Class 8th Social Studies AP Board Solution
Improve Your Learning- Why were the first elections difficult to conduct? List as many reasons as you can.…
- Why do you think elections need to be free and fair?
- For which of the following subjects can laws be made by the Members of Parliament, which…
- Name the two houses of the Parliament. Draw a table to show the similarities/ differences…
- In the 2009 Parliamentary Elections, no single party won a majority. How was the…
- Who is responsible for making the laws that are applicable for the entire country?…
- There are some gaps in the information given in the Table below. Discuss with your teacher…
- Do you think the parties should be made to put up more women candidates for elections?…
- Following is a study of women’s representation in Parliament houses including that of…
- Why were the first elections difficult to conduct? List as many reasons as you can.…
- Why do you think elections need to be free and fair?
- For which of the following subjects can laws be made by the Members of Parliament, which…
- Name the two houses of the Parliament. Draw a table to show the similarities/ differences…
- In the 2009 Parliamentary Elections, no single party won a majority. How was the…
- Who is responsible for making the laws that are applicable for the entire country?…
- There are some gaps in the information given in the Table below. Discuss with your teacher…
- Do you think the parties should be made to put up more women candidates for elections?…
- Following is a study of women’s representation in Parliament houses including that of…
Improve Your Learning
Question 1.Why were the first elections difficult to conduct? List as many reasons as you can.
Answer:the first elections held in 1951-52. It took four months to conduct these elections. At that time there were more than 17,30,00,000 people who could vote. Most of them were illiterate and lived in rural areas. Reasons behind it are-
• India is a caste-based society in which many people do not accept the idea that everyone is equal.
• Some people said, “The elections are ‘a leap in the dark’, not suitable for a country like India.
• Many communities practiced purdah system under which women did not appear in public.
• People vote based on other considerations like caste or religion or money or other gifts.
• Influence of higher caste on lower caste people would shift election to their side.
Question 2.Why do you think elections need to be free and fair?
Answer:Free’ means that all those entitled to vote have the right to be registered and to vote and must be free to make their choice. An election is considered ‘free’ when you can decide whether or not to vote and vote freely for the candidate or party of your choice without fear or intