBQIcEBCCJUsbCyEQZGknYjMEQabuyWJDV0S4rZellllVgnzwjwOflKw/CLdm/2KnG06m2yGbIRT1Km995jCxwar2qkTbHOUs/T0JVXNPrbNlz0VVan+p6AdT2b/5qD20HfH8tDeqZqB6BbBvjI/AgEOWPAOBYGmpqaG/zYAAAAAgQMCHJDwJsAi3aP7ebt9Vytv3gRSTicbZLXRolbMfNFCFnKromZsYu33VtDHBntrvzaYcNKm05ZFsmbIcutL23zZU28CTCEaIAuwqjbRDI//FECYM+j78i8Q4IAF71BgAqqrq/GKYAAAAIEFAhyQ8CbA4oZe7cgwC5VfeZS31CX7WCVaqRNieTwimykZoTNU6w2VMIvMYtYub0OdPjZYtFNfgEV30S54c9Q22+bLnnqr3Nu/JAhqfNGB/PQV0SIzonsF+x79CAQ4YME7FJgDu90OBwYAABBAIMABCW8C3OZQocoM9eVNO1zpMb/Wk73lFKgcUuwOw5u9U/jYYNVuegtx/7POuHGbbfNlT1WVaBHfl8ectdZq7QzeCJMH//L8BwRYHfeu2z81Ij0sLTsjNy8nLy8mI2d+fMbftyXfuFids5PBOxSYBpvNBgcGAAAQKCDAAYkuEGCP9qjKLwZFO6aFcojHa/Wt1ccGq3bTW6huP/bWe/pt82VP9QWYek8ltwe3pYjXIAlUM3gjTB78a/MfEODr8b/L4hbGZ+S1EJ+ZE3kgOyuXL0Zl5PzfpkRVkc4E71BgJqxWa3NzM//lAAAAALoQCHBAwpsA+3gLtBA5j/JGa729eFbOfyIyR/Y6ldOynB4Hhz2Gtz1ShY8NZtn0BVjorhbV0Ld+23zZU28CzIZ2VZlFUKnUJfsK00+Idup3DsJUwb4yPwIB5jFkTQIZL4lueHr2Y9uTb1kax9K/GBz74/X7P4k5QCJM8fKuVFGkk8E7FJgMcuDGRs8ncQAAAMA4IMABCW9KJtI9up+3J05911Thn2KOYjE6qqqkvTXrS6YIH6tl2fQFWOyLR2Sf12+bL00SNbCep8UzSUeVzbSWbZ0BfI+TYyHMHO6v159AgJX49vL4BPdQ79uR6TcGx7LEMeGpm1KyxJ3PD2zYn5yt5HkiNIWldDJ4hwLzYbFY4MAAAAC6GAhwQEJHyYTXkf6J1yBR/oPbUsRAovArH31ShEexZG5GyI1pb836kinCx2o9tlMOsTlvyM3Qb5svTRI1yLrLChKiWjGATy0vTDshcopXWEGAu1G4v1t/AgFWYun+TDLbyRHpIuUrS2I3JGdR4n3r9/ddEd/HnXjvuv0ZObkHcvIoReTscPAOBaaEHLihoYH/lgAAAADGAwEOSOgoWZtqJ0tUezXVo1jK9xKLgVNhdx7RblFfMkX42GD9rZP/izarNieaIW9Cv22+7KmoQXVztfjfgY/9pt85CFMF/878BwQ45qfr95Po7kjL/mLL2O/Lu1Izc1qe/XXzz9Bktmr4rhRafD/qAFvsTPAOBSamvr6e/6IAAAAABgMBDkjoK9meqWvtVy2s/1XUWqu1z8p2UoBFulyVL1oo19DFAiwyqB5dlsuKVcYJsPBwsUcip5Y29xphquBfm/+AAMfMij5ATvvQ1iS2ePfaBFpMyc4NTshksTAhc8iaBLb2piWxqdm56Tm5X26x5Q4H71Bgbmpra/nvCgAAAGAkEOCARJu6SBlytyRVXq5g3wJRXWYTd0SL8NEnRbD8WgEW9+4S7P5qX7RQrqHNPWLhY4P1t34h9wzblsd6tE9K67fNlz0VNagEmEJ7AzllVs0CXWerKTqQryqIMHnwL89/QIBjIg9kZ+fmkdmyxad2KGO8I7xPdjUnVhHm+9bvV6W3N3iHAtNTU1PDf10AAAAAw4AAIxAIhDb4GdB/9HYBvjE4Njcvb3d6tki5d51yR3RSVu78+AyK2TEHfrWx1duPRu9OpQwPb+Mjxh0O3qGgO1BdXY1XBAMAADAUCDACgUBog58B/UcgBbjPopgnQ5PfjkhrV0zYk/r1pZ29/VjETUtiyWa3p2bJiaPCU93zPXPo4x+2XNfdF3cqQ8T/2M6fCu5w8A4F3QS73Q4HBgAAYBwQYAQCgdAGPwP6j0AK8G82JTLDbC+zY/wwBxULkvD0nNzErFw2z7OIr4XEfm9V/IBV8Q9vS6ItLknIEKumRKRTCjVepHQseIeC7kNlZWVzczP/1QEAAAD8CgQYgUAgtMHPgP4jkAL8z9BkMsn3ItN/sSHRx/jrVqXIysRMVVWdidWJyjuQBq7i01xR3LEq4b51+1k8G6aM9y5OuL7F0FTl9UjfWh4nUjoWvENBtwKvCAYAAGAQEGAEAoHQBj8D+o/AC/DzO1NU6Trxv8vihADfsjTuN5sSn96RPGxH8u83J/3Psg4a6XPuW5qntLwE+JvL4nJoWYIWyb3Z2vvc70zamNzqlumOBe9Q0N0gB8brkQAAAPgdCDACgUBog58B/YcpBPimJbEbkrMiD2RTzI1Tbjb+NPYAWxSx70D2zzbsZwK8Ky37s7gMlabmum9Uvmdtuydn/lpIbHJ2blZuHnvX0Q2LYibsSXs/6kBcpvIcMH24dx2v88bFMVvdw79/lh4J7nDwDgXdE0wNDQAAwL9AgBEIBEIb/AzoP0whwF9dEkt+m52bR7EqSRlcXZGYyRZFHMhRHrtlAsyIych5JzL92bCUZ8JSpkSkUw2UmJObe3/7X1D0xHalJVEZObetjBeJS/YrBvz1pXxg+cbgWJJzykaarXpguGPBOxR0W6qqqjAtFgAAAH8BAUYgEAht8DOg/+iWt0Cn5+Q+vSPlPxa3WnXDopi/bU0ic/6e9DSv70EuTTUnZeU+ui3pC+6a+62I//kG7tJ3rUnYmKyM/e5My76lRYk7GbxDQXfGZrNhWiwAAAB+AQKMQCAQ2uBnQP8ReAF+a1/6kDUJPsYvNyoTR/t3EiwWNyyOHbs7NSdXue05OiNnakT6rcvjyLFf2Jmy3q2+xPL9mWJAuPPBOxR0c6xWK6bFAgAA0HkgwAgEAqENfgb0H4EU4D9uVt4w1AHYc8K3r4z/JOZAYlZuUlbu53EZg1dfv3v5/g2Jr+xJYwO57YqhaxLmx2dkKxactyMte9zuNPcG88LSsv++LZkkWZW/M8E7FHR/MC0WAACAzuO7APNlAIwBxxgwA8ad8QIpwDcsihkVnvpp7AFfYm2SMgwbmZEzPSr91hXxd65OSHV7anpOLvuQkZt3X8tsVR/GHKCUX27s4Kt6b1kat3S/8m4k4kBO3l1r2v1QsS/BOxT0FGpra/lvFQAAANB+IMDAJOAYA2bAuDNeIAW4XfHyrlTS0WfC+APD65MVQR27O/WLwbFfWBzD3ta7Oz2bDdKy1wW/uY+/2agDcceqhCz3ODApumqVv4J3KOhBVFdXY1osACMoTroAAK4+SURBVAAAHQMCDEwCjjFgBow743UbAZ4RrQzq/sQ9w/P/Lo+nz9tTs+XZmJe7x2wHr1ZmwBq4KoE+L0zo1KPCz+1MWZSQ8aVgdbq/gnco6FlgWiwAAAAdAwIMTAKOMWAGjDvjdRsBnu2+q/nutYrffm+VIsBkp3KGWW5Dvs9tyP1WKBlC9vt/riw/Bu9Q0OPAtFgAAAA6AAQYmAQcY8AMGHfG6zYC/NY+ZT6qP2xJos9fCo5Jy86l+NZyPifzzSGx8Zk52bl59IEW71u3nzJ/GH2ArW1vfHWJMiP05pTsnWnZ5NUDVl2fXsuPwTsU9EQsFovD4eC/ZAAAAIAPQICBScAxBsyAcWe8biPA7LHeqRHKY703LIphc2JFZeS8uDPluZ0pu9OzaTEnN3fErlT2QiNafLblgeF2xS1L48h7qbggIzdPvBDYj8E7FPRcMC0WAAAA34EAA5OAYwyYAePOeN1GgL8WEncgJy81O/eby+I+dN/tnMLeVtTCkv2ZbDrohfEZcZm5OXl5317ekZHb96OUyj+Py/jW8riblsT+OyyFKo3NzPH7w8C8Q0GPBtNiAQAA8BEIMDAJOMaAGTDujNdtBJjitb3KXdCJ7tmZ96Rn37oifuCqhGE7kp8NS2FvKrp9Zfz2VGVkmPgkpiP3P9+wSLm5mtSa1FckUlVU4QP+HgTmHQp6OjabDQ4MAACgTSDAwCTgGANmwLgzntkF+EvBMfes3U9BH24Oic1wD/pm5uTettLD6O4Xg2PfjUxXcuTlZeTkPrE9WZWhzfjKklgqSxYtJ47ZrYj337Yqjx/7MXiHgl4ApsUCAADQJhBgYBJwjAEzYNwZz9QC/NSOlOSW+5yTsnI3pSiju2x5b3o2+e3/LOOTYN2yNO6R7cns2d3YzJzRu1NJgOnzrOgD/ymN5foS0RnKZFpCsL+wOGZjsrLd769RJqD2Y/AOBb0DTIsFAABAHwgwMAk4xoAZMO6MZ14B/meoMusVeey8uAyKTLfQ7krL/u7KeHZPMiMlO5fcmC+43430v+5Hf+9akxBxIIdStqdmexwu9hZvuKebjszIeSI05Q+bE5e4Xy+8NilLfuewX4J3KOhNYFosAAAA3oAAA5OAYwyYAePOeCYV4C8GxyZm5ZLYshf/Utyzdj8tUiKtosUhaxIm7UvbkpJF9ksOHJqaNS0y/QctmVn8d0gs+TDpK2Vg709qM+5dm8Bm0pLZnpol3rfkx+AdCnoZdrsdjwQDAADQAgEGJgHHGDADxp3xTCrAg1fHk3kuTMiUExfGKzZLq+RE/bhhcezI8NSc3FyS2tf3pv3HYnUGOe5ak8Bmlv53WAqZ8LjdaW/sS3twSxJTbr8H71ATUFpa+uCDDwYFBd1zzz2XLl3iqd2HiIgIavyKFSv4sunpkY8E19XV9e/ff/r06XwZuFypqal0ZG7ZskUs3njjjVlZWWJRXgsAABBgYBJwjAEzYNwZz6QCPGh1AolocGsBZncjD1zV7mdxf7Zhf4L7NunVSVnfbHlsWBXk1YlZyi3Tw8NTVasMCt6h/mDhwoV0Ja3loYce4jl0OXjw4M0330z56eo8Li6Op5oAZrYqtDtlqACXlJT07dvXj5WL3hbIUtR9MY8As5awvv3KV75y7do1vkIXpqMyP/rRj2pqavjqDgEBBgC0CwgwMAk4xoAZMO6MZ1IB/o/FMexdvvev5y8fIomlxdjMnC/ojuJ6i28tj1vnnssqLjPnJ+46v7cq4dmwlBd3ptDigFXxzJDH7u4i+6XgHeoPvAkwY9KkSTyfd8aOHUs5zTYCTGarcnKmo9TULhvvZb7qdwFmFbK3BK9atYr2qLuPnZpEgFkzHn30Ubb4+uuv++jAKjttbGx8+OGHffdnX1BtAgAAVECAgUnAMQbMgHFnPPNOgvXXrcokWDm5uSsSMynoAy0+1Il3EX0xOHZyhPKSJBLpxQmZSnUtsMd+X9ubpipiaPAO9QdCgIXriruaGV2mi/5FK8AM0nWP6UZgqAATNputqanJd08zLSYRYJVkFhUV3XLLLb6MsmrtlJX14x5BgAEA+kCAgUnAMQbMgHFnPPMKMMWDW5KiMpTbkgn6QIssvc+imLcj0nalZYenXw9a/CD6gP5TvhQPbk1Kc/tuXGbuS7tSntqRssX9dqWwtGw2z/NvNiVSPR+2jlHhqR0bedYJ3qH+QCvADDauS4ihXZFCAsZK0aozZ86wYdWbbrrpxIkTwpyFpIm7dkU9KsGWt+txEx0bWPYmwGwcWNwLrc0mD4nLWxdtI7Q1q0oVFxfL+0h4q0refdaYqKgob49Va43aYrEsW7ZMqBHTpPT09IcffphqkG/EJU92b1BBFrNVq1Yxf5YzqKxPXiW2xejAFgk2RspWUfHk5GRZgIXsiRpUG2Xo7BFPbd0eb+kClWTKi/oyrCpIaAVYpzc8NkynMdpFhrdNiMz6/Sk3Q/UvFZ3GAwBMAgQYmAQcY8AMGHfGM7UAU9ywOPa2lfEU9EEk3rFKeULYIz9ax2+Z9hZkubGZOVm5ed9teTfSfy6JJX+msrSVGxfHsBcIa/FxHmnfg3eoP/AmwEJc6VqZyZ7QtqlTpwqnlQX49OnTojZhmKr6RbUyIrPHTfhXgAnaCmstfVZlk1eRqE+cOJFtnZr9zDPPuLMoUDYfS6l8lem32CmWQfQ8a8y9994rF5HRVkhQD1Mp5jNMde677z5Z1dj4qjArlZuR9qiKMBESi5T/pZdeYp8JciGxOaIDW/S4lrYoMlCdykEgtUG1UZ36KaeQN9LsyZMnszze0mWYlrNqWZ3idmi2RXkfZbQ6ynaB5dfvDW8NU9Wpv6i/CdYYnf5kOy6nUE7WJP2aAQDmAQIMTAKOMWAGjDvjmV2APQabI3pe3IEvLI4R8W6kcnuzeGbYW3x9aSxl25CcJSe+vld59y8p7tdC4ujDzrTse9buFzHNXfOj27qfAMvjtMy4hJ0KtAIs/FY4HitF19aki6JOtkhr2dbFosdN+F2AmTGyVXI2ZqeqfvCILK46pbS+SpsWqsyQU6gxtMs6049pK2RdSr1EH5xOJ1MdoW0MElrVgJ6cwnRXVhrZA3mShEe5atcWZeVjsEpUdcpNUm3UW/3nz58nW5MLMpjFadO1sH2nrROy7rIG+CjALLPoE53e0GmYqk79RZ1N0Gdf+lOuTUa/ZgCAeYAAA5OAYwyYAePOeN1agDPkxHejDlBimwL85eDY7Ny8mIxWk2nNiVXK/nT9fibAm1OyxSqK4eGpPU+A6VpZiKWYWYpZnEpxxVrmsUKPheOJFLZ1j5voGB0QYCGTbSq3LL06pVS+6lGV5QYwAZb9VoWqQrZpUdxqtSYlJVENsqd5VCxZnzzKj44RqSpkcuX7Fj2u1dap2jrLwJRSp352J7ZW3fWVXkB7TftCW2GbkNtA9etYH+sEgZxTp7VUuU7DVJ2gs6i/CdVnhtyfrA2qf2Ew2qwZAGAeIMDAJOAYA2bAuDNerxNgivnu9wm/E5l+05LYGxbFPB6anJObG5eZe+PimN4jwHJOlQBTiqiQSqn8lgmeR5gSe9yEFtVAscfMHRBgtsjq9Ci0YtcYYrveSql8VfSGCm+N0aKtQbXFyMhIqkGWEzbWx3NLiGweB/S0ksPkUKAjq/pbVI09MlSipa1TljT9+qksW1RZpbd0AcsgmzzbZZby+uuve1REhtxg1jyRuc3+12mw3Ak6i75sQi5LyP3p0XIZbdYMADAPEGBgEnCMATNg3BmvZwrw10Jif7x+/09ax/8u5w/93ro8jnSXMmfm5Ka7n/jNys379aZEd0EPAjxshzIf9Z961jPA8hClVoBFQXJaVrmoQYiiFpUAy5voGDoySVsR3ugxm+gTMVLNUkQpj2O52lIeBVjH7X0UYJ3OYTUkJSU5nU72W8ocxqPeMNoUYOaBQs/alFX9LbK1qnuJOyDAOntECF1XWau3dG8jsaxzMjMztW2WUTWYSolFX1pLaBumqlNnsc1N6PdnmwLcZuMBAGYAAgxMAo4xYAaMO+P1QAH+UnCMmDtaJi0799YV3IFJht+LTI/OyNmflbswIfPutQks3aMA3xgc+9P1+2+QUvwSvEP9gTcBFi4qdM5HARZDx0OHDn3ggQfog/BG2Y3dpdV0gQCrLFTfk9kqre56FGCGKEWfVb7KSnnbd8JfAkw12Gy25uZm+i1leqPyPRnZ1gRM/MiKtXbUpqzqb9GjbqlEyxdh09kjgWqqJ4E2Xa5fhqXTAam/OVWDZZ32vbWE3DBVnTqLbW6iw/3ZrsYDAAILBBiYBBxjwAwYd8brgQJ820plLTkwKa6I0FTlXUe/2dTGKK5HATYoeIf6A60Ayzc/C60lfBRgQtTJEDWLzISohDYnpk02WoDZrsm3Des4J61iLVE5M8FWeRRgUYo+a32VdlDuKBU6jWH4LsD02WKxOBwO+kXVTjolw8YetQ/xMu3RjgGSTVF+HVkldLYoyyFPammDjwJM6O+RgDVVO3LrMZ3q1I4ACwFWGbsKbYPZJlgpH1tLyA1T1am/qL8JVWbC9/70vfEAgMACAQYmAccYMAPGnfF6rAAHJ2TKa9/cp8zk3DEB7rMopm/L0LEfg3eoP1DJqoxK1XwXYOZpLDNdectGx/xQhTBSQwWYtUq2X0LORvsyatQolk4IWVVps9g7JsDeStFnVlAe8tW2gVLEC5b8K8CM2tpaJrGy3VGKeLMRk08qJduUWFT5KquK8usLsP4WqQjVIOyLLerXqRI2b/WTuk+cOJGlEELevKXzZTesTrEJgjWMthIdHU0ffL8FmiG2otMbOg1T1am/qLMJQts8VX+yf3nIffLee++xz/o1AwDMAwQYmAQcY8AMGHfGgwC3Co8C/Nh25Rlg9pCwH4N3qD/wJsBay/JdgOUxZJVwEvI4MENU6F8BZlUJyAG0bqkSYLlhcsvlVbSnR44coUUhwN5KEcKWRboqv9xvRggwYbfbSYPJcPgmW09TzO52Zi8Q0q4lmB2JVapXDXl0P0IuRajqZFrFVpFclZeX69epEjbCY/2qRKFt3tJVqLLJbaAmsUS5DQKPnSCro7fe0GmYqk79RcLbJghtZm1/EqTfvHDrlujUDAAwDxBgYBJwjAEzYNwZDwLcKjwKsPlngQa9AavV2tDQwH9xWyMe9+XLAAAAuiEQYGAScIwBM2DcGQ8C3CogwMDk1NbWitmhBRBgAADoAUCAgUnAMQbMgHFnPJMK8I2LY1YlKdNWqaDEG4NjOynAY8JTQ1OzwtKy5fgk5sCXg2MhwMD82Gy2pqYm/hvsBgIMAAA9AAgwMAk4xoAZMO6MZ1IBvnttAjlnWnbu3vRsEbRIid9fk9AZAb5lqaK4Hvnd5iQIMOgWWCyW+vp6/ksMAQYAgB4BBBiYBBxjwAwYd8YzqQDf6xbgD6IPyIkfxiiKe++6/Z0R4P9drqxdnZj5peAYERP3pFHig1shwKA7YbfbtbdDAwAA6KZAgIFJwDEGzIBxZ7xeKsCrkrLkteMhwKB7ojMzFgAAgO4FBBiYBBxjwAwYd8aDACsBAQbdGo8zYwEAAOheQICBScAxBsyAcWc8CLASEGDQ3dHOjAUAAKB7AQEGJgHHGDADxp3xeo4AvxOpKO79GxIhwKB3YrFY6urq+G82AACA7gYEGJgEHGPADBh3xus5AvyDtQnTo9K/siQWAgx6M3a7vbm5mf9+AwAA6D5AgIFJwDEGzIBxZ7yeI8AiIMCgl4OZsQAAoDsCAQYmAccYMAPGnfEgwEpAgEHPo6amBjNjAQBANwICDEwCjjFgBow74/UcASa5XbY/8+tL4yDAADAqKysxMxYAAHQXIMDAJOAYA2bAuDMeJsFSAgIMeioWi6W2tpb/ugMAADAxEGBgEnCMATNg3Bmv5wgwXoMEgDcwMxYAAJgfCLCKihLL3jUxm+fuTNqaGb8+LQCxNjVhXXpW9CHeoF5D7znGgJkx7owHAVYCAgx6PBaLBTNjAQCAmYEAyxxOPD7vX8tH3PbWP7740sNB//57nwDE34KeeeQ/X1g6dS1vU6+hlxxjwOQYd8aDACsBAQa9hOrqasyMBQAA5gQCLDh58PTsfyz+bdATTwQNfypo5JNBIwIS/wh66eVvv757VSRvVq+hNxxjwPwYd8aDACsBAQa9B6vV6nA4+AkAAACAaYAAC8LmRTz6pRf+GTTi6aBRJMABiaeDRj4a9MKogZOPZebzZvUaesMxBsyPcWc8cwnwzzfs352evTc9OyYjh5wzLTuXPougRUqkVdHutek5rdamutfGZeZGudceyMmT16bwtTmRB7LpQ0brssnutfGZORFULC8vs/XapCxl7f4sJXFPevYToSmqZncseIcCEAjwVDAAAJgNCDDD4XBsmLTzj0H/DKD9UpAA/z3o+XHfn1Z+1cJb1mvo8ccY6BYYd8YzlwD/eUuSW0XNC7VuxK5UVbM7FrxDAQgQFoulvr6enwkAAAAEGggw4+rF0k+eXvLnoKcDK8DsFugPnlhQV9Pr/lb2+GMMdAuMO+OZ9Bbo3hC8QwEIKBgKBgAAkwABZhxMPjrllx/9Pei5pzVS2pXxz6Dhz/zX2EVTVvXCqTN6/DEGugXGnfEgwAEL3qEABBoMBQMAgBmAADNityaOHvD24+7prwIYjwe9/Nw3X9kZspc3qzfR448x0C0w7owHAQ5Y8A4FwBxgKBgAAAILBJgRsTThkRueV+lo18djQS8+d+vEgylHeLN6Ez3+GAPdAuPOeBDggAXvUABMA4aCAQAggECAiYbmhm3v7f1T0FOBngFr1KNBz78w+PWyknLest5Ezz7GQHfBuDMeBDhgwTsUAJOBoWAAAAgIEGCi7Gr5gpdW/Tlo2LCgUU+7p2LWD5W4+hKqGjzFqCeDRj4S9ML8kcubHI28Zb2Jnn2Mge6CcWc8CHDAgncoAOYDQ8EAAND1QICJ3OTDb9w/409BTz0S9Hyb8feg5x4PeqldY8WPBb34d009qng46Fky8DE/evtQylHerF5Gzz7GQHfBuDMeBDhgwTsUALNis9mampr4qQIAAIDBQICJnNhDs/6+4NUfT3/zxzPbilmv/vC95785/knfpst6MmjkP28Y/tytE976ySxNVdfjDYpfzHz/0c8zonN4m3ofPfsYA90F4854EOCABe9QAEyMxWKpra3lZwsAAABGAgEmHJWO3MTDRw+caDsyTpzIO7Vi8sa/BA1Tua7HeCzoxX9/e/y2xbuOZ51UVyXFkQPHi46fa27q1Y8C9exjDHQXjDvjQYADFrxDATA9GAoGAIAuAALcAXbOi/qjDzNmUYa/Bz33+g/fv1h4mZcE3sExBsyAcWc8CHDAgncoAN0BDAUDAIDR9GoBdrpclyyus9dcp6+6zlxTPluq+SrvlJdWLBq96m9Bz/ryGPAjQc999NBCu9XOCwPvBPgYa2xstlc15Z+u3723fsWa2kVLaheF1K1cU78zvPHg4WZrpauhgecEPRrjzngQ4IAF71AAug82m62xsTfOhwkAAF1AbxTgpgZX3FnXzAOumUddYxNdL8W6hscoP+nzxDTX3NOuj7Jce065Llbw/K3JzymYeM+7jwe9rHJdj/HEF0Z88K/5vCTQJTDHWHOzs8LiiEuonjS18pe/twy82/rdIZbbBlf0G6hE/0EVt99pGfB9y09+VTXhdcfeiObSa05ck/RojDvjQYADFrxDAehu1NTUOJ1OfgoBAADgJ3qdAB8odk3Ncf1xl+vmJa4bP3V9/XPXN+e7+i50/e985fNN81w3fOz67xDX/4W6Rie6puW4Vue5Ltt4WTe5UUf/1uffT2tcVxv/DBr+3C0TP39lKS8JdOn6Y8xZVl6/eZvtb49ZvjvE1ndAfb9BtW7vVYz3znuVGHh3xW2Dq/sNdPQbZKf0795p+8NDdavWNl+5yqsAPQ7jzngQ4IAF71AAuiFWqxXvSQIAAP/SuwR401HX/Vtd/znPddsi1/dDXHeFuIYucQ1pCfpMKSzuWOz6f5+7vvip68cbXS8nu15NciWfdzkcVMfRhILfBT3hy/3P/wh6aUT/t6I3JrCNA3269BhrbGxIP1D11L8tbr8l9bX0H2j54c8rn/hX7azZ9Rs2O/ZFOSJj6raG1n76mf3fwy33/9pyx9C6foMoMxmy7eF/OBKS2PEAehjGnfEgwAEL3qEAdFtwRzQAAPiRXiTA2w+7fhXu+u/5XHrvbCuYDw8Kdt3ymeur81x/2ef6566GFZmb3lj/l6BnVK6rjaeDRj4a9MKYO6fk5xXwBgBduuwYc1ZX161ea737x/a+A0hobX0HWH72fzXvzWg6cszlcfZNp7Pp3Lma+Ysrf/sXa/9BNf0GVvUdYB38g7rFS512PN3d0zDujAcBDljwDgWgm1NbW4s7ogEAoPP0FgHOL3X9cL3rO4sUrVWJbptBRYaGuL6zwPWNRc0PrP144NRHfHsA+JGg5yfe9e7FIkwB7RNdc4w5bfaa2XMstw+p6juwqt9Ayx1D7S+Pbjp2nK/WxXnpcvXb71YM+SFz4PL+g6rfeb+5wsJXgx6BcWc8CHDAgncoAN0f3BENAACdp1cIcFOza1a6q/8S18Bgn8Z+PQYVvGtZ0cDPX/rauH8EjVC5rsd4NOiF9/8yr66mjjcD6NIVx1hdXe3suZbb7yT7tfcdUDHw+zUzZ7uqa/haH3A2NdWtWW/9wf0kwEoNZMLvzGiuquKrQffHuDMeBDhgwTsUgJ6C3W7H64IBAKDD9AoBPlPm+sk2V78FHbdfFkOXHb99zl/+4+UnNa6rjSeDRgz70piZT83jbQBt0QXHWP3ajRV3DLH3G1hJ7vrdO2tnz3E1dOShqvot2y13/cimOPDAitvvrAtZ7mpu5utAN8e4Mx4EOGDBOxSAngXuiAYAgI7RKwR4S57rBxtc312kFtr2xpCQ5O988Oegl1Su6zGeCHr5+a+/sur9TbwNoC2MPsYacw9afvAzUlayXwr7+NectbV8XTtxNjXVzltI6ssdeOiPGlIP8HWgm2PcGQ8CHLDgHQpAj8NqtTowHyMAALSTXiHA06Jdd69R7n9WCW27YkiIY/Di9d+c9pBvDwA/FvTiC31fPRCZzdsA2sLQY8xZVVX1/HCre+zX1neg9YHfNhWd4+s6RLPNZnv8X5VMp/sNtP3zmWZLN3gY2GmzNV8uaS4613S2sPlcsfNqqbOmg/8F6KkYd8aDAAcseIcC0EPBHdEAANAueoUAv5Hg6rdQmc9Z5bTtiiFL7YOD59zy5l99FuDR35tccPgsbwNoCwOPMafTERFV7r752dZ3QPltg2tDVnb+pmVH3H7LoLvtfQfa+g2suH2wY3sYbYivE9BFSf6phvQMR1pGQ25ec3k5T/eCs97RePR4w4FMR+oBKuXUvHC4uaycMjRmZjekpDckpTYkpTQkJrNwJCQ2pqQ5yzxsorm8guqsX7O+Zup79ueH2x99svKvj9kee6pqxNiambPrtu9oPHZCeVRehdPZdOECbYJqbsg96IsqOxubqCrK74iObTpOdepdklHPOBJTHFGxjtj4pnPFPDXQGHfGa7cAE289ORvR+eC9CUDPxWKx4I5oAADwkZ4vwOQ5bya57ljoGqxx2nbF0GUlAxeO/bKvM2D9I+ilV3/0XsVVTBHsKwYeYzU1tqf/bek7wNp3AMmq5Se/bLroj6m5a2sr//64tZ9SrVLzI0+6tG9FamysnfOZZeDdlu8OqfzB/dVvTGnWOO11GpvqgpfZf/WHigF3Vdw2uOLunzQeyBRS7aytq4+KrXn1rcpf/d4y+B5Lv0HWWwfa+w2o6jeg2h31/QdabhvcEB3H8gsa8g5VvT7ZMvheR79Bdf0G1vYbWKd8GEQfapR3ICuvQa789Z9qg5c1l5byMoymprqQ5bRrlKfiBz+r27TVgyTLOJ2N6RnW3/yZ8tf1H1T95ttO75OVNsQnVv7xb7ZbBzb1H+zoP8j+8mhnnSmmizPujAcBDljw3gSgp2O1WhsaGvgpBwAAgBd6vgDTJfvkZD8I8F3LTt3+2d+DhvsyAxbFv/5jzKu/eqexETcl+Ypxx1jjoSOWQffa+w4kl1PmbR73mo6Y+Y6zqbF2YXDFd+9UnigmRRzw/caMLO0gsLL1ocqbk6r7DrT1HVj70aceBooVeXQ2ZuVaBtxFXkrZKOzDniPp5atramrnzrd+7y4yWGUcW/JY0lcWzf0HW/oObIiK5kXcNKQpRuquU7F0cuCavoMsdwytGHB3Rb9BDW4Ntrjfh0xRNfFNZ+k1XtI9nFu3fHXFd4dUuZtkf/o5p/6M2Q0NNbM+rrhVqa2CBHja+976mUzb8se/UjbqOtq68j6qO+9tzDtohtEL4854EOCABe9NAHoHdru9GRMzAgCAd3q+ABPTSYCDO/8McHLfDx8K8nUK6KdvGj171KLmZtyO5CtGHWNOZ83ni0n52PO69KFuxRqnn56WakhNtwy+l3SUKrfcNrhm1icuh/qf705HQ9XwMezxY2UC6vt/3Xz+Al8n4WxsrH5tkjKuyybWumNIQ3QsJbvXOWsXLbHcOqCK0ltk1XLfA9Zf/r7y13+0/vqPlb990Pb7h6r++NfKvz+hSHgLtKHKPz2s6KXbfu39Btj+9ljtex/ULV1Ru3Jd7fzgqlferPz5b6laWqsobr+BNW+/K6yVC/AdQ5VmU4a/P+60673wyelwVL87s6L/YOXfAbcN1hFg+grK+yubo92hsFLv9RtU9caU5saOTMrtX4w740GAAxa8NwHoNeCOaAAA0KFXCPCcJNcP1rkGdEaAQ5rvXBL2rfd8fAD4iaCX//31CVHLo3gDgA8YdIw5Gxorn3nR0o87nmXg3Q1RJJb+obnwnHXoj0jkmGFWPvyEhzFSp7Nhf3LFAOVp4Uq3GdYuXqodBG4+d87yw5+zqmz9B9oe/oeT3VDtdDbmHa74/n1UnG3F+oP7q6e869gX1Zic1uh+VLgxK6cxJ68x72Dj0eNOG3dUkvzqWR9TEZJzpRQJ8IsjGvNPsbUCR0yc9Td/orWUUzHS7w1tSE51ugcP1AL84MNO/TcekwBPfY92UKnHuwA7y8ptf/wbdQXbot29aeWr+eHPGs8W8kyBw7gzHgQ4YMF7E4BehtVqrTPHsyUAAGAqeoUAbz3oGrredfuijr8HeMjS2juXBP+/SQ/7JsCPBw1/9j/H5w5b5TpfydsA2sKgY4yM1PLTXzF7VPRy8D2Nqel8XadpvnzZMvRHVe6RTGUTd//EqXqM1g21wfbY06R8iiSTTP7+r87yVg+Hk3DWLg4pv22wMqF0v4Hltw2q3xrKpulSBpAnvuEWePLnASSodet9erdWc8kV609/rTzz7N6o9Re/bTrjWS8d4XupWnaPdEXfgVUT3mCP4woBdg9xD6j8w1/bGAGur6+ePK0NAXY6HaE7Ld+9U8lDbbvnJ5Zf/t5y+51KO6nIp58F/I3Kxp3xIMABC96bAPRKSIPrvdyNAwAAvZNeIcDHr7gGb3V9Z0FnBLhs0KJXvjz+saDhKtf1GP8IGvGvPqNK+s51vRTvKrTyZgBdDDrGnOcvWO78AXdUXwS4ocERl1C7ZHldyHJHdKyzTu+yofnSpesCzCo/epyvk2lurt+xq/z2waR5lK389jvrd+6RB4GdVmvln5RBUWbI1t892HytjK1qunjZ8qOfKZXTqv6DbMOeY+ltQJ4ZHVfxvbuoINVZ3m9gzdTp3qawctqrrb99UBmD7eueJOxn/+e0uA/apub6FWuEAFt//yAflPYC6W7NpKnksbRRbwLsrKq2P/ZUZb9B9r7k+YNrZn9av2kraydtxfrL3zeXeJ8krEsw7owHAQ5Y8N4EoBdjs9kwPxYAADB6hQDXN7r+sN11eydugR667MId8x8JGvG4b1NAPxY04vkvjLHfscj1P/Ndz8W4Tl7hLQHeMegYazx8xDLkh4qSMUcd+H3SWu0dyAxnbW3tnM9sP/yZs98gZ/9BlXf/pPqDT8jZ+GoNTWfOUuXXBXjQ3Q0paXxda5xl5ZW/+wtX3P6D7E8+e/2tQiSrUbHl33W/pYn0uN/A2iVLxUBoQ3KaZeDdtIoKWm6/s2rajOaLl5yl15qvljbTz2vXmsvKmsvKnRUWimabje2as7GxLnhpxXeHuJ98HkiG6Qjd6W1wVRm5nfhmhdtylQeGB9/TdPqMsqKpqa5FgEmPrb/5U5sCXPXm2xW0d94EmPY0MaXie98n+1VM+4c/ay4+77RWKvrt/tcAlarfuDWwg8DGnfEgwAEL3psA9HrsdnujCeZaAACAwNIrBJiYm+Qausb1vQ47cEhO/4//pkwB7aMAD3/zP1+pH7LUNWiJ69Ylrid3ugo83BkLZAw6xhrzDgkBVgY57xhav3qty+MFQFOTY8eu8tv4xMiUv7bfoIpbB9St3+w5v2KnqaSLrHL6qQhw/H6+ToUykVUICR4zPSWnmDLa0WB/caTVrbiKFv7s/5ovXHKXUW6Nrt8aahnwfSWdmkRO/tsHq14YYX95dNVLo6teHlM1fEzViLFVI8dVjRpfPWp87YefuGrdzskmZL5tMDmte3P3eDNzhYaG2tlzKm7n01kr49jpGUp6c3PdyusCXPnLP+gLsKu+3v76JD0Bbmig1lr7D1J2p/+gqtcms+TazxdW9B9IVmwlMX74cUXjA4dxZzwIcMCC9yYAwE1VVVWTn6aCBACA7khvEeDcC67vb3TdtrBDd0GHOO8M3vPt6Q/79g6kf7pvgV77jbebhi5zDQ1xfW+R647VruGRrqLrL5gBWgw6xhqPnxACTIZZ0W+AbcwrZGJ8tYSzpsb22FPKfM5u+6VgtwRb//SwZyVraqpZEFx++xDyRiHAjmSvntl0/oLlp7+kCpXbiUn/Jr7BvLrx+Enr9++j4sqm+w+qnvXx9SHQpqb6Nest37uL/JM1qbrfwIb+gxpboqklmvsPcpEe//y3TpvbUR2Omnfevy7A5LTZue4aPdHYWPv5IuVNxczAhcY7nfWr17GtK+m/+I1TX03r66tee0tHgJuOHKu4S5kzjFy3YvC9TbkHeXphUeV9v+Dpdwx1xMbzfw0EAuPOeBDggAXvTQCARHV1Nd6WBADonfQWAa5pcD0R5hoYopFbH2JIiGPIktXfnuYeAVbrrjaeCBrxWJ+RCX1nUUF38SWKA9+22jUmznUNc2J5xaBjrPlyibhLmUIRuR8/IIZYZcjurPc9oMhbiwBTKIukahcv8kwSzVXV1of/UUkVunOym4fJt/lqDc7m5mqSUtJU5tU/vJ/Ej0yv5sNPlEQycxLge3/adKqAFyBIgNdtkgW4qt+ABvf7ex39KQbWU/QbWNt3UF3fQfV9B9n+7898niqHg/yzov91AW46kOmu0RONjTWffs5GgJkAO1oEuG61W7/damq5/9f6Auysq6t+VQjwINrZVgLc7Kx+Z0aFewCc/N8+YhxPd1Pz9nvW2wbTblr7Dax6fgS5NF/R5Rh3xoMAByx4bwIAWmOxWGpqavC2JABAb6O3CDCx6aCr3yrFRds7CDxkaeXQJW9++41HfJsB6/GgEY/fMPLobZ9cr2FoiKv/Qtetq10zswN4ZW9yjDrGamqsP/kle9cOCSS5HBla7aIl2jFGRYB/pLyIiKlmi3AOrBh4T9O5Yp5JoiE23jJAmb2J5VRGL+/5afM1vXH+phMn2RCoMp9z/0F184ObL122/vqP1CrF/foPqnljSqvbrZ3O+vC9loHfV6SRtkLe+NKoujUb6jdurduwpW7jlvpNW+s3b6vbtK1+83b62RAd52pQijsdDbWffGZRnNbtrgPvduyJ8Dqs6nCQf5b3d7+CmDY0+J4GZsskwOs2Vrj1myqx/vSXzZV6/8EhAa6a6FWAm89fsP70V4r5u3ek8q//qJ7ybtW06VVT36ua/I7t0acoUWkAtXbID5ry+OBw12PcGQ8CHLDgvQkA8AReGgwA6G30IgEurXL9cp1rQPsHgYcsLR+4cNiXRvs4A5aSrc+o0u/N5yPALO4Kcd26wDVkg2tH4N90ak6MOsYaG+3Dnif7VbzLrcHKTFQP/La5sIhnaMFpr7L9/iGbO5sIWlQeyq1o9dYiotleZX/iX5X9BjGvZvXbHnnSw3uAJZwNDVWjxpPoUmYqYvnF72o++NhtmG5/HvKDxkNHVJradOy4ZdA95OGVbDLnd2fwFfqQOe/YpdTsLlhx+521cz6nrfO1Kurq7Y8+aSXzdAtwxZ33NjPhp0q2hpazEWDqtB8/oP8eYBJg+ytvtgjw4Jp3ZwoBdjY11YQsp1Wie6v7DXT2H+zqP5h+UtS1DKQrX1O/gdWT33E1BuYJNePOeBDggAXvTQCAd/DSYABA76EXCTCxJtf1jWWuAYvbNwg8JKTg9jmPBY34pw8C/KTyAPDw1/5zQs3g4FYCTEEO/O3PXb/e5sor5+0BEkYdY05n3fzF5e6xUKZeJIQUVa+8oX7FkaOh5r1ZyuBkS04mY1WvT1JP5uRy1S4IruivDNu21Km8xrb2g0+oEp7DI05nQ0q6ZYAyDTKr3zLkB2zkU3kqeOR4l8PBc7bQXGmz/fnvVD/lUW63/sVvmovP83W6NBWdq7j7x+SiipyTBj/4sNPL+G3TwcOWu5SHkCmn0jkPPiJEt35fZIV7DmrFae/+SfNFD7eOC0iAba+84VGAmy1W6+/+wjqWtlLTb2B9v0Ei6txBicyBybctP/p5c+E5VraLMe6MBwEOWPDeBAC0BV4aDADoDfQuAb5W5frDBtcd7RoEVmbAivnOjEcUAVbrrjbcAjxi/rffrh+6lMqqayPxvmWea3Sa61SAX3ZqQow7xhoPH7UMupc5JwvSPMvtg2s++czVeiLMpuMnLD/4qcipfBh8b2NWrmpUtn7TVjJGpZKWChXlG3i3cudwmzeRVdfYn3zW4h5upVAKsg0N+L4y97K2eHNz3YrVyiTJ7puHqYjt+RGNB4/wtd5xOhxVY15hk0tTU8v7D6z99DPtG4aayyuqXmiZg7qv8hKmuiXLxRuDG0/mWwbfU+XWb+qxqremOcv4C4q1KCPAE15nT/lW3DaoZvos7vNOZ/2u3RW3D1Fu86buUt5m/EL1lHdrJr9T/ebb1W9OqX59UtVrb9n//TL7X4DS2n4DaxcsdgbibR3GnfEgwAEL3psAAN+w2WwOzb9jAQCgx9C7BJjYfsx1c7BroM/vQxoS0jgkZO03p/7d5ymgHw0avvM705uVQWZPAjxoieu/5rvey+KvqwEtGHeMKdM7P/0cE07mqxTKvc0D766ZPcdV1/I+XsLprP14jsU9ITO7Jbj6zanO+laXAbWr1lp/9HNlyquWqugDOZvt7/9sY5LkFhxkg3cMsbnVlxW39htU9dxwaifP0Zqm0tLKR59kAuzW1AG23z9U9fJo+ytvUvNqpk6vmTaDbLN6+gc1n8xtOnacW7TT2Zh70HLPj6vYJihIZd+YXB8T13y6oLHgTGN2bv3GzfZnXqSts5rJwyv/8NfmS5fdm1VwVlXbnv43E1dlf2+/0/74v6peebNm0rTqqe/VvDer+r2ZNbM+duzYpThzQ0P1hNe4AN8+uGbGR0yAnbV1tiefYbOFKWPmP/pZ4/ETzZWVzsrKZoulmb3BuLyiqeCM9bd/pp507+NA66//6CwLwL0Sxp3xIMABC96bAID2YLfbG7w9OQMAAN2ZXifAllrXMztd3/J5KqwhS2vuDHnva6895qsAj3gkaETSrR94rX/oEtdti1x3rnJFX+BNAm4MPMacTkdkTMX3hrLhVhEksdY7hlaPmdh0+BjP6XI1X71q+/sTJGBkg9bfP9Qk3YjbVHy+Ztp0y9AfVUv2S0HVlt82qH7bDm6ebUG+V/mnh8UAslL8e0Mb4hP5ak84snJICGtaHLi+36Am983Dtf0GUmOoqbZ+A6rILb93lyNs1/VhXmUWqw2WAXezBtOGlDmofvor25/+Vvnnhyv/74/W799X535ImOpU8vzoZw5VM5zOhqxsKkJrFS91v4TJ4b5duaqfsshmF7MPH6O8WaqxyT7uVdaxyi3Qs+fy9zylplcMukex674DLf0G1r47k9WtpW7xUgt7VTL1zG2DHaFhPnapHzHujAcBDljw3gQAtJ+qqqrGQNyNAwAAxtHrBJg4cN71w7WuO3x7EnjIUuug4Be+MMbHGbCeCBrxzz4jz313HhVUVyXiriWu//nc9VSM6wRuhL6OscdYdbX9hRHW1uKqyGffgeSNtt88WD3jw4aW19I2Zuda7r3fevePHYkpLKXp1OmazxZW/uURKq7YnVQDpVSSWD4xrNminihLh7qQFRX9SSMVk1QM9qWRzVXVfJ0XGnLzql4cSRbKpJcFFRfR4J6Ry7F9R6v7nBsb68N22/70MMtMja9zv0WJgvyZUsg2aRWl2x59qiExmZdqTUNSiu2xp+39rm9abFR5CRO1//nhJMDOhsaqkeNJsx39B1HP1K/doOhrQ0PV6Ffc21Wi8pe/bzrjdR645itXbQ89ShWyym1//4erVhqf7xKMO+NBgAMWvDcBAB0FLw0GAPQkeqMA0zl8QbbrawtcgzVqqg1lBqy5T/cZRWarcl2PQdmG3TCybOAil/IMsKY2EUNCXF/6zPVRjnjYEhh9jDUdPGz90c/E+5BEkFKSmJGOkpvZn3mxZubs+tXrq14YaXv2BVK42k8/s78wqvK3f6743l2kjmwaJzlIoSuG/qgxNZ1vxjeaS67YXhxp/8dTVS+PJrVuKvLwmiUtVKo+KrZu7ufVU96remNK9atvVU14vWrcq9XjXq0aO7FmzCvVr7zRmJmtHTVtLDhTvy2seuKbll/9oeL2IaSjpJfKePh376z82W+rR46v37Ld46ueBE3F5x3RtOn5NW9NpXqUjY5VNlo95pWqMa/ULV2hTNrc1FS3Yg0tVo+dWPv5Imep8kYop91ePe19JfHVN2tmfdSQncsq9EbTsRM1n86jHakZNb7mzSlNV7r6n0TGnfEgwAEL3psAgE7AXhoMDQYA9AB6owAT16pcExJct3ze9iDwkCVp/T78Rx/FbFWu6zEeDRo++auv2JQpoHUFeOgSV/9FrrtWuLL1Xhvbq+iCY6xu/aaK7w1RxK+1xFJUujWYFLfitsHWu+6z/uB+670/tXz/Pst3h9S65yi2eSql2O/tdyr61/5LgqaSK00XLzaXlmqnmNbHWVfntNmc1kr26KyzvKK5rNxZXt5cVkYfdF403VxhaTpztvHw0cacvMasnIbcg01HjzWdPqP/7uJW1Nfz7ZbR5pSNsu2Kh59Jd1kzqJEshazYeU1JUZ711X1H1HXq6pT9omppd7p8HhbjzngQ4IAF700AQKfBS4MBAD2AXirAxOEy1/2bXd+Yr9yQrLLT6xHiHLos9FvvPtbH13cg/S1o+MpvTHEMCWlDgClou//5mevNJFcVXryn0AXHGFlZ7aefWW6/UxHX1irLQrmfmT0r21cJ5cZg91RYqmwsaJXyxtr3Zjqr27h7GXQjjDvj9SgBnvrvOTNHL6CgD6pVJgzemwAAP8FeGgwNBgB0U3qvABO7ilz917r6LVDe0KuyUxZDQhqGLJ31tdf/ETTClxmwKB4Menl/3w/cxX142dLgYNegYNeBq6RmvEm9mK45xpz2qppP5lnuuIsc2JvZthlUULmV+rY7Ffu1WHnVoEdg3Bmv5wjw9Jc/37UxIs9N+ObI6cM/V2UwW/DeBAD4Fbw0GADQTenVAuxwuBYecvUjB17oGurJV4eE1A5a8vIXxj4aNPzpoJH68c+gEX8Keum5L46+9L35bQ//shi6xHXT564JMS5bV8/0Y0K67Bhz1tTUrllfcfdPSWLFVMw+Bh8i7jvAOvSHtcHLnDY7rxT0FIw74/UQAZ709Mc71u4l9U1NSk9NTKcPO9btpURVNlMF700AgAHgpcEAgG5HrxZgwlbjejfN9fXFrgHBHp4HHhJSdMe8h4Je/m3QC38KetFb/DHoxT8Hvfho0MvPf3lsSr+PnEOXKXNcqaryFt9b7Lo92HUMo4hdJ8CEs6Gx4UBm1VP/Lu8/SHmtrvs9tyrXVQVlqFTuix5Q0W9g5SP/dCQmO/EXvydi3BmvhwjwgmmrsjKz05IPzBy9YNbohaTB2ZnZ86etUmUzVfDeBAAYBl4aDADoRvR2ASYuW13vHXR97VNFR1UOPCTkzB1z59wyZc7NUz7zHvNunvL5zVM2fONdyuxql/1S0Ba/usD1UaqrsbdPrNj1x5izrLxu09bKhx61fHeIxa3B7OnfSvcwrzuURSXR/f4ky+13Vv7xr/Wr1zmvlvIqQI/DuDNeTxDgac/NjdmTkJeXt+KTTSxl+ccbaTF23/5pz5n3YWDemwAAg8FLgwEA3QIIsEJxtetfMa7/nqvoqMaBXd9f6Wv4eOezKgYscf12retcO94i2yMJzDHW3Owsr2iIiat5Y7L157+zDLrbOuD7lu/dVXHHUOUnBS0Outty/6+qJrzm2BvhvFbmamriZUFPxLgzXk8Q4LXzt+Xm5kaFx7/zwrzZE4Mp3nl+btSuOEqkVarM5gnemwCALgEvDQYAmBwIMOdUlevRSNfNcxUj1d4LbWgMDnbdvMiVVNLLp8IK8DHW2Oi0VzUdPV4furN++aq6JcvrV6yp37TVERlNic2VNhfu7eodGHfGC7AAvz9y/pw3ls55c1mHY/60VamJyg3P9HnysE+ys3IopjzzKVVLibRqwTur5PztjjeWUiNVzfZL8N4EAHQheGkwAMC0QICvc8rmenSf65Yud+DBS1zfCHa9G+ty9GrF6hXHGDA9xp3xAibAk576ePbE4Ojd8Xn+YOvyXWS/FJkZWVkZWfRh0tMfb1m+i6/uHDG7E6ip1GDVLnQyeG8CALoWvDQYAGBOIMCtOG1zPRLh+vo8xUu70oG/G+z613ZXRQ1vRq+ktxxjwNwYd8YLmABPe25u5M44ppe7t0Z1IMI3R6bsT6MakhNSZ41ZSHW+/eycjPRMcuC3n/2UFmeOXpCSoGSgbJRZVdzHoObl5uZF7YqjBovG+yV4bwIAAgFpMEaDAQCmAgKspsDuGpXi+sZC14DFXefAdyx23b/WVWjjbeiV9KJjDJgY4854ARPg6S9/TmKZmpjemXmq9obGkN8u/3gje+ORSoApcdlsZTasiB2xokh7g7yXGklN9fuLhXlvAgACSlVVFWaKBgCYAQiwBy5Vu4aHu76zynXbIuVVvSpZNSIGBbv+J9iVfoE3oFfSu44xYFaMO+MFUoDdg7dp9Jkkc8nMde2Nbat25+bkRu2Ke+d5PjarEmCl5ufnRoXHU7btq3arivsSTM6T4lKpqdRgVqe/gvcmAMAE2Gy2+vp6fl4EAIBAAAH2THm1a0aKq+9qV/9FXTEOPDDY9dXFrn2n+dZ7Jb3uGAOmxLgzXoAFOMUtwLNfCabPHSArI3vepOWiTvJelj712eujynMnLaNsLL29zJ4YTDUkx0OAAegVWK3Wuro6PB4MAAgIEGCv1NS7Vh9x3b7W1XexMk+VSln9GyTAXwt2bTzSmyeC7o3HGDAfxp3xTCHAH01QBDg1KX3L8l2+xLaV4WnJB6gIfX77GT7YSzHlX59sDA7bGLyDPohEyrB52U7KnJ6SQQXlenQiNTGdilDDqAYIMAC9CjweDAAICBBgPeicnFHi+ts213eCXd9brLZWPwYT4LATfLu9kl56jAGTYdwZz0QCHBHm65O6c95YSracnJD2wdhFqlUeg7JRZnJaKqha5S2oMRBgAHo51dXVjY2N/GQJAAAGAwFum9Iq16RoV99VrtsXKaZqxB3RVO1/L3bFnuVb7JX06mMMmAbjzngmEuCoXXFyBm/x3kufRYUrL09a/smmye65r0RMHvbJ6s+2rv5sC31old4yGxZtgorLq7wF5aT8EGAAAB4PBgB0DRBgn6hvdIXnu/5vm+v2Za7+C5U7ov2rwSTAty115V7mm+uV9PZjDJgD48543U+A187flpOdE7kz7t0X56lWTX12DtVDTP23embpd16YF7kzlgpScdUqjwEBBgDI4PFgAIDRQIDbweVK11txroHrXQOWub7rnhzLXxrcf5HrTxtcJXa+oV4JjjFgBow745lUgD+euGTz0p1KLHOH+/PsicHTnp8bF5GYeSBr3uTrc1+JcI/0blg2e6NqBJjF3EnLMtIz4yMT3x8xX7VKGxBgAIAWPB4MADAOCHD7cLpcmSWux7a57tvsuiNE0eChndZgKv7/Frlmp7rqevXr8XCMATNg3BnPpAK87KMNlKKCzHbm6AUp+9MoOvBWXtoibY7KznlzmWqVNiDAAAAd8HgwAMDvQIA7ApnqllOuB9a6frrNdVuwclM081hZa30M8udbF7p+stV1qIRX3lvBMQbMgHFnPJMKcPDMdZQSERa7ZNZ6in2hMbS49MMNbz/7aczuhNzcXErZsXZvu2Lv9pjc3DwqLt4brBMQYABAm9jtdofDwc+mAADQOSDAHcda7Vp5zPWHTa5fhbm+s9h163zl2eC7QtphwpT5Owtd/de6Vh90OXv7bT44xkDXU3KsOD8mjyJn4/7UkAgKccZj6ZShqbGJ5+4cphbgjUt2sMW1C7bR4rLZG+jzZ1NWxEUk0mIHoIJUnNWpHxBgAICP4PFgAIBfgAB3lpo6164zrifDXI9Euu4Idn1trqvvIkVuh7bIsMqHWcrQENegYNctn7kGbnR9nKa8c7jXg2MMdA0ktKS1edtS9r27XpzfdGLPlDWkxxcPFTbUdmr4wdQCvGX5Lra4MTiMFpkAU3wwdtGCaasWvLPaU6z6/O2V85W1LKRV01b5+NokCggwAKBdWCyW2tpaPB4MAOgwEGD/0NzkOnjV9U6C69+prt+GuW5d4Prvua6vznN9a4HrjsWK67IYGKws3rrQ9bU5roErXH+Nda0+StfjvJLeDY4xYDR19tqjuzNJaMVprb1B2lxjqeLVtZNuKcD6MWvMwklPtXo9UgcCAgwA6Bh4PBgA0DEgwH6mtsm174TrowOuybmuYQmuv+52/XyL62ebXT93x083uX68WUl8I881I9lVaOWlAAQYGElTY1N+TJ6PQ75tBlk0uTSv2md6mgCT/e6PSY6LSFw7f9vM0QtUa30PCDAAoDPY7faGhl49iSgAoL1AgA3kitV1oMi18ZBrZa5rlTvow9o8V8pZZTZp0BocY8AgzucURM3YJE5lfglyaTJqvgHf6GkCTNIbsSOWMufk5CbFpe5Yt3fhu6unPac369UH4xYx0ZUDAtxJSktLH3zwwaCgoHvuuefSpUs8FfRQSkpK+vbtO2nSJL5sGF22Ib8QERFx4403pqam4vFgH3n99dfppEFs2bKFJ/Us6GDowXsHOg8EGJgEHGPACI7uzhQnMb9H5to43x8M7q4CvHnZzth9++MiEuMjlaDPMXsS3nlh3uSnP37vpc/mTV4etn5fdlYOlTqQlrk/OplMeOmHGz4Yu0h1dzQ1I3xzZHJC2udvr5TTTS7AY8eOZZeJMjfddNPp06d5jk7AHOOhhx7iyx3i4MGDN998M7WKBCAuLo6n+oBftk6Qe9DWV6xYwZfbgm3X9/w9ic7ve5d5aZsbYhncvxAcf/1edAAmwHT8W61WvzwezPTpK1/5yrVr13hSC0VFRbfccouPZlVXV9e/f3+zaRjZr8ddEzQ2Nj788MPsa2VMnz6dr+sSfOw3lo030Y3YL5UAd+aL8G9vmPOQ6IVAgIFJwDEG/AupqTyrs0Gx/7NdPj4V3F0FOCo8nlJUvD9ivsgw7bm5H45bvPLTzTG7E9jazIys1MT0+KiknRsj1i7YFjxj7Zw3llKesHV7aW3KfnLg6xNEd0cBJtprm1qYNxKdV1DWyHaNAPtx6+0VYGbsvVOAO7/vJhFgdsjJO1JaWvr4448HXIDZosViqa6ubmrq+Az+TJ+IRx99lCe10C4BblfmroHpnHa/BKzNcgZKmTt3Ll/oEnzpNzaILeehXRs2bJhHse/wF+H33uhwS4B/gQADk4BjDPgRktL4T3eI05ehse/d9ZWXy/mGvdNdBXiv+83Ai99fO2vMQgoy29xcz4467fm5H4xdFPLB+p0b9qUmpVMpIjsrJyM9Mz0lgwpmpGWyRPosXpLUXQSYXeuL+42JTqqjHxW0A0CAA0LPEGD6pQjgYK9HVAIs6PDjwSTAVOGLL75Ix7bKVdolMCa0HX0BZmt/9KMf1dTU8KRA0Ga/tTmIraJjX4QRvQEBNgkQYGAScIwBf9FQ64j5aJs4d3VBkAO3OQ7cvQV49iv82d3EuBRaFI466anZU/71CcWkp/kNz/T5nefnUgba1uL316xfFEo+HL07ngoeSMskeSayM7MXTV/D8ncvASaEOsojrrIYE7I2qFYRISEhqhSC1SZvbuHChSJdW4loj7gTVTiJthIGK6KtiujM88MqARYqIpohzES7aXm7Ij8hdyCrMCoqipWVi8h7p1IyuTbVKp0WMtrMwPDWYIaqbSdOnOjAvhNyp1Ez9u7dq+OlLBvRgT3ycUNUFWUQX7cOcntUXwF1DqUcOXKEHboE+0cMq5whb5rlpxrkOuU2iB3ky27kzO+88w47Ea9atYoW5VtYmZCohJCNAK9fv578RyVaWoERz9MS1IysrCxKZO7EU90wj6IGqCpk98SKJjH3Tk9PZ8Vl+5I3pH8XrpxT3hzbfYFW7dpUPtb+8+fPi3uPWdeJMXNC1TaP/cPQ7qzNZvPYb7yAG7YtfYdkNdO2PH4Ro0aNUn0LHndcvze0Eq7KL/c2JervmrcvtwMdrtqux8YDCDAwCTjGgL/ogjuftRH/6Y6mRr0b7rq3AH/yeghbVDnquy/Oo5TUxPT0lAwWKfvTQtfsYWspyIfffnbOtOfmUs5NIUrlWRlZy2ZvnPLMpyxDtxNgITZi7FQ8hSvD1go7lfFFgKdOncrqZOmyTQlYk3QEWAsV6QIBZnWKFGoPXYkKOdGOgrJdEG1gGYT/MLe599575SJsL+RqaS3bfVVthKoBbbawzQz6DdZpW3v33eNaapjWS2nVM888wxf8tEfaDbFdk/vWI21+Bex4Fkcsa95Pf/pTkcIyiNbSIhWXjwFVBnaQ6O/O5MmTa2trm5qaZG/xZjhCsbR6rBJgWnzppZfYZ4Iqp5YIx9PaMvOZNgX4vvvuk0uxPKKdrFqPDqzKSaiaxHbZ2wgwwUzMm14yuRK7wDrqF7/4hUhhGXzsH487S2j7TaAvpQJWs7cvQny/bJHwtkWd3tCvhArKhxkdfvJ3J5fS/3Lb2+HetgtUQICBScAxBvyCobNe6Ufm2jjeCE/0TAGePlypnMjJzqHIzVFGeCN3Xq9fBBXZsy06OzObKp/01PX07iXA7MKaFunSil1tC58UKezSnC2yz4Ssc6wq4STyTchicwJ2EU/1iGt90Qa2SixqBVibIrblcesdg1UlqwgtyuKkkjq2KPITtHeiqQw5hVWoaidlEB2ugnZWVRvrItW+67SwzQz6DdZpW3v3Xbsv2rZ5pL175OOGVD3pjTa/AtpHqlz0g/ZfBh7zy41RqTi1Vi6u36tUtl+/fo888gidl0keqKDQJIHsNlqj82hKDJW9aDNTbcJPGFoBps2pBFVbSpvCkP2HweoXFbYpwCw/tcGjZKp6g9Um96FqcypU/eNxZwmdTtavX0A1y61SVaitxFt/6vSGTiVslcf/UPhySMgp7epwne0CFRBgYBJwjIHOcz6nQJyy9OPgthRexgfytqWoinsLnXcj9VABfvnz3FxlXqtpz82h+GzKClobsSOWrVUFVTJv0nJVYncRYBn5UpuJBCWKi3WRQtfr7MKdUF2OE0wwCFknxObkTWhh2VidOgIsBEM0SRYGlqdNmWkTVpUswKrGq2SGNUbkZ2tVoiVXoqqfYPLjseWqbQlk/2mzhfoZ9Bus0zaiXfvuca3HRC2qbB3YI4+JrP36W5drlpG/Aq2gqpxZ5beUX9V+Qk6Ud9Bjy1U9wMrGxMSQCXu0BVmAmXIIIdFxM0JlIL7YjqqIvGmGR6tRCR5DdiEZeaNtCjCDeRehEj9t+1XKzer3NkLb5s4ydDqZrfL4rcnoCzChGinV7xNvveGtEp1OULWkzS+3XR2u3/lABgIMTAKOMdBJmhqbfH/f7/GIbLLlfe9uaDMoG2VWFfcWe6asqbPX8ga1pscKMC0muyun+HjiElqUBfjtZz6lPBTvvfQZ+0kh7n+m6I4CLF9b04U1T9VADiDMUyCLIkuRVUFszqONsFUCJgxilfAHfwmwat+9aQ+rSt4v2TQIlROqJFDbRQxRibZCj4bD8GZo3mSJoWqhfgb9Buu0jWjXvnvcF/36aTd5FW5ENl/2yJcN6W+d4bE2Qv4K6LNWgMXBSWgFWJWfkHdK/qzfq+6ivH5KpGoLCgqYOfBTtRuVmMnS5dHNhCAxhM9oM2t9RuuE1FTZbFklvGoJVTZCbqcMbVRklj2tTdh+yRvy6GOycXl0MG/9o91ZhsdOZng0Ri1tCrCcorM5GW1v6FTCDiFC1RWqbGyR5ZQRW2lvh3vbLlABAQYmAccY6CTtuvmZnPZcRj77fDb5WHW5XRVnko+xtZTNdwGm8HYjdE8WYFY5xSevhdCiLMAhH6xXbo12z31F5OTkZmflLJm5TmToLgJM0iIumglZLViKFmYXzBl4khtWVhQU3kVo3ZXwdkFvtAD7CKtKbEtWEYbsWgRrjKptOk6lrVBHw7zV5ncB9tZgfUVs176rMjO81c/UV3y/qmy+7JEvG2KlZFPV4m2nuliAvfUqg9Uv9xhRWVkp3iHMLEI2IvIQ2gQ5iUpgmBQJ2VDpmSozofUZHwW4TeUjvOUUjafP7RJggjVPtLm9PqbfP9qdZWj7TeBRsLWoatZWyOphLaFGtlkhQ9UbbVbCdp8QHa5qSZtfbns7nKHdLlABAQYmAccY6Ax19to9U9aI81WbIQvwtYLLtJg4P1wELVIiW9teAabw+FakXirAVBWlZGVkUx6KrIwsWlz64fX6u5EA0yK7tqZFurSSr7YppU2TZIpCsGtuumRni3JBjwIsCrJEce3eMwSYtV+nGdoKdYp41DZCNqg2W6ifQb/B+mvbte8e94XVoErU5lSl+LJHvmyIoJ5UVaXCY22E/BXInxltCrB2o96+U9YAb73KYBUuX77c4z7a7fb9+/fTUa31JdKMY8eOCYFR6RyhStF6l9ZnVAqkdUJWpy8mo20PQ94o25F2eREVF01ql4+12T8dEGBCbo832hRgguqhdrLJmbWd5g3V1n2phLpIFFG1pM0vt10dzlIE8naBCggwMAk4xkBnaO/cVyoBzl6fIFZR0GJnBNjjIHBvFeCPFAHeuGQHW9y8bCctLpm1XmToXgJM0KUzS2FX5+xqm6WIPHT5PnHiRFpLmUWiykLFomwCvggwXeuzRVZQNEDU44sAe9x6x2DtEdvSdy2CbVreQWqwTjO0FRI6RbSrVEbUZgvbzKDfYJ217dp3lQQy2MHQpqyyL0Wk6O+R7xsiWGeqMqto8yugylUZqIhcp6pJrDFyv+l/p/pfEOsuVpZyao8ugnXg2rVr5dcIM3UZNmyYEBiVuxLkXVRQpGi9S6t8ZDhyEY9OSCajsiBvaHOqFEtfgGltbGwsX2hBrrNdPtZm/3jcWULbbzJsjzwqn0BVs8cKKfFb3/rW5s2b6adHS2yzN4g2KyHYXsvHjNwS/S+3MwIsbxeogAADk4BjDHSYhlpHu4Z/KQwVYAp7qZU3roXeLcDBYWxx89JuL8BCOAmmB+xaWQW7dhfuKsOqYpf4PKklv3ZzhJBVFewSX7RHXPFrKxE1CKPwuHWWub2w3Rfb0nct7SLBmie3gVLES320FRJsr2XJeeutt9hntkquTaVDbbawzQz6DdZpWwf2nfpWbpj761J7KatWVMLqlLP5ssuUv80NMVj92goff/xxH7+CjgmwvEXKLy+qdlCnV1nNYuvapjJYD7Cj2mq1svcn0XmcySrBpELlHsxtaK0QPJZBtk2VvGmLeHRClk2WHEqRXy8k0Mqhyq+0TZLR2hSTKNG8dvlYm/3jcWcJ/UYSrCpVWSo1bNgw1jZVzR4rZInUHrn9Mqr2E6reIDxWQt/CxIkT2WdC/gq0LdH/ctvV4TrbBSogwMAk4BgDHcb3yZ9FqASYghZFsBS2lhY7IMDa6aAxAqws9oARYELogbjmZpfRLJHB8qsEWHXRL5dil+AeN0fIW4yKiqIrePrMahOViMq1lQgjki/0tVtn6e1FVgW2KLqFoXItQtseVQfKHaWtUCD2lJB3gW2Rr9Dc5t1mC33ZBZ0GM7y1rV37Toj8BBU5c+YMZfY2MMuyUQ1HjhyRs7XrSyF0NiTQ/nNHbrn+V9ABARY7xSpUFdfuoLdeZd+L9tdZtacsUfVraLPZqqqqmO2IUTUmnJRCkGycP3+eFmVBEtYnpEWkeCzizQnlDRE6YiOUjOHR+nTcUlVc1Zj2Dkjq94+3nSW0/aZF/D9CINqmrdljhUxodcZI9XuDoa1E9WWpdkHbEp0vt70CrLNdIAMBBiYBxxjoMDkb94szlY8hC3Da0khaVAUlsrUdE+DkRXt441qAACuL3U6AAQABRyvMgaW6urq+vp6f2kF3RquXHcAvlYAuBgIMTAKOMdAxmhqbdO5/rq+u4/k0CAGmyFwTt/+znalL9lHQB1oUqygbL6CBKhfZtFFjqeL53ECAlUUIMACgvZhNgBkWi6VG8/4k0I1gY6c6g+G+4JdKQNcDAQYmAccY6BgXDxWK05Q2KEPMR9tUr/alyI89KAvwoR1pKcH7stbFU9AHWhSrKBtlVhWnoGqpcpFNG2dTjrkbyIEAK4sQYABAezGnAAvk9yeBbsQqH2aTbhO/VAK6HggwMAk4xkDHyI/JE6cpbVAGklVVIsXxllug05ZFRr6/KXnRHhLahHlhFPSBFimRVlEGyubxFmiqlipXJcqRty3F3UAOBFhZhAADANqLyQVYYLfb6+vrnU4nP+sDs0LWGuTlgV7f8UslIFBAgIFJwDEGOsbhsHRxmtIGZdAX4KIDJ/d/vutkdN6BlTEHQ1Mp6AMtUiKtogwdFuADK6LdDeRAgJVFCDAAoGdjsViqq6vl9ycBAMwGBBiYBBxjoGNkrr3+vK42KAOZasqSfQWJR2gxaubmkmPF9EEIcPynO/ZOWxc7e1vE9I1RszZT0AdapERaRRmEAFNBKk4fqCqqsE0B3v/ZLncDOSYV4AXvrKaUjcFcUNfO30aLZMUiw+6tUZTywdhFbDEpTnHUt5/5lC1OHvYJLVIiW6RstLhnWzRbpFj8/lpKWbdgO1ukDdHiwvfWiAwQYABAj0R+fxIAwFRAgIFJwDEGOkbyoj3iNKUNykCmKt7rS2bbUFtPH4QAXzl+Pnnx3sL0Ezkb9x/fl01BH2iREmkVZRACTAWpOH2gqqjCNgU4asYmdwM5phPg90fOX/Hppp0b9ikp4fH0mSIiLJYWwzdHskWKxNgUStmyfBdbPJCWSYsktGxx7QJFmDPSMtkiG+ClImyRYtemSEqJ3BnLFpnu0kbp84yR86kZEGAAQM/GZrPV1dXh1mgAzAMEGJgEHGOgY8R8pEipt6AM+gK8d9q68Emr90xdu3vy6j1vr6FQPkxdS4m0ijJ0WIAp3A3kmE6Ag2coY7MBZIl7nBkCDADoJeD9SQCYBAgwMAk4xkDHiJqxSZymtEEZ9AXYeqk8bVnk5SNFh3akFSQeoaAPtEiJtIoy9FgBnjVm4fqFoesWbmdBn7WL3jKItaoU9lnOoEqRF6kB1AwIMACgV2G1WmtqahwOB//jAADocnwXYAQCgeh2QScxfQFuMzoswPveXe8+iXJMJMARYdcnqQp4sJuuIcAAgN4Gmy4LE0cD0PX4LsB8GQBjwDEGOsaBFdHiNKUNyqAvwGVnS1KX7DufU5C3NTk/Jo+CPtAiJdIqytBhAY7/dIe7gRwTCXBqYvrmZTtNEqlJ6RBgAEAvhz0njBmzAOgaIMDAJOAYAx0jb1uKOE1pgzLoC3DUrM173l4T+f6mvdPWRby3gYI+0CIl0irK0GEBTg2JcDeQYwoBnv2KIsAmZPZECDAAAFRUVlbW1NQ0NjbyPx0AAAOAAAOTgGMMdIz8mDxxmtIGZdAXYBEZq2JLT1+iyFgVI6d3WIDJzN0N5ARYgJPdAjztuTlLZq0zYUx7fi41j71jCQIMAABWqxU3SANgEBBgYBJwjIGOUXTgpDhNaYMykKmmLYtk2aJmbWY3NpPTXjxUGD1rC8uWGhLhqKk/tCONgj6kBO9j6TEfbbt0uIgJMBVkY8JUFVXYpgCTmbsbyAmkAOfm5qYmpk97TpFM0wY1jxqZm5s3fTgEGAAArlNVVVVXV9fc3Mz/ngAAOgcEGJgEHGOgY9TZa8VpShuUgUxVlUhxev/h5qbmhjrH+ezTtHguI/9kNB9Jpg/Mls/nFFAGykaZ2So52hTgiuJSdwM5ARNgEks203JUePzuLVGmDWoe2S/99Luo894EAIBujs1mq62txQ3SAHQSCDAwCTjGQIdJDYkQZypV0FomwPGf7jiTdPRoeMbuKWtosb6qNnnx3r3vrKMP+z/fVZB4VIwkFx3IJ+NNmLez3l67d9q6lMV7mWNTwaO7M6gSqooW9QU45qNt7qZdJ2ACPOmpjz+euCRmdwI5sMmJ2ZNATZ30lHoXOhm8NwEAoKfA3qXU0NDA/8IAANoDBBiYBBxjoMOcTTkmzlSqoLVkqpHTNzpq6s+mHC8/d7U48xSl11qrstYnuB8JdsR9vD36gy2U4fKRIgpHdV30rC2xH29vqK0nj83ekFBjqaIi57NPlxddpUooQ8T0jfoCfHR3prtp1wmYALOYMXL+nDeWzn1ruWmDmkeNVDXbL8F7EwAAehx4lxIAHQACDEwCjjHQYZigegxaS6Z6YGWM5fw1Wtz/2S5S311vrbx0pIiVrbVWR87YlB97kHT3Qu4ZClJiWqREWsXyUGYqQov7P9tJlVguXEtfEa0vwGVnS1hZQYAFuDcH700AAOjR2O12PCoMgC9AgIFJwDEGOkPm2jhxspKDVpGpRs3YRH5LWlt6+tKFvDP0wXqxLGnB7tiPt5/PKaitrK6z10Z/wCfEiv5ga729lhJpVezs7UkLd1svlefH5F3IO1t66iJTZdJjHQEmzXY3qhUQ4IAF700AAOgdVFZW4lFhAHSAAAOTgGMMdIbKy+XiZCUHrSJTzdua3FjfcK3gsv2q1V5qbah1xM8JYxnCJ60m1z0RlSOKUJyMyq21VtMqtpgwN4yKUEH7VQtVQlVRhToCXHKs2N2oVkCAAxa8NwEAoJfBHhV2OBy4QRoAGQgwMAk4xkAn8TgI7GxuJjcmZU1asFtJeWtlYfoJykwfRB7lvb4bEsQiBS2y9wbzeEs5OAvTTrBSVBVVSNVS5dfztITH4V8CAhyw4L0JAAC9FYvFUlVVVV9fjxukASAgwMAk4BgDnYSMdI97hmc5EueHn0k6Wnr6kkiJna3MzywWKRQBXt9agNe3FmD3wRnz0TaxSGup2sTPd4kUEVdPXXQ3Rw0EOGDBexMAAID7XUp1dXVNTU38rxMAvQ8IMDAJOMZA5zm6O1OcskQc2pGmzGLVsqi9ddlHAaaCYpEqpGrFoojMtXHuhngAAhyw4L0JAABAQrxLCTdIg94GBBiYBBxjoPM0NTYlL9ojzlosyFRLjheTvrJgb+gVixRlhVfYM70iaJES5RQqQgXFIlWoFWDK0FDrcDfEAxDggAXvTQAAAF6w2Wy1tbV4Whj0EiDAwCTgGAN+oc5eK9+rTKGMyvr977lT/cjxvnfX20utfK0nIMABC96bAAAAfIBkGFNngZ4NBBiYBBxjwF94fBjY6PD26K8AAhyw4L0JAACgnQgZxuxZoCcBAQYmAccY8COko13pwOdzCviGvQMBDljw3gQAANAJKisrSYYxlTToAUCAgUnAMQb8S+Xl8qgZm8QZzKDY9+56j2/91QIBDljw3gQAAOAnIMOgWwMBBiYBxxjwO3X2Wu2cWH6MmI+2kWbzjbUFBDhgwXsTAACAAVit1urqasgw6EZAgIFJwDEGjKCpsSlvW4o4j/kxUkMidOZ81gIBDljw3gQAAGAwkGHQLYAAA5OAYwwYR+XlcvJVcTbrZOz/bFebU15pgQAHLHhvAgAA6EKYDNfV1TU1NfG/hACYAwgwMAk4xoDRkLWSu4pzWgci5qNtvsx35REIcMCC9yYAAIAAARkGpgICDEwCjjHQNZSdLTm6O1P1rmD9iJqx6XBYuo+TXXkDAhyw4L0JAADABFgslqqqKpLhxsZG/hcSgK4FAgxMAo4x0MVUXi4nE04NiaDQzhfN0ikDCTMv0DkgwAEL3psAAABMBmQYBAQIMDAJOMaAGTDujAcBDljw3gQAAGBiSIbtdnttbW19fT3ulAaGAgEGJgHHGDADxp3xIMABC96bAAAAug/wYWAcEGBgEnCMATNg3BkPAhyw4L0JAACg2yL7MO6XBp0EAgxMAo4xYAaMO+NBgAMWvDcBAAD0IMiHa2pq4MOgA0CAgUnAMQbMgHFnPAhwwIL3JgAAgJ4LfBj4DgQYmAQcY8AMGHfG64gAixM0ojPBexMAAECvgfkw5pcGHhFXCHxZg3GXgwDI4BgDZsC4Mx4EOGDBexMAAEBvxWazwYeBQFwh8GUNxl0OAiCDYwyYAePOeBDggAXvTQAAAMANfLiXI64Q+LIG4y4HAZDBMQbMgHFnPAhwwIL3JgAAAOAJ8uHq6mry4YaGBv5HG/RoxBUCX9Zg3OUgADI4xoAZMO6MBwEOWPDeBAAAAHyA+XBtbS35MF5B3CMRVwh8WYNxl4MAyOAYA2bAuDMeBDhgwXsTAAAA6BCkxFVVVXgLcY9BXCHwZQ3GXQ4CIINjDJgB4854EOCABe9NAAAAwE9YrVa73U5KzG6cdjqd/K896A6IKwS+rMG4y0EAZHCMATNg3BkPAhyw4L0JAAAAGIbFYmHvXsK90+ZHXCHwZQ3GXQ4CIINjDJgB4854EOCABe9NAAAAoGuR753GDFvmQVwh8GUNxl0OAiCDYwyYAePOeBDggAXvTQAAACDQ4N5pMyCuEPiyBuMuBwGQwTEGzIBxZzwIcMCC9yYAAABgPti905h3uisRVwh8WYNxl4MAyOAYA2bAuDMeBDhgwXsTAAAA6Cao7p3GQLF/EVcIfFmDcZeDAMjgGANmwLgzHgQ4YMF7EwAAAOjOkBWz26fZWDHEuMOIKwS+rMG4y0EAZHCMATNg3BkPAhyw4L0JAAAA9ESYGLMJqB0OB8S4TcQVAl/WYNzlIAAyOMaAGTDujNcDBfgX/1r0l5HLVIkmDN6bAAAAQG9CFmN2K3VzczO/KundiCsEvqzBuMtBAGRwjAEzYNwZrwcK8Owlu1PSs/748lJVutmC9yYAAAAAKioqKyt7uRiLKwS+rMG4y0EAZHCMCehE9N70GSNHjRk9Ztzsjz8pKyvnK4DxGHfG634C/ItnFv3uxRBVohzLN8Xk5eU9Nn6lKl3Ej59c8MeXQ37wuDq9i4P3JgAAAAC8w17RxOaj7tliLK4Q+LIG4y4HAZDx7zFWWnqttLT0ytUrFoul280n36YA09mppKTEvYNXbTYbTwX+wLgzXvcT4Hkr9qWkZ/3hJa8OvGR9FAnwI+O8CvCsxeEZmTkBv02a9yYAAAAA2o8sxuz1xd3djcUVAl/WYNzlIAAy/j3GPpr9yYyZs96fOXPNmrX0a8tTuwltCnBkZBTt3cxZH7w/Y+auXbt4qmmgU2V+/qncvIOZRFYWiwMZGbl5eebXdePOeN1PgN+bv5P8dvKnoap0EfoCfP/TCxNTMtIzsvWHkbsgWGcCAAAAwO+QGws9JpgeNzY28ssfUyKuEPiyBuMuBwGQ8e8xNnzEKBLIseNemfnBh9fKrvHUbkKbArx+/YaJr75Oa8eNn7B06VKeagIuXy7Zti30k0/nvvraGyNGjhk+ctSIkaNZUGsnvPLqiRMneVazYtwZr/sJ8EOjlmfn5IZHpXi7h1lfgIdP20hrF62NVKV3ffDeBAAAAEDXwp43JpgeszuricDOUy2uEPiyBuMuBwGQ8e8xNmbs+JdJv0aP/Wj2x2XlZTy1m9CmAG/YsJFkkjKQ4i9btoynBpqCgoLp788YPWY8dT61jULYLwSY6H4CTN67ISyBJPaJiatUq1joC/CyjcoTwv96Y60qveuD9yYAAAAAzITFYmF6zGbkIpgeG31/tbhC4MsajLscBEDGv8dYzxbg9PQDISHLVqxYtXz5yuTkZJ7qbxLPfrAi+9ercn5/5MpWnuQdq7Vy7rx5Y8ZOGD5iFBv4pQ/0FSiL7hg1asxrr78JAW4f4gQdqBj7/maS2NlLdqvSWazY7HUSrN++sCQzKycqPu2nTy1Urer64L0JAAAAgG4F02NxfzV7y3Hn768WVwh8WYNxl4MAyPj3GOvWAux0OvUFuGvYdPCxWelB05OCyIR5knfyDh6iBg8fMZq6fcyYccFLlkRFRcfGxsXExLKgxf37E8vLK3gBs2LcGc+MAvyzYYtemLL+/qe9OuqvnwtOSc/an5zxi2cWqVZRvPVJ6Lbdib/+d7AqnYJWkRvPXBSuSpfjiYmrHvU+g7Qfg/cmAAAAAHoQYgCZYIZMMEkmdIaRxRUCX9Zg3OVgm5yurNpadHFMxsH7I+K+sX3vFzbuDNq48z83hw/cGfv3+Mw5x8+kl5ZX+/wvgEMVlqVni4JPn1niPYJPnVl5+mz4+UtppRXnq2p4SU+U1NauKThLtYV0NIILzm4vPl/TcL39pXX1U3KP/Cwy/o6wPbfv2HPv3pjRmXn51jYmDWpsbl5xqvDPcWmDdkbfFho5dGfcUyl58ZdL+Wov1DQ0pJeWfXI8/9HEtCHhkV/bsruPu3u/tGlXv9B9v4jYPyLj4MozxVllFqvDwcsYjH+PsQ4IcFVV1cn8/GPHjstx/MSJ/PxTFy9dqq+v5/kkSE1p7cmT+WfOnKXFuvr6kydPJiUlxyrEHThw4MyZMzU1egfSlStXjh8/np5+IC4+ITExKTc3r7j4vL2q6v0Zs7QC3NTcfOnSpZMnT50+faag4OzpgjOnThVcuXKVrVVhtVrPn79QUHCGdooayYKaSi28dq3Mlycvthx68r3EoGmxQcmFH/MkL9AZZkfYztGjxw13P3q9e/fuNv83R0XKKyquXbtWWnrNXmXnqa2hPJWVlaVuxOxZ9EXQN0W9Smc2lkKrqJ6yMv/8m8O4M54ZBfj5yetJU5dujNZ5U9GitZGUZ9jra1TpLH74xHxVCosNO5R7px8eu0KVLuKp19ZkZuds35PYBS9J4r0JAAAAgN6H1pPFFYI3TzbuctAbzU7nnguX/56Q9vXtEUE7YoO2RQZt2hO0cVfQhjB37AzatDtoK62K6bN5zw8i9s84fPJSdS0v7J0/x6X2iUoOCotsI0LpZ3SfLeG37oj8fXRS8KmzlfUeDHDUgZw+EQlBuyKCwiKCdlLs67NjX1DYvj4U9GGn8lmJlnRllSp9Z2Sf8DgyfF6jyzX/ZEGfHVFBW/cEbdoVtGln0JbwoD3xow7k8dVeKLJVfWljOPWG0kvUM5v3Bu1Juj8i0dHo+d0/lQ7Hx8dP/TAyvs+mHUHb9yob2hDaZ31Y0PodvIdp61v2BG2PpM7vszF86N79L6XnxF8ucRh8N75/j7EOCPDhQ4epFAUpnAiqYcTI0W+8OWntug2FRUU8awt790WMGz9x5Oix4ydMPF1QQHmUe31Hj6NSFKSvI0eNXbZ8JWkwLyBB2rZ7z9533nlv1GhFdEWRCRNeXb5i5RtvTKKqVAJcXVOzaPGS0WPGiwdrqbXBIepJsCxWa3RM7Nx5816Z+JrIKYK2smnzVl9eDbX18FPv7Q+aFtO2ANfV1a1YuYq6y737Y8+fP89XeIcasGr1mpmzPpwx88PVq9d4nKn74sVLtL/vz5hFERcXRylUat++iJCly5YuXXbgQIbFYt0XEfH55wsow5y5c1mpTmLcGc+MAvyrfy8mBSVT/TDY803OFA+OWPb2nB2/fHaxKl0/Xpiy/tUPt6kSRfx5+NK4xAO03fEztkCAAQAAANCVeLxCkD1ZXA76Mp7ceU5YK/+ZfOCGjWFBoRGKhm0g790ZtJ4kjYIJcIsGU+Km8D7bI/qERn5vd9yK04Uu3UGtB+PT+oTFaOpRRx/l546gTWEkon1Co4K27P1xZFLMxRJei5um5ub/i04MCosK2uiWRmrtxh19FIHc0YeCPtAiVUKhSVcSW9KpPdMOnuCVulxzT5wmpZdUPyxoR/Tw9Fy+2gv5VttXt+wOolB2zR07oh+ISq518PExmZyyip/HJgdt2xu0fZ/S7HWhSqyn2HFdgJVw1+PuYbcJR/7Htt0vH8ipN/KFuv5Vjo4I8OEjZIxUhCxOFaR2Y8dNmDrt3XPnzvHcbvZFRI4b/wploPUzZipjtmSYckFapIJT3p5WeLaVPNfU1Kxdu45UVrs5KkLeSx/c7VcLcPCSpWytO5ScS5ctZ2sZ5eVlc+d9RulUs6oxLKiRW7b4WYBra2tDli5lu08dcunSJb5Cl/XrN1IjqX/GjBmfk+PhOE9KSqF9HDv+Far5wIFMSqHzzyefzJn46uuUMmfO3PkLFtIXPUr5R8OY8RMmsFKdRJzx+LL/MOkzwH94KSQ6IZ1cVMdXvcUv/rVIZ4zXWzzw7OKwfcm0xXc/C1OtMih4bwIAAAAAeBFgGXE5yJclPN53LWa3JtqryuHnL9+6Y1+fsKg+G0l9hYy1FRt3ks712bp75IG8qpa7IrU8FJ8eFBbrVjtNDTpBle+I/MrW3ZvOXB/Uqm5o/FlUIqWrM7cnlEHX0KhXsw7zSl2uz04WBG3erQzAimw7omin+GovnLLa/mvL7j6bW5X6ZVRSnXRzNSPrWnlfZZQ7WtkpkdnHCI/9wb74Hi/AJG+qEWAW5I1UG61ds3ptXV0dL+ByRURGkb/RKgrKRvonl6JFtmrsuFdWrFxFvx28mMuVl3eQElkGJqVSKb45CpUAV1VXL1q8hLbYUrMy3Lps+Qq2lnA6natXr2a3IlNQVXLNLMiNN2/e4ncBXrpsGVXuFuCJF30T4PxTp1hv0x5t3x7KUyU2btw8ZuwE2sc33pxksShDxHRW+eyz+VSKNjR6zFi2RRYTXnmFleok4ozHl/2HeSfBenT8ytT0rJyc3Ocnr1et0o8l66Mys3La9Rzvff9csGprLNnvgtURqlXGBe9NAAAAAIDOCXC7sNls3JUlWyaYKhNbCou/Fhqh3IG8YWef9ZLOsSAtJDncsjtoc7hHf+uzKbzPjqh/JGVYPY18Eg8lpJNauwdgpYJUlXK/sRQe5XB7xP8Ljcws5R7V2NT86+gkxSRV2doTigCHxU09eH1S3M9OFPTZtLv1CLCPArzXPVp+vZRWgMvrHT+NiO+jbTPtL/Xqtn20j+7YF7SVaqNmSP1An0MjZx4ydv5e/ypHBwT42rVr8QkJ5LSRUTyioqMjIiOXr1jJBl1Jt6ZMmXbx4nW7Uwnwq6+9vnHjpsTEpJTUtMio6E8/nUvprOBbk6YUt9wY3NjYuHnLVlaQ1r762hvbt+9IS0tLTUuLjIxaHLyENjfCPZuUSoDp1+TgoUPRMbHr1m+YMGEi+a1KgEuvXaPaaHPD3SOxwUtCdu7avSt89y762RI7d4UfO3bcl39OdV6A6+vrzp+/cO7cuYsKlyguXFA+WK2VylqH493p79Ne0P5++NHs8opW82PRCYM60G3Io+fM45MUUA8wAXZ3neK99HPylLep+IKFC1meTiLOeHzZf5hXgClenrqBpDTtQJa3dxppg3KSM1OppRujVau8xQ8fnz93+V4qsmFHfFfODs17EwAAAACgCwVYn6gzhV8j6SIBE9IlgnxsZ0yfLbv/c/Our2wO/wLp8Y4o8rE+G3cpDinnJH0Ni1EemvV0L7TnEeDN4VRzny17eGzdw54BVqqSs5Gv7oj8c2xSQ4s2PJ+aFRSVEhQeF7Qr9nqEx3oYX12/Q5F2tlbK3Cc8vs/etA1nL7AKiY6PAFMXUculUloBDjl9Nih0n3r3N4UHhUZ8dXP4d3dG3bU75u49sYN2Rd+6I+I/lXR3P1DLKVtoxHfDIq/48KB1Z/CvcnRAgD3idDrJ7tasXed2LWVYNT//FF9HAhzBBZgs7q23Jp86dUqe/Mlqtc6d97koePToUZZeXV29YMEiaps7fXRmZpY8HkubS9ifSGupoEqABadOn37zrcmURyXA+fn54ydMJBElpdy2bTvpIomuFh/fPb79yDNMgNPPeZ0kj+FNgE8XnH5r0uTXXn/z1ddef+21N1i8NWnKunUb2KRi27eHMo8dMWr0oUPX74YgqJ+poLuXRu7Zs5clygJMm5v2zrsHDx2urKysqq7Wn2zMd8QZjy/7D1MLMAWbt/mN2b7eCM1eApyVneP7IPCPn1ywPyUjIjb1/573MHG0ccF7EwAAAADAHAJcfLX0hySHoRr7JfsKjbhtx74RyRmLDh/fdfrsvoKiDcdPv5918HeR+8l++2wlo1MV2d1n8941+WfpipyQ78f+S1wa6fH1nJt23bAx7NWsg6sKila2xKozRfNOnB6WkvVFNi4qDRf32RT+hfW70kr5INURi3Vy7pE3c4++mXNYxJTcoy+kZn5xY6jyCLEou2X3t0P3TczMU/JnHxbxVt6xDw/nl9Vdn1vYOAFudDY/GJeiTHkl8lBs2nXj5vAJWYdSrpRaWprhaGoqtlfHXy6dd6LgseTMr20KvyE0+gtb9mwoLGYZjMO/yuEvAWaQkTKPJbE8evQYT20ZAWZ+G7ZzJ0+ViE9IYGtHjx2fm8u/ShK2Tz+dN9KtuG9NeruyUj3Rd11dHXkjCd4oL69BOl1wxqMAFxScGf+KIsCUvm1bqC+ia6+/ctGaU2I/rI01uX9+N0ER4H0nJ16xH1GtLbEdulZ1sqFJ+beINwE+cfLECPoS3M/oihg3/pXFi5dQEcpAxk4CTP1D31fojjCSc1aQoK5TRsLds3adPnWaJdIvsrgFesIrr2ZlZbN0PyLOeHzZf5hdgCkeHrNC55VIFL99YcmTr60Z8c7GGQt3kf3u2Jv0xuzt9GH77sSJH2x9fvJ6quHH/1ygKiXHn4cv9fjaJEOD9yYAAAAAgDkEeGb2wT6hka1u/aXYsoe8a2xa1tGLl3g+iZJrZRtOnBq0I0qZokkutWFnUGjM4J2xpy9f4Vlb+GN0UqtboDeH/8eGsNizRR5vyV5/5txNW/YEbb5ulX027OyzLXr64eujfx45X2n9r83bgrbsvL6hHZEPRO3nq3UhAe7ELdCk69dLqQTY4nB8Z0cEH84VERo5Wrfy5mbnMUvle4dPBZ8469OIYefwr3J0WIBramuvXLly7ty5wsKiwiIemzdvZQJM1XoUYFp76HCrAUxGTnYOE+Ax4yZkZeWwRKvV+smceaNGKQI864MPbXa1ADc2Ns6c+QG5IhmglxHgAo8CbLFYXntNmSDK7Yevbdy0OTMz8/Dhw8eOHSfVvHjhIh3hPGsLiYUfvpcQ9H7cV7UxLeY/psYETY0Oejfmxvfj/ku1dnrclz9LvvOqXRnWpmo9CvCx48dIf8lUSXrHjlNmC6MvhXYqJGQZa4ndXvXe9BlUispOf3+muAu6oaFxzdq11Le0atKUKVXV1S3pXIBpx9997/3qlnQ/Is54fNl/dAMB1o+nXluTmJKRk6vc9swY+e4mSt8arswjzUjPyF62KaYLJnZuV/DeBAAAAAAwgQAXl5beuWtf0I7WY7lkp1t2z847yjN5Ie/i5bt3RbceOibzDO+zPXLhoeM8Uwt/jEpqdQu0W4BDT+Tz1RqGJaQFbY92T0Ot5Hc/shv/+P5MEma67FZc2U1dXR1zZoK85UR5+Vc3be8jq2Zo5M8iE6p9eJuucZNgXayu+W/yeVmSlWyR7xw6znOYAP8qRwcEmDwzMio6ZOmy92fMnDRpyutvviWC/I1qo/AmwORv8q3Rgry8g1yAx07IzvYgwB98+JFWgB2OhpmzPqRC7RVgYkXLE8sU9IEaPMJ9j/HYceOnTn1n6dIVKSmp8n3aMaenfnIwaHqih3gnVrFfinfi1asoZqYGfZjwzRLbQaqEfhE8CnDptdKwsJ2hoTtCd4Rt2ryF9ZUswM3NzWE7d9JeUDoVP3aM9+2VK1fIhymdKly+chX9arF0+i1jAkyVUBexRP8iznh82X90ewF+eMyK1PQsstx9sanDp218/JVVLP3XzwU/8+baD4N3Mwf+fFUEBBgAAAAApqXNKwRxOciX/c3u02dvUN79Iz2bSp+3R7yYeIDn0CXp3Llbtu8O2ir0b2fQ+l19tkf9LmJ/aXk5z+TGPQJMQttqBFhHgD/POxq0cbcS7vxuAY79Y3QKX+2F9MLCr2zcprzNSJh2aORP9sZeq6x0+7JamPmlsZvOjQDr3QJdUlN781aNAG8K/++t4bOP5Z+w2uqbWrUkIPhXOdorwGcLC0k1R40eR5LGxHLkKGWSYfaTNExXgJUBzPz8fJ4qkZubx1zUmwCTxdnsdpYu6IwAl5Ze+3TOPCrIms2fsOXTUyvvHKLP20NDxbGXdu6zT9K+8Wnybar4JOm26fFfYSPAM+NvnpP8XU2GW5dl/uJatTI1Gh3YHgVYxul0UpspgyzAxIkTJ6ggdRHty/btoU3uu6CPHz9Bxs5anpycwnIS9FsDAQ5kkPTuT87Izsl9ZdZWOf3n/1q0MSyB7HfR2sgfP6l3C3RAgvcmAAAAAIAJBPiVtKw+2yJaTWe1Zfc3tu49cvEyz9EW41IzgsLkG6F3Bm3e899bdh9uXYN7BFh6BrgtAV508NgN5KItOuoW4BiqhK/2gluAt7Yajw2N/PGemAtXr/IcXrBYLLMPHdOOAL+cms1smfD46hpfngGuaWy8a3esp0emdwVt33fL1t1/jE8dl3lw0cmCuMul56tqxFxfXYl/laNdAmytrPx8/sJx45X3EpGJsZ9yMPtlAnzkCJ/LijBMgB0zZ37ApkdurwATdCzFxsV9/Onc8RMmDnc3m7WB7RfT1Lw8ZeSWqHaUXqrMu2I/KsfVqmMUa3MfbHkG+NWrVcdVea7Yj5RVn2psVl4K5YsAU5433nyLMqgEmA7+GTM/oB2hVVOnvWt390ZUVDR1NaXQzwsXLrKcBP0WQIANjx88rgzqqhJFkAPHJx0g1xUjwBRsQqwFqyN+9MR8kWie4L0JAAAAAGACAb5/T3SfzeGtBHh7xLCEdL7aB/YVnP3SJvJG6a5jqnBD2JaTp3kON+29BfqFxAN9lFmp+YgxtbBPWMyjsb6MADMBbhlq9k2AiQ9yD2sF+HkvI+EkUcobpez2vEslX92yRyXAD0Qm2mtaPe05MetQn520+y15rod7uq8dUe6ptvd8efPub2yPvHtP/EtpuWvPnMt3v66ma/CvcrRLgHPzDo4arczPRH742utvbt68dX9iUkpKKovU1LSly5YPb3kGuJUAu2eB7owAz/rgI60Ak+a9+950qrNjAsygY6P02rWionOHjxzJys5JTEqev2Ah20f6uWhxcJtTZIlZoNOKPuNJXpAFePyEVy9dvsxXSNTU1Lzx5ptaAaZmhIbuoI5lHUXdWF9fvzh4CdVG8eGHs22267eIQ4C7IqbNC9ufkvGY94mdl22MId396+jlpMq/cs9oFewW4Ha9ELgrg/cmAAAAAIAJBPjrW0hWd7YS4LDozw+28fSvTP7lK3eGRbd6hRI55ObwT/IO8xxuPE6CFXX6DF/dmq0nT399G3uwtkWAqZFbI95Iy+E5vODxFmjfBVh7C7Q3ARZkFV/4Km2u9S3QP9sbX1J6jeeoqKisrEy/cPF/duzzMNW2HJvClXm/tuyjPe2zPbJPaMS3QyOeT81Mv1rKL+GNxL/KIQT4448/Ka9oQ4CjomLGjVemaBo5euyBjEx5LmJGdHQsmZvbY/0wAkxfx5w5fBboWR98SKbK0gWUgTyc6vT+GqS2BViL3V5FDky7QJuePGVqU1Mb4/wdew8wdcjlkhK+QsI9AuxBgImDhw7RntIqim3btl+9evX1lrHibduu361NQIANj18/F5yYkkE2u2xTjGoVi/v+uSB0b1Jmds7IdzdtCEvYn5xBwsze7jtm+mZVZhFvzN4WwLujeW8CAAAAAJhAgNUOtnEnSdrG1oO3+pSUlf1sX5wyhilXsnXvtMw8nsONegR4064vbAibkp695eTpzSeux+pjJ4enHLhpc1gfUsr1LbZMAqy8BmnnvtOFvDovtIwA01aMHQEWuAU4XDUJlkqAGSFHj395m/sFv/IT1/qhvIQ56qtbw6fnHalxv7jVOPyrHEKAZ836wGZrYxw7PHwPeziWSl3V2D758KJFwbSWCXDnnwEm4/388wXUNqrzrUlTbDa1AMfFx5PgUSn/CjCxcuVqajCVouL19W1MzOa7ADscjrVr11EnUJtHjByVk5vLV0iQu77+hmcBLisv/+DDjymd1r7z7vTklFTWadRO0WkMCLDh8e5nYaSyRHZO7iPjPIzo/vaFJQlJiiEz0jOy+ae8vA8Wh6sys6AiaQeU2bPGzdiiWtU1wXsTAAAAAMAMAiyP/VK4BXjDiVN8tQ9cvnbtZ5HxbQswnwRL2hbFlt19tu69Htv23hAa1Wd7BOmuKmef0Ojf7ou/eq2MV+eFlhFgabqprhgB3t1qgisvAkxsPnHqrj0JQdsilcehqcjGliL6sXV30I7IV9OyeS3uIWXl9mu7vaqqikyGQXLC8OX1s1r8qxyvvzmJBJiE6pWJr+6LiDx7tvDChQvnz4sgLtTXK8+vEnv3RbAHgMm4MjIyWSKD9nTP3r0kouRjVCGpV7tGgHM8CTB1EekiKRxVSKuiomOEA1dVV1MDJk2aMmLkGLfAexPg094E2Gq1Xrx0SRXE+QsXkpJTprw9lZpK8e709z0+Ui7juwDTNx4VFT16jPJPB+rG92fOOnz4SF3Ly6Vp7bVr1yKjot19pcwCvWTJ0pqaGraWsXXrduoiWkttm/bOe+56xrz22hvFxa1eQE1dBwH2f9z3zwW/fi6YdJcENTU9a39yxvQFymt+t4Tvf2HK+r+MXPbAs4tF5r+OXu623byt4YnPTV73h5dCZizclZKm+O1yL4PG7KXBRHhkckAeEua9CQAAAABgAgH+OsmVakCy3bdAl9y5K0p7C/THeUd4DjeeBZg2rQr3/ditbsmm2B7xtW0RsWeKeF3eCZAAt3ELtMzZkquzc4/+OipR0ebQmKDQaMWHt+1TBnspRdm60gnXa2OxZc8Xt+yKOtPGALiMxWJhkizeGuW2Y/Xc1wL/KkdIyDKyKeZjJKiTp0x9993p77QOsmKWOSUlhUyS8lOQIq5fv2G7QuimzVvmzJ338stKJVQVhXoEuEPPABOJSUlUFVVIq8jl5s37fMXKVStXrf7s8/m0SLW9PFxpfHtHgEk1yfanvz+T4r3pM0RMf38G7S/VTFZJW6Td2bY9lJfxju8CTBQUnHnllddYR1GrJr76+sJFwavXrF2zdt2y5Ss//Gi2ux+UtWPHvbJixSrVYZCVnT3hlYnuL0tpHmWj1i5ctLiqqorncAMB9n+Q34btS5IHct+bv/OHj8/fsTeJLWZl5ySlZi5cE/njfyo3MN//9ML3F+wiVZbfdfTn4Us/WrL7+cnrRQoL0t2/j12RQlKdkkE6TbW9/tE28m1VNqOD9yboNKWlpQ8++GBQUNA999xz6ZKHd/R3IyIiIm688ca4uDi+7DNUkHpgxYoVfLlnYdDedaNOKykp6du376RJk/hyF+JjL3Wjzly4cOFNN910+rSHuzp79u8RMD9tXiGIy0G+7G/u3xtLstrKtZRJsNL4ah+ILCj68sY9qkmwbti4c8vJAp7DjfoWaB+DlDgs6qate5YePsEr0qVTt0DnHFa6ovUt0C+0JcDZ7hFg91PH10vpCDDj6rWyxKLzy4+enph28C/RaUN2xv3PtogvUx9uiQgKiwvavDdovbqj+mzf92R8G3OAtQsxjMz0mI4xZsjaR3A7APkYaRLTWhIq5ooiSJ/o57Fj/DXIxcXFkye/PdptpCSf5LQt8QpVQilMySjUAtwyAkwZ2iXA165dmzFjFtXGmkebZlukFFqkoHTaHAmwMomXJwF+481JbF+WLlvOU90CvGbNBqqEgsqKYPurVOvuimnvvHP16lVexjvtEmD64rZv30GVU3dR4+kntaGlGye43VvZKfrw3vT3CwoKeLEWyssrZn3wIRVh/UxBpXaFh6vuJqCtzJv3OWWjembM/ICn+hVxxuPL/sOkAvzwmBU5dJzm5SWmZMxYuGvM9M0/fWohpf/x5ZA3Zm8j73VbcN7mnQm+P8H7p+FLZy/ZvX5HfHRCOis+bV7YgyOXsc+JKZmbd+3/fFXEc5PXqQoaFLw3Ow1dzNEVm8DMEsgu4h966CG+7CcOHjx48803077L6mjQthjsKlnGX91ONfsiwGzv5Mv0LrtwZxvy5g8Ea5t/G6PaO+3ud4wu67TOw3bZowCzvVDhxyPfx14yrjNZzX485CDAwLS0eYUgLgf5sr/5/+2dCXAb15nnySS149mp3dlkajK1VVu1s9nszFQmO7Edx8km5SROnMvxxJ5ItnzEliLbukVd1n2f1m1JFCmKh8QLvECQAC+ApCjeBwiCJHjf4H0AEC/xPpT9Gu/5qdkNAiAFkE3p++UrF97r7x39+qnz/dnd7+3MLQJlNUdrcdsgKcvaO6iHI7blFnnE8vY3stbw3yKVFYJtkAT7ABPjP/tlZn2AzK2rLE8GNf58YnpMjbOvZD/JIliXSys8wx9vvMSZQrM6PZcenof0xpa/Dov1nCubf5Kc0efobW0+vWZLdWd3QkPz2ZKKdzIKvx41d2Nhq3mGxf1ddCIt4AbEc2xoaAjkMXvLemJiwiqQp6iecERmZvau3XuIngQ9xjei06qqqonnzMxMamoaKC7Itx6yGlXLW3fu2uN7y4+U2rZ9B/8V6MSk5O1eO8EHmqip4XbEFaDTlZDatm3bqdUW01wr4H/02HHSN9oubX3zZ3v3nz37ORzaus0LZKHJJFzEq7auHnpFtCX0jeZaBXBoqIzWNveUwaw6fNvZc+cbGxtpAbuEl751Ot/jRJbH/cbTNMsu4+PjcoVim9cOIoBJN5iRXZ0uXb7c3EwfvAsIDeWkO1H+cO7QV8GIAXD1L1q3d4KROXb8JM11KeyOR9OuQ6ICGGzdgdD8wmKwTw6HCw5d8EsAyRqTkPnqOl/BITu2/XQk0bq5+VpO6wYm//h9b8j/7HxMuCIjJT2PHA2R3+OXcp/R0XwCmPATsyxPiuzDwnR3iNItW7ZAzUyFurUtAOrny1TyCNpOgO48gprng1z6ZQnT2djON8eYg/u6t4ynv1zYF8CCOeOOv0EsIy6fcnYEMIIsLw4jBBYO0rSrUdU3eUYle4Txnt+CBI1J/nNWIfWwS2aL8esxCdwTS1YcTJ78y+T7JrOFOln5ch/guQ82Y5I8Y9VzLcUzKvFr4XF/H5P0k5SML0orG7t7aBVO8OUTYJ4cdVoA362s+Qr48x9lxyR/Nz6t1e6z3M91ZZ6R8R6yL4uAxWle12TSw4sivcn47bjUOVsrgQAO5fpGPdzAQucYe8V6dHQU5DGoL1BHgu9aOzo6EhOTfHz9Ll66cvHiJWYXLlyE//K/L4WCen3p9es3Dhw8BPpz9569YPAb5FZ5uaGru/v8BeDimTNn+fqtqEh7/vzFS5evfPHF9ba2dprLo6Gh8do1b7DLl6/W1wsfe/b29ipVCWc/P3/w0JH9Bw7u23cAWrx507epqSk7KxuaO3v2XERExOCgcBEvOC9//8ALF+BcLicnp9BcqwC+fz/z8pWrYFevfsEMWr9y9VpwcKi2uHh47kvFdkiu2301//9cyfmn4o7HD5ntMzs7a2w1KlWqK1e/OHrsxKHDRw8cPAxnd+LEKT+/2wWFhSNzP/3lU1dXHxwSuv/AIeuj7y1Hjh7vEO0nDJdJLo+Fq3D27OehoaE016WwOx5Nuw7pCmCwtftDc/K0Ol3JOzvvsEz2JfBPrXsdie2VD2+u3vF4N2BmP3rP+1aYBsomaHLEZS/e5paMVt/L//fNAYJDbjI6mouFr35ZXMjPlFrsy4JUN4lSPu5uSyw5yMg/+d8dxDXbZHkFMPTwe9/7ns2H3uRvAatWrXJr91AA85lvzmzZssWZuSR9XD7lUAAjksVhhMDCQZp2NaDu/ikuBVQiX2t5RCi/Fhl/rqSUOs2Dvr3z31SpHjFQlidrw+M8Y5K9RV8RCwUwuIUp3r+Xc0yrP6YtJXZUqz+u1V/WG2Q19aUdi3nH6ksBzBOxTgvgnBbjc6Bj+WWhk5Eq77JK6iGiuafn35QaD3nSnCfb8pSN2cI/H1R2dn2Qkbs3v7jcufNan1kguCgggL8aHk8PuwEXzjGySTL59timMLYDFABdCgqzvb0DNLbgFVw3AY2CyoWeQ59plgSYmZ2anp0Ae/TI2dHjA0M3OTkJl2By0tmH9sCFi5c3WN9C9/W9BcVp7hLC7ng07TokLYDBrgQkgS79cB/3WjJ52/myNedPe+d9UdknVF1SoudrZmYvvX2dbA4crcokewUTO3yFW2U6OT3v95v8Waa7jY7mYiHPPAFBTAzBIslnER7xJKEwKwXwg0VnfAiCN64FCpOVhYLEE2LW1tZW8o0uH34+P0xn/Wc1i+sksL6x511wytXV1eK2vvOd7/zkJz8hv22WWmgoLJYcYgHMH0bBNeIfEtQzn5hhsA+eGUQVCAqSEN9gMJBzBMh4suEFxGrKTp8ZpCF/f3+beoMcPXnyJNQgOMqvXDDmrPPMRzAIzGG+0yduDptQq9WkuM1Bc9gNgE0bcjQxMXE+XcrvjKAeZxrin6n9hgRnwSBdne9fKCCujf/viw2guH6+Gxt/m91weEXsDwKBeC50ytkZf/Kvg3UGagAfkiM4C2c66fyUQBCHOIwQWDhI027gVHGJZ2zSnFd/wSKVX42M35ynrerspn48ekymkKrab4uVM1hsyr8oUhp6hIJT+Ao02Qe4bs53wk/Ok7wC3WE2/XO8dT0qUpBYlOof5KrI6se3MgZo2rfSsz2ik+fof1m8pyw+qGLOF8smk/ktTYZnwj0YnP8Rk7g9vzi7pRXGkB4WUdvV/a/xqdyyWKxaEMAy5T8r1NTDDbh1jhGeRBgjS4DFYtm9+7ON1o+0lUoVzV1a2B2Ppl2H1AVwiPxekVa3dn/oWR9VbGLW9lOR+y/KQazCD4EnsTe3BmiLdeAQFJUmOEQMVLQiiVtJ6w3ek17IAc389g4bmtl9RkdzUbAnvfajMRIO8gNBASxedMaHXzMffijJ6jl06BDpIV/o8uHnCyJO4iAWwGJI31jHoCc2BTC0df78efKbVcvGcBGhqiBKBki3+f1hwkCgjSH5wQcfkN8AnJ3g9MXXVAypk10aQFCQSBR2aUj3Xn75ZZZDHAQXd74+8yENESXJ/AlEs8EI80cDEFQOiM8a/PlF7A+L+PSdaQKS3/ve9+wMmsNu2Bwl8BcPlMOr7KqGAMFZ8IFq2RW3f4nJtePXA31jk4efz68TSu3YsYNUKHB78ovOIDUvaMrZH3++ACbjwG4LgrNw2MkFXSkEcYjDCIGFgzTtBlr7+l5UpXvKNZ6hoIF5Wi6C27T2H+XJn2YX3jRUKesbUxqawqrqTmhLX02+z72RK/h4mCui8ohMCDDU0Kp5CBfBsgpgeXUtPewinmQRLGBXfgm3BhWMw+M1qGI9ohKeC1e+l5F/vbwyvr4hqb7xTkXtnoLibyuSPGISuTfGqafVohP/Z0xy41z9f6ei6iuyOO7lanCOTvSQJz8ni39Nk3msqCSmtr60vbOtt89ksbT39una2n3LK3/ArUwm+gZYrt6Vr6M1ugG3zjH78IUx+dLYJQtxIQtiamo6PFy2yfrBsNeOXQaDgR5YWtgdj6Zdh6QFMIjVlPQ8kKZFVk1LIJv3nr+VIHAm5hPCPeDNLyzW6UpWedl4ERpMmZKdmVP02vpbm49HHL2qeHWd7+WAJGjl37cs0cvPxOhoLgoWlgnCQQKEaOQoCcJYUiCHAFZ8QT4stmMPguyIVVacVcic2TMumxGnuE7WN5ZDfEgMyncQV8ICU9Yf0nl+084D9fMLCmJofnhNEOcwSFk2pIKa54OUYkE5IChIzo45iOUNGbRF9Jk1JO4q6xUc4rcO10tQlaB14s/XDPaHRXz6TjbBkgRBtQ67IW5FXMQm4tNxYUOCs+ADF5Edsn+J+Z4C+PWTUXWmG09+0RmsZvGZsplAauNPCT6CmtmJk3z+XVTQhMNOLnpKIIhNHEYILBykafegbmz622ilB38rI6a7IhM8FamekarnZIq/kcV+LVThGav2kKuFT4zBZPEeCs36eT4eFm6D5EYBTLZB+lKXLkQAF7S2/11MAqdRWT+JRSg9YjlR+pws7m8i4j3D4ExTbbiBvo1VHymcswFyj9n8SvI9j9i5Y8tVyH3z/FeyuH+ITviWQvNthfpbipS/j07g3t+Wiy5EVMJfR6gKW51dmWwRuHuOLQIUxu5mcnKqqEibmZmVmJh044Y3qN9PN2zatHnb5+cvjI/TXZqXGHbHo2nXIWkB/OtP/Ij0zcotOngp9q1tgd7BKWR16LBYG0tV/ce2QDgarcrcdpJb7yooKu0F0Qa/r3zoAxI6O7coPiUbfID72YXxydzvjcdkAme3Gh3NRUFiLIAfujEgJiNHSRDGkiw6FCtPhz4keIUkP9pjPiyT1SOIUwHWZxYBL1QAs76RGBRyyOmL+yauBCD1kLZY0zYH0CGsfgJ/TGwqBPAXDwhB4G/Hkw+L+2laVFCsduD0xdeOP4BO9pnlkxoEI0wqBB8YFtI9UjnfjcDvobgtQSmBg+D0nWyCdYkhqNZ+N2y2QjIdqh2BmzMNCeq005C4NgaTtTaLs4LiS8mHXz9/2pCjDL4b/3T4LOiiM+z00+aUEyM4fdIN8oGA4FwEvbLfSZsdFrSFIAvCYYTAwkGadhtBlTX/JYZ7OCmUXsTIysyRSvoYU3AUDI4q1G9oslp7+2iNc/nyG+DH/u58AryYb4AJJ7U6D3kidzqCBatBUYPm5x5xq7j/8h+VM4tL/b5K09QzZ9UuTWPzV0O5lbGFzmAwktBQVCL3HnUMWBK38BV/QWlisnhPhWZbThGt0T0swRxzFUQYj46Okveol+Y7YffxCP63TAwODh06cmzL1u0fWzf+JWtib9i4RZOaRj2WHHbHo2nXIWkB/MN3b9y4m3LOV/XL9bdY5iqvoFthms/OxxCHD/eF7L0g/yIwGSQxyFrQsRuOcjqWaFplSnZgZNqZm8rtpyLfsH7f+/aOO5zqteITqj59U8l2Gz7royJNLI3R0VwUJNoDbEaiTDGSIIwv/IgDIMh06MM0pyDas1kPII7/WJ9ZDSSchRx+u2I3VieLbhcngFkm9I3VIO4na45gM5CFqlifSVWsIVazAMHYQghOD1hhrfBrBubrDGmFH+4LCvKVBgGq4s8WvpJxss8EfkPicSBdgnwoTn6TfPEwMm0GvwWdBwRSR+AgOP3FNQEIMu13w2Yr9tWOk1cZeJKGbJ4agY0AqZP2gwc5av8sxKNEytqRjou7IoKLzuB7ilsRTznGfOPP8sX3T0Gv7HdyEVMCQezjMEJg4SBNu5Pw6rr/Lk/yUGhsaDA7BioOxFt04kdZBR3zL5i8tK9A8/q/QAFsMpvXZuZ4KkCLQiUCDTy/wYjFaf53nDrH2EYr+hJ9e8cPVGmesRru6+IFDSyxSBWo3zdTs9rn+cuCq1iaOeYmyJLUK1EST86MFXcrTKO2tyYSM/todnRqcGp2giSh+Nj00KNHi3ww3t8/sGPXns3WzZbBiAb2DwhcluWvCOyOR9OuQ+rfANs3trMRUFLC7W8EgpmslfX+nuAETU6R9vG706kZ+S+uvvbG5oCs3CJQy+/tvksq+fUnfhdvJ+bkaQ9djiU5S2N0NBcFC2cFIgcg8RkJ70g4SEQUP4xjPizToQ9rURCeCgoywSaIRAESoQKsBnE3ALGbuE7WmQUJYNYclJLL5fBDPHpOIgiL+WG9zZiYDwm+WeQtCJfFAbdNSCv8QRZ3aaEC2MmQnd8Q6TwZZH79ZPxJ9+arnD9o4rMm3WOXT+AgOP3FNQEIMu13QzzmwHxqZ6FXedENATZPjcAuynxDRLBTOWCzfnKCgM1rtLgrIrjoDL6nM1MOsD/+cBT+daxevVp8XoJe2e/kQq8UgjjEYYTAwkGadjMFbR1vpud+JVTuoVCLt6IVGsg5ebKnPPlbyrQvSissljn7Hgn4pTpTsAjWV0MVMa4WwHnNzf+ZE8BzFsF6UaVpc1oAAz0Wy+4C7XPRsR5xKR7Rtp7c8g0GITbFIyb555rMIpH6JTR095wpMfyLMpV73hurdlYJRyV4KDT/KSJuS3Zhm5vVL7Bkc2xpIE+J2WpbkpXEI1P9wYZtDf35NO2IiekRZf3ZhgcFJFlpuqdq+Hzm0QLWeeYzMDB44OBh8tR3x87dx46diItXwqDRw8sBu+PRtOtY2QL4t5/eTrbu3xujygQd+4M1nPRlBnL3R+957/k82vrStP7E9fjnV3H5P/3IR/xq9M/W+rz09pzi7jY6mouCBGHW+FP4iJIEggAL/sQCkoRokMM0kkMflmTVin0gR1wPg3WMBbjsLAQRp8BNXCeJOyGHdEbcDXElBBIWk9hXfNR5BGExORF+Z+armRzlXzJBjqDm+RBH3oKCJMR3UgDb77MAmw2Rt0n5ZwHDS7onPmUCv4fis+bLDEDgIDj9xTUBCDLtd8NmKzaVnthTkOOqhgg2Tw3gFyF12p+W8x2dr34AJhU7xHezeQrAgi46Q+C5iCknyCE1kAXzBH0QtGW/kzZP086VQhCHOIwQWDhI0+4HdKysuu53aTnfiE72iE31iE7xkCU8/uI33Cr5OG2m9oyI/7+J6QeLSqo7u2jh+fmF+r5HUganAKE4/BeUc6RKWfv4/7NcgrbF+NXQKE95iqdM6cktyKz0TMh4Xqnpmn/J5flQNTS+np79X2EQFGl0EMKU1vWxYCjiPcJVHpFJMD6eEcrnE9PP6yt6TGau2Px/BGjp6fWvqPlDWta3FOqvyIgSTuTepuZ/TU1eio6BmtXfiEn8vSZTWddIy7sZ186x9j7otqWpu7K6o6DHzH26bOypqerIbeudc8UbusqqOnObug3krycWi7nLbDRb+sC5siO3pXvOamrGXi6zrqvYZJnz54z6Ln1VR15XX2uvuZO0BZgtvXVdupqOIpOFvpHOJDH5nBgU0cPJB21DFeaxNiKQAJCjM7NT1nyDZWzOxsJj08Mdw1V9I81MS49ND03Ojk/PTppHjaBLIWd0arBt0GAeawVFCr+hqpHJB5Mzj7dWgt/QBPfW85dYBfD2hv7CwYne1sHygfFuesDK7KPZnocNncPVkzOcKJ2Zne5+WB9SuSO/I3JsanB8ejinLSS0ckfPSCNxAKAe6MPgRA9Jzj6aGZ60QItj04Pm0ccbLxNgKPLy8lNT0zLuZ+r1pTBE9MDywe54NO06VrYABvvNJ36Jqbmgb095KwWHwF7feDtp/qPLa3Q0FwsJsyDmA1iwxc9k8oAJSKZ/WA6LNRfkw48jSY7Yh7XOYH1jETAgqJMElCTHTp2sKr5+gySr2WZbAH98AHEnnUQcFpP4m5wFdFjQLoN0gB8c8wuSpKBmm5B6+P0XFOQrDQL0aj4BTI7O12cBgobI4PPXlwbISfFnoKByUopdYvFZC7SQwEF8+otoAhBk2u+GYMQI5J8A/4ICi7jKi2uIYPPUxJXYv8R2jtqsn0DOi1wIgduTX3SGwNPhlHM4/uxfB6mKX7mgLfudXOiVQhCHOIwQWDhI00tIcVtHYEXtn7OKXoi/9/WoRE+rPHtOpvpHecrvUrJOFpepm5o7nBaW91paPsou/L4q7dsK9b/GqV/TZJ7XGzoXrkvt02M23yyvej01+7txmm/Hql+MS30vs1BV30QPL5yi1naf8up3M/K+G6/524gE60LZyr8KT/hfcvVv1JkndOWaxuYuIn2dpr6rR93YcrnE8H567g8S0r8ZrfpaODe2XwmP/0ZU0gvK9LWZ+f6VNbo2Ny55Jca1c0xm2Jda5yevOh1ctjO26kxOU4Si8lyYYS8ky9vug0O3qV1T7xta/lmk4VBwqVdmUxjI2j5zr6r6orrWO7bqVIThADiXtt0DZ5O5N7c5KtywN8pwJLh8h6rmEshdyO8ytWrqfMLK9kQaDsdUnkiovVxkVEE+SGVl9YXIysPh5fviqs+19MzZlYpQ1pYeVXkkuupIeMXeXGPk5BT30m9Oe0hai7em6UZMzbGwil1lvclEO7UNVirrzijqTkRW7c9qCwLlCZm6bmVhV1Riw6XYmmP9Y10dw9WxtSfktcfi684kNV663xrwcNKi647LbQ8GFQr+8N+stjulPcn8j35HpgbCK/fE1h6HIlA2ompfeW8KcQAdntbsA3XG1BxR1p8F+To+/TC58dL14rcDyzbVmLPqH+QFlW++rn07oeEikfGGvlR59TFF7fGoqv0Vfdx3vKDD01puarvioInEhgtck9KG3fFo2nWseAEMBhpYpc4BlSt4h/kXf76VnllAnv3y8yVidDSfABLV2USgDWjuXPjhozM+JFikB3jYrIffAQIJFslRgESNdk6BxcHiOkmACzmkEtYx1hObbZGyrDZ+txeKOCwGoGZSJ+kev1HIIZuyCCJmdiJ2pJFN+FE4QVBwoQLYTp8FiHsojvjJZWXXi1wgfuVsrEhSXKfgBAUO4tNfRBOAINOZbsB5CZKAQO3YHFu+m6saIohrE19NwP4lJgPIH7G9e/eS3/z6wW3jxo3W4xz8QRZ048kvOkPsaX/KORx//r8OwYkL2nLYSdKuk1cKQRziMEJg4SBNI4h7cO0cu1b2RpThcFVnHphvyVr/kk/L2jLqunUR5QeiKg6DQ15T9C3d+tL29KbuirT6gAD9xuaeigcPLDeL/xSk31refr+hSx9beUpm2G99llvsW/yn3Obo5p7KsvZ7N7TvlralQiX3GoICSzcb2jLru/TqOp+LBb/PaLhjeWCOrToNBqVqO4uiK48pqs4KHhrXdenulG2/3xjc2F2uMyZDJbrWJMgHSXxdu6a8K7XtQXWmMSiobPPQuOnhpFlWtTe3PdQ02mwc1IdV7irsjAFBldJ0zVv3bkrDF80DJeZRI2jXe8bbPSMNzf26oPJNAWUbBsa76x7k+pd9PDjRB/7mMWNwxfY6S65VjlFAoIZX7Lqt/3PDg/zekaaCjig//TqoAQ6lWtVvx1B198P6hIbzqvpzoJYb+wsDSj/Jag2CyvvHuzXN3nfLtzY+KBqfGWnoL7xr2F7Rm2YaMZZ2J941bO16WAeaOaTCy7fko8LO6I6hStKolGF3PJp2HU+DAAZbs+suCN1bYRp+5ptbAyAzIi6Dnykdo6P5xEBYSUIugiDqBYgDhHGJiYkQ6hE3fiQKOONDEDQniPPYUbEABkisSRxYP1nICEBtLMliSnGdLKIllbBq+R222RYgrn8RQCWCsBjgCwx+68B8HYN88Zuc4pptIhgEQcGFCmDATp/5iHsIPfnmN7/JzyGDzJ8DpDlSMyAYfHGdYpkhbpR/+pCz0CYAQabDbgCsXQCabmxs5F8+xkKv8qIbAqA24sYQnynB4SXm/+tmA8vvraAG/vyZ76So68IvOkPs6XDK2R9/wb8ONtRQXNCWM510/kohiEMcRggsHKRpBHEPrp1jV4reBMVLfoPiTa65Rn7nN8tDy3f3Wbpbe+uaug2Q02PuzG6K8NOtB1EKycDSTdlNMqvvA32rJqR8V6epqdvUXt+lszww9Zo7KztyfHUfaVsSOk3GsPK92c0RxLnL1OpfsiG7Mby+qzRA/6nWqGrva+roa85rlvvpPq7t1BI3Qmqd353S7aB+2/oaWnpq5VUnIyoOQn5UxRFV9SXiA0fvlG5r6i3TtScFlW429pcPjPeNTg+mt9ySVe4dnRpIbfYOrdgxbV2PqqJPAwJ4ZPIB0VqlvUkgU/vHu2Zmp0Awl/elQKa+J0Fec3Rsaoj4EEDTgkDVdcfRNCjAutNQM5QNKPvU0KcZmjQNT1lqzdm++g9BCT969EhW+Vnjl98AG3o08tqj5IlxYsOFuLpTw5Nm0Nt9o61RNQfuGf2mZidCDF7pLb7EX/qwOx5Nu46nRACvOxgGWnf/RTn8fmOT/0f7Q15cfQ0sv7A4LjmbLIslNaOj6X5IUCsI4wQ44/N08OycKbIEEPFj8889yLMJTgnkSXAYIbBwkKYRxD24do5d075d11lMfkcZDqfX+5PfIEfDyvf0WXq6TO0ZDXciDPvhaKThYKB+c31XidliBs2pbU0kzjpjSkjZ7g5Tk9liKmiJjaw4LCvfr6w+f7P4/ZJWdXNPJWhpEMnEudfcBfXkNEUYOrJuaNf46z+9U+Z1p2x7gH5zcJlXVWcecQMsDyxJtdd8y98NKdsRVLqNs4pNiqpzJksfNJFeT2/m0J+Qsp31XfqMhrvXtKsDS7dAbXfLdwSWb46tOdE/2g3yMq3Zm4irvPbw+LozkzOjJNnwoOBu+VbyFTEcUtafASGa3HglvzOSODBASAdXbCePfAk5bcGgY1sGdLf0a4MNW0Mrd4VU7IT/BpR/0vWwdnz6YXjF7lpzFnHWdydE1xyampmYmh1X1B73r1grq94bWsn5h9RsvW8Mgvxgw7a6B3MeO0sZdsejadfxlAjg49fjQQDvvSA/elWhtW4dHK3K3HBUpkjKLirW/Xytr8BfCkZH0/2gAGawZzX8J1cIsmjET9qRZxycEsiT4DBCYOEgTSOIe3DtHAPFWNtJNy6OqjicWudHfuc1x4SW7bE8MMVXn5OV7zP21pgsPVUdeSFluxq69BaLJah0q7Y1gTjrjMmglkEA5zXHBuo3NXTr+yzd4A+/4VBHX1Nw2c7c5mji3NlnvK37NLtRVtupBTld2ZELMrvb1NHR2wQ5PeZ24kZQ1/tEVh6Eoz1Wa+mpauguB2EMAjit7jbxqevSBZftAAHM9bl8t7G3DjQ2OBt7aqCroJYTaq6oG26Oj49PT0+XdCu5x8KTg0RrlfYm+Zd+8mCsA373jbbIqj4z9KXG153uGWkkDowREMCG7YZeDU3/5S9JjVeSmy6bR1sDSj9tGSgB5Qyid2RyoGu4ZmJmZGTyQXjl7qb+QuKs71bF1B559JdHjx7Nxtdzj46J/8TMqGnU2D/eBQVBANd/+cRY+rA7Hk27jqdEAPuFa0D0ktWe72UVhMVmcL/0eiKG/+gVJPCXgtHRdD8ogAGISuEECfj4F1kcMIv4r7aS127xZddnGZwSiGtxGCGwcJCmEcQ9uHaOXSl8s6ajgPyOMOzX1PmS33nN0SFlO80WU2jZ7pjKE12m1tbeenXdzetFa6o68k3mvsDSTYVGJXEuNiaFlu9q62tIq78dpN/S3tcIKje/RX6taFVOUxQ4pNTeuFvmBUrV2FsNGvty4R8yG0JApoaVf5ZS593e1wT1ZzTeCS3/rI1blfox5W0ZAfpNUD84g6CNrjimtvYwouKAppZ2ta6r+E7ptuqOwpaeygD9xvzmWFDR7b2NsVVn4qvPg7pW1VwCDUycm3oMgWWbs5pDTMNtxv6yu4atYOQJ8PTsZIbR73bp+pTGa0SJ8QGBGlLhFVS2qWu4dmSyv9ac7adfV2m+B4cUdadSmq4OTZgmZ0ZLulWyyj1DE70T0w/vlG/Jaw+3ribNCWDrt76107NTZT3JweVebUMVkzNjPQ/rIyr3V/SlgmaGyuse5FlbWwGwOx5Nu46nRAArU7JB6Obma0/fVP70Ix/I+dPekIj4+1YVrN9yIoLvLBGjo+l+UAADTADjwxlk0fC/9gTwLykITgnEtTiMEFg4SNMI4h5cO8f8dOsbuvXkd3zVufsNweR3kVEVU3ncYjEXtagC9ZsiK47EVp6Nqz4XWLoZVG6nqTWq8nBJm5o4l7algzOI3voufXCZl6x8f1zVORCfd0u3RpQf7jN3dfa1qKovhBs+k1eehIIgre813IGCVR15MsO+KG5p6GOgtHXGZFIhw2Tpy2oMCy7bqag+E1lxKLbylLGX23IJegISmvhAo5GGQzXW59iFLXFQubzyBPcatuEg+VxZU+8Dfbb6cujb0kK59aiPyCtPySr2QQe6BhtmZ2dBejX1a68W/0e1KZMoMT5j04OK2pORVQeSGi8m1H8eVrEruzVowvoqde9Ik7zmuKLuZELDeVnVPkNfKmSCnE5vvhlQtqGsNwmSIH2hSHzdGctYG2jd+62BEVV7wT+6+lBqs/f4zMOx6SH4zX/FWuKwOx5Nu46nRADvPBt95qbytfW3+JnPr/piw1HZjbspv91wm58vEaOjiSAIgiAIggIYkQyunWPVHYU9ZvrdWVN3eWtvHfndaWpu7C6zWLdLBhlZ2KI0dGT1mjsbuvTVHfkmS29Dd1mnyfils7Ghq9Rs6YPfzT2V2haVzqjuNrW19tWWt2V0m9oh07q9cF5Fexb8CK84kPflG9HtfQ06Y5LWqGruriQ5YrgOGONL29KgTpLT2G1gXe01d0Hr0ApJNnaXa40JJa0pHX3NJMfYWw2Nkt/QVWNPdUtPZWlrenNPVZFRGVzq1WF97DwwMFDdnRtcvmNkwsYuuzOPpkDojk8P9zysqzJldAxVPnrEaWbCyNRA/YO8ir60vpFmmmVdOLp5QGceNZKkabS5dbAMhC78nv3LbNugwdCbCg7Tj7iNnWYfTfc8bCD7Nq0I2B2Ppl3HUyKAwb7/thRXurJjdDQRBEEQBEFQACOSYcXNMYvFcq8+MLriCAhRkKnpDQGB+s3Gnlp6eGkB5SwzgPyO6TN3g64OKduhrrtpsZj7LN01nUXRFcdS6+lX0MPDw2NjY1NTU48ePd4NGGGwOx5Nu44VL4Df2333sn9iXHJ2emZBRFzGtpORAgfJGh1NBEEQBEEQFMCIZFiJc6y1tz6x5qq//lNf3drwsn01nYX0wJJjtvTpWpNDy3dBT/x1H6fV3e6z9EB+U7fhbpkXCGDBKlyEwcHB0dHRiYmJmZkZqtKeedgdj6ZdxwoWwG9s8r8tSyVf+WqLdakZ+eT3vgvcZkjSNzqaCIIgCIIgKIARyYBzbHnp7+9/+PDh+Pg4+Wz4mYXd8WjadaxUAbz7XHSRllvhWZmSvf1U5C/X3/rx+96rvIKycovAXvmQWwdL4kZHE0EQBEEQBAUwIhlwjkmHoaGhsbGx6elpKt2eJdgdj6Zdx8oTwD9b63MzRA3SFwTwgUuxL6+5wT8aFJUGh5xc9eqH79546Z1l+3KYjiaCIAiCIAgKYEQy4ByTIAMDA6Ojo1NTU1TDPQOwOx5Nu46VJIBfW3/ryFVFemYBSFx5YtZb2wLFDjl5WnD48fvegkN8e2H1tY3HZCCVE1NzFUlZJ67H/2DNMshgOpoIgiAIgiAogBHJgHNMyvT394+MjExMTDz1S2exOx5Nu46VIYBfWHXtwKXYvAItSF9tse7MTeWP3hNK3FVeQfHJ3G7Ahy7HCg7xDWSzLC4D3ACosKiYe4/6/K2E3264veGo7ONDYa+u8xUUcZPR0UQQBEEQBEEBjEgGnGMrheHh4af4U2F2x6Np17ECBPArH/oERnIvNufkaU9cj//NJ34Ch1/8+dal24lWSau/fid5vv2QXnr7Omhj0M/gFhabsWbX3RdWXwM9TDQwIydfu/3UUiwlTUcTQRAEQRAEBTAiGXCOrTgGBwefvk+F2R2Ppl2HVATw+3uCQ+T3klJzEzQ5Kel5mox8+AFCFMStPDELdGlEXMbrG4Vf9r64+truc9FZuUXgkJ5ZsPNs9POr5jgwe3NrYET8fXDLzdd6nY4imR8fCiOV60pKwhUZp28qz/slgMwu0uqgXVbWTUZHE0EQBEEQBAUwIhlwjq1cyKfCk5OTVOqtZNgdj6ZdhyQE8Csf3gTZCUI0r0ALP8Du5xTqdCXFuhLyxa9PiFqw2BXYm1sDwhTcy8zaYh1o15/Os/LzS29fP3xFQZaM9gvX/Gwt5/bJ4XBFEve+NMlcvSOIOIOiVqZw+WKx7XKjo4kgCIIgCIICGJEMOMeeAp6CT4XZHY+mXYckBPAbmwNAcwZGpr26zvfna31Bo/74A++TN+Kt+lR/OSDphdXXBEU2HpXl5HOa2SdU/auP531a+0evoEgl9+A3K7dow1EZiOF1B0JjrU99gduyVCZ9OeftQXHWr4h9Q9XzvUftQqOjiSAIgiAIggIYkQw4x54yVuinwuyOR9OuQxIC+Peb/EF2egen8DP3X5RD5mX/RH4msVVeQZx+1evDFBnrD4WBiIWcNzb5v2bdDfjlNdzmRq986HPkqiK/sBjcgmPS39wa8OG+kChlJikYEJH6zs47/Dp3no0uKOKcQf2C/OYfcpPR0UQQBEEQBEEBjEgGnGNPKyvrU2F2x6Np1yEJAfz6Rk4A+4So+ZmHLsdC5rqDYfxMYm9uDYxPzs4r0BbrSjg5y6NIq8vJ12oy8sk71QSlOiftfj75HRiZ9u7uu/zaXl3nC6IXDhUW6fZ8HsM/5Fajo4kgCIIgCIICGJEMOMeeesinwhJXwuyOR9OuQxIC+HcbboP+FAjgg5c4AbzxqIyfyezlNTd+uf7We7vv7joXfcpb6R2cEiK/F63KBK2bkp53L6sgK7coM6fofnbh/ZxC+JGclns7PFUgfcH+tDdEfS8PGopPyV7l9fh16CUwOpoIgiAIgiAogBHJgHPs2WFoaEiy3wmzOx5Nuw5JCODf2hTA1ifAG+YRwPPZS29f/9F73q986PPqOt/X1t8iBr9/+K5wDa2X3rl+7Is4aAK47J/4/95fitee+UZHE0EQBEEQBAUwIhlwjj1r9Pf3j46OSu0jYXbHo2nXIQ0B/KkNAUy+Ad50bGEC2El7fePtcOsK0tm5RW5qwqHR0UQQBEEQBEEBjEgGnGPPLMPDwxMTE1QmLjfsjkfTrkMSAvg3n/iJBfC+C5wA3nw8gp/pEtt+OhJ0L1QeFpvxuw1u3+5oPqOjiSAIgiAIggIYkQw4x55xBgYGxsbGlv2BMLvj0bTrkIQA/rVVAPuG2hDAW064UgD/4s+3fKzrXel0JYevKMS7Ky2l0dFEEARBEARBAYxIBpxjCGFkZGRqaoqqxiWH3fFo2nVIQgD/6uOlEMAbjsrSMwugTmVKtmAPpGUxOpoIgiAIgiAogBHJgHMM4TMwMDA+Pr70C2WxOx5Nuw6JCOBboEtvh6fyMz87HwOZW09G8jMXZ6+tpw9+gc99VUu/3pVNo6OJIAiCIAiCAhiRDDjHEDH9/f0jIyNLuXMSu+PRtOuQhAAGgQrS9LZsrgD+nBPAT/gE+KV3ru8+F52Zw33xq0jK+uCzYIHDMhodTQRBEARBEBTAiGTAOYbYYcl2TmJ3PJp2HZIQwL+0CmD/uQIYhCtkep2Oen7VFy+svvb9t68Te4nZO9dfXnPjB2uu//DdG8R+9J63dQ+km1Dhbzfc3n4qUpGUDZXodCXHr8eLd0JaXqOjiSAIgiAIggIYkQw4xxCHkJ2TZmZmqKZ0A+yOR9OuQ0ICOCBijgDeeZYTwGn382MSMmMTs5TqnARNLlhyWq76Xr76Xh4cysgqBMvOLcrN1+YXFhdpdWAlJVDuMYERqW9tC+TXLBGjo4kgCIIgCIICGJEMOMcQ53HfzknsjkfTrkMSAviVD32KinVZuUU3Q9S+oWq/cA2I4aS0XJCvkF9YxMla0Lc5eVoQujn52sycIrD7OYXpmQUgg1Mz8lPS85LT80Aeq9Q58SnZoJkj4u9fv5P87u67grakY3Q0EQRBEARBUAAjkgHnGLJQ3LFzErvj0bTrkIQAfmHVtaNXFaByyTNbgk5Xcjc6/Y1N/q+tv/Wrj/3gv6+u8yX2s7U+P/2IM1DOP/nTzR9/wL35/MN3b7y85sZL73CvST+/StiEBI2OJoIgCIIgCApgRDLgHEMWjQt3TmJ3PJp2HZIQwMTe3BqwZtfdd3beWeUV9MftQX/YEvDisu7T626jo4kgCIIgCIICGJEMOMeQJ2RoaOjJZTC749G065CQAH7WjI4mgiAIgiAICmBEMuAcQ1zC8PDwk2ybxO54NO06UAAvm9HRRBAEQRAEQQGMSAacY4gLGRkZWdy3weyOR9OuAwXwshkdTQRBEARBEBTAiGTAOYa4FrJn0kK3DmZ3PJp2HSiAl83oaCIIgiAIgqAARiQDzjHEHYAMHhsbc14GszseTbsOFMDLZnQ0EQRBEARBUAAjkgHnGOI+BgYGnNw3mN3xaNp1oABeNqOjiSAIgiAIggIYkQw4xxB3Mzg4ODk5SfXoPLA7Hk27DhTAy2Z0NBEEQRAEQVAAI5IB5xiyNNhfJprd8WjadaAAXjajo4kgCIIgCIICGJEMOMeQpeThw4czMzNUm/Jgdzyadh0ogJfN6GgiCIIgCIKgAEYkA84xZOkZHR0V7JbE7ng07TpQAC+b0dFEEARBEARBAYxIBpxjyLIgWCaa3fFI0oWgAF42o6OJIAiCIAiCAhiRDDjHkGUEZPD4+DjIYHbHo7LVdaAAXjajo4kgCIIgCIICGJEMOMeQZWdgYIDd8ahsdR0ogJfN6GgiCIIgCIKgAEYkA84xRAqwOx6Vra4DBfCyGR1NBEEQBEEQFMCIZMA5hkgBdsezv1vSIkABvGxGRxNBEARBEAQFMCIZcI4hUkBwxxsbG6P69YlBAYyGhoaGhoaGJiGj8ZYIFg6ioaGhPTtG74APHgwNDdncMXihoABGQ0NDQ0NDQ5OQ0XhLhCAoRENDQ3sWjN4BrfT3909MTFAhu1hQAKOhoaGhoaGhSchovCVCEBSioaGhPQtG74A8RkZG2HbBi2AxAhhBEARBEARBkKeSUmUe/YUgUmVgYGDRK2OhAEYQBEEQBEEQBEFWGItbGQsFMIIgCIIgCIIgCLLyGBoamp2dpdLWOVAAIwiCIAiCIAiCICuSha6MhQIYQRAEQRAEQRAEWcE4vzIWCmAEQRAEQRAEQRBkZTM4OOjMylgogBEEQRAEQRAEQZAVT39/v8OVsVAAIwiCIAiCIAiCIE8Jw8PDdlbGQgGMIAiCIAiCIAiCPD309/dPTU1RyTsXFMAIgiAIgiAIgiDI08bo6Kh4ZSwUwAiCIAiCIAiCIMhTiHhlLBTACIIgCIIgCIIgyNNJf3//+Pg4lb8ogBEEQRAEQRAEQZCnG7YylscUgiAIgiAIgiAIgjztzMzM/H/jLfRxqmM+LQAAAABJRU5ErkJggg==)
Australia Smart Cities Market Trend Analysis
Disaster Preparedness & Resilience
- Australia's smart cities implement early warning systems to detect and predict potential natural disasters. These systems use advanced sensors, weather monitoring techniques, and data analysis to provide real-time warnings and early warnings to residents and authorities so they can take timely action and evacuate if necessary.
- Smart cities use advanced communications and data systems to improve emergency response capabilities. These systems enable the seamless coordination of emergency services such as fire, police, and medical teams in disaster situations.
- Smart city projects invest in sustainable infrastructure that can withstand natural disasters. For example, bridges, buildings, and critical facilities are designed to be more durable and withstand extreme weather conditions.
- Disaster preparedness initiatives include community education and participation in potential risks and preparedness initiatives. Smart cities use digital platforms and mobile applications to disseminate information, raise awareness, and provide educational resources to residents.
Real-time Monitoring and Decision Making
- Real-time monitoring and decision-making are integrated into smart city projects that use technology and data to enable immediate and informed actions. It involves the continuous collection, analysis, and interpretation of real-time data from various sources of urban infrastructure and services.
- Smart cities use a network of sensors, IoT devices, cameras and other data-gathering technologies strategically placed throughout the urban environment. These sensors collect information on various parameters such as traffic flow, air quality, temperature, energy consumption, waste volumes, and general safety. Data collected from various sources is aggregated and processed in real time.
- Advanced data analysis techniques such as machine learning and artificial intelligence algorithms are applied to the processed data. These analyses help identify patterns, trends, anomalies, and correlations and provide a deeper understanding of urban dynamics.
- The data analysis process provides real-time insights presented in a user-friendly and visually appealing manner through interactive dashboards and visualizations. These reviews provide a comprehensive picture of the current state of the city's infrastructure and services.
Australia Smart Cities Market Segment Analysis
Smart Cities market is segmented into the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Mobility Management segment is Anticipated to Dominate the Market Over the Forecast Period.
- The smart mobility management segment will be the dominant force in the Australian smart city market during the forecast period. This is due to several factors, such as the increasing adoption of smart mobility solutions, government initiatives to improve traffic, and the rise in popularity of ride-sharing and on-demand mobility services.
- This segment is further divided into traffic management, public transport, and fleet management. Traffic management solutions focus on real-time monitoring and adjustment of traffic lights to reduce congestion. Public transport solutions monitor buses and trains and provide passengers with real-time information. Fleet management solutions track vehicles and performance to improve fleet efficiency.
- Of these subdivisions, traffic management is estimated to be the largest due to the need to alleviate traffic congestion. Rapid growth in public transport is also expected, fueled by the demand for efficient alternatives to public transport.
Australia Smart Cities Market Country Analysis
- Victoria emerges as a dominant force in Australia's smart city market, particularly propelled by the progressiveness of its capital, Melbourne. The city has made impressive strides with successful smart city projects, encompassing advanced systems for traffic management, water management, and lighting. Melbourne's commitment to cutting-edge technology solidifies its position as one of the most forward-thinking cities worldwide.
- The impact of smart city initiatives extends beyond Melbourne, with other cities in Victoria, such as Geelong, Ballarat, and Bendigo, investing in and embracing smart city technologies. Collectively, these cities bolster Victoria's leadership in the smart city landscape across the country.
- The state government's unwavering commitment to smart city development provides a supportive environment for innovation and investment. Victoria's robust economy and emphasis on fostering innovation attract businesses and entrepreneurs to invest in smart city projects.
- The presence of esteemed universities and research institutions contributes to advancements in smart city technologies and solutions. Victoria's successful implementation of previous smart city projects demonstrates its competence and reliability in the realm of smart city development.
According to the Graph, the remarkable revenue growth in the Automotive IoT market from 2019 to 2022, as reflected by the substantial increase in values over the years, indicates a positive and thriving technological landscape in Australia. The growth of the Automotive IoT market is indicative of the broader adoption of Internet of Things (IoT) technologies across various industries, including smart cities.
COVID-19 Impact Analysis on Australia Smart Cities Market
- The pandemic accelerated the digital transformation of smart cities as governments and businesses sought innovative solutions to meet the challenges. Telecommuting, telehealth, and the provision of digital services became central during the shutdowns, leading to the proliferation of smart city technologies.
- Australia's smart city projects have been adapted to prioritize public health and safety. Solutions such as temperature monitoring, crowd control, and contactless services have become more important to ensure the well-being of citizens and compliance with blood guidelines.
- The pandemic has highlighted the importance of resilience and effective emergency response in smart cities. Australian cities have implemented data-driven measures to manage health crises, allocate resources, and track the spread of the virus.
- Movement patterns have changed dramatically during the closures and restrictions. Demand for public transport has decreased, while the focus has shifted to micro-mobility solutions and last-mile deliveries. Intelligent transport solutions had to adapt to new directions of movement.
- The pandemic has highlighted the need for flexible urban planning and space use. Smart city technology has played a role in optimizing the use of public space, redistributing resources, and maintaining physical distances.
Top Key Players Covered in Australian Smart Cities Market
- Cisco Systems (US)
- IBM (US)
- Siemens (Germany)
- Telstra Corporation Limited (Australia)
- Schneider Electric (France)
- Microsoft (US)
- Ericsson (Sweden)
- Huawei Technologies (China)
- Intel (US)
- AECOM (US)
- Veolia (France)
- Arup Pty Limited (UK)
- Optus Networks Pty Ltd (Australia)
- Landis+Gyr Pty Ltd (Switzerland)
- Transdev (France)
- Nokia Solutions and Networks (Finland)
- WSP (Canada)
- SAP (Germany)
- Thales (France)
- NEC (Japan), and Other Major Players
Key Industry Developments in the Australia Smart Cities Market
In June 2023, Telstra launched a new end-to-end Industrial Automation capability to help transform some of Australia’s biggest industries - making them smarter, safer, cleaner, more productive, and more secure. The comprehensive suite of services combines Telstra Purple’s recent industrial solutions acquisitions Aqura Technologies and Alliance Automation, a joint venture with data science and AI leader Quantium, and Telstra’s high-quality networks, including 5G, Fibre, and IoT.
In June 2023, Lendlease, and telco leader, Optus, a Globally integrated real estate group, announced the signing of a new multi-year technology partnership between the two industry-leading companies. This strategic partnership between Lendlease and Optus will create value for both our people, and those who live, work, and play in our precincts.
Australia Smart Cities Market
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Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016 to 2021
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Market Size in 2022:
|
USD XXX Bn.
|
Forecast Period 2023-30 CAGR:
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XXX%
|
Market Size in 2030:
|
USD XXX Bn.
|
Segments Covered:
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By Solution and Service
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- Smart Mobility Management
- Smart Public Safety
- Smart Healthcare
- Smart Building
- Smart Utilities
- Others
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By Component
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- Hardware
- Software
- Service
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By Level
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- Emerging Smart Cities
- Developing Smart Cities
- Mature Smart Cities
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By End-user
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- Government & Municipalities
- Transportation & Logistics
- Energy & Utilities
- Healthcare
- Education
- Others
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1. INTRODUCTION
1.1. RESEARCH OBJECTIVES
1.2. RESEARCH METHODOLOGY
1.3. RESEARCH PROCESS
1.4. SCOPE AND COVERAGE
1.4.1. Market Definition
1.4.2. Key Questions Answered
1.5. MARKET SEGMENTATION
2. EXECUTIVE SUMMARY
3. MARKET OVERVIEW
4. GROWTH OPPORTUNITIES BY SEGMENT
5. MARKET LANDSCAPE
5.1. PORTER’S FIVE FORCES ANALYSIS
5.1.1. Bargaining Power Of Supplier
5.1.2. Threat Of New Entrants
5.1.3. Threat Of Substitutes
5.1.4. Competitive Rivalry
5.1.5. Bargaining Power Among Buyers
5.2. INDUSTRY VALUE CHAIN ANALYSIS
5.3. MARKET DYNAMICS
5.3.1. Drivers
5.3.2. Restraints
5.3.3. Opportunities
5.3.4. Challenges
5.4. MARKET TREND ANALYSIS
5.5. REGULATORY LANDSCAPE
5.6. PESTLE ANALYSIS
5.7. PRICE TREND ANALYSIS
5.8. PATENT ANALYSIS
5.9. TECHNOLOGY EVALUATION
5.10. ANALYSIS OF THE IMPACT OF COVID-19
5.10.1. Impact On The Overall Market
5.10.2. Impact On The Supply Chain
5.10.3. Impact On The Key Manufacturers
5.10.4. Impact On The Pricing
5.10.5. Post COVID Situation
5.11. MARKET IMPACT OF THE RUSSIA-UKRAINE WAR
5.11.1. Geopolitical Market Disruptions
5.11.2. Supply Chain Disruptions
5.11.3. Instability in Emerging Markets
5.12. ECOSYSTEM
6. SMART CITIES MARKET BY SOLUTION AND SERVICE (2016-2030)
6.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
6.2. MARKET OVERVIEW
6.3. SMART MOBILITY MANAGEMENT
6.3.1. Introduction And Market Overview
6.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
6.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
6.3.4. Key Market Trends, Growth Factors And Opportunities
6.3.5. Geographic Segmentation Analysis
6.4. SMART PUBLIC SAFETY
6.5. SMART HEALTHCARE
6.6. SMART BUILDING
6.7. SMART UTILITIES
6.8. OTHERS
7. SMART CITIES MARKET BY COMPONENT (2016-2030)
7.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
7.2. MARKET OVERVIEW
7.3. HARDWARE
7.3.1. Introduction And Market Overview
7.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
7.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
7.3.4. Key Market Trends, Growth Factors And Opportunities
7.3.5. Geographic Segmentation Analysis
7.4. SOFTWARE
7.5. SERVICE
8. SMART CITIES MARKET BY LEVEL (2016-2030)
8.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
8.2. MARKET OVERVIEW
8.3. EMERGING SMART CITIES
8.3.1. Introduction And Market Overview
8.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
8.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
8.3.4. Key Market Trends, Growth Factors And Opportunities
8.3.5. Geographic Segmentation Analysis
8.4. DEVELOPING SMART CITIES
8.5. MATURE SMART CITIES
9.SMART CITIES MARKET BY END-USER (2016-2030)
9.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
9.2. MARKET OVERVIEW
9.3. GOVERNMENT & MUNICIPALITIES
9.3.1. Introduction And Market Overview
9.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
9.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
9.3.4. Key Market Trends, Growth Factors And Opportunities
9.3.5. Geographic Segmentation Analysis
9.4. TRANSPORTATION & LOGISTICS
9.5. ENERGY & UTILITIES
9.6. HEALTHCARE
9.7. EDUCATION
9.8. OTHERS
10. COMPANY PROFILES AND COMPETITIVE ANALYSIS
10.1. COMPETITIVE LANDSCAPE
10.1.1. Competitive Positioning
10.1.2. Smart Cities Market Share By Manufacturer (2022)
10.1.3. Industry BCG Matrix
10.1.4. Heat Map Analysis
10.1.5. Mergers & Acquisitions
10.2. CISCO SYSTEMS (US)
10.2.1. Company Overview
10.2.2. Key Executives
10.2.3. Company Snapshot
10.2.4. Role of the Company in the Market
10.2.5. Sustainability and Social Responsibility
10.2.6. Operating Business Segments
10.2.7. Product Portfolio
10.2.8. Business Performance (Production Volume, Sales Volume, Sales Margin, Production Capacity, Capacity Utilization Rate)
10.2.9. Key Strategic Moves And Recent Developments
10.2.10. SWOT Analysis
10.3. IBM (US)
10.4. SIEMENS (GERMANY)
10.5. TELSTRA CORPORATION LIMITED (AUSTRALIA)
10.6. SCHNEIDER ELECTRIC (FRANCE)
10.7. MICROSOFT (US)
10.8. ERICSSON (SWEDEN)
10.9. HUAWEI TECHNOLOGIES (CHINA)
10.10. INTEL (US)
10.11. AECOM (US)
10.12. VEOLIA (FRANCE)
10.13. ARUP PTY LIMITED (UK)
10.14. OPTUS NETWORKS PTY LTD (AUSTRALIA)
10.15. LANDIS+GYR PTY LTD (SWITZERLAND)
10.16. TRANSDEV (FRANCE)
10.17. NOKIA SOLUTIONS AND NETWORKS (FINLAND)
10.18. WSP (CANADA)
10.19. SAP (GERMANY)
10.20. THALES (FRANCE)
10.21. NEC (JAPAN)
11. INVESTMENT ANALYSIS
12. ANALYST VIEWPOINT AND CONCLUSION
12.1.Recommendations and Concluding Analysis
12.2.Potential Market Strategies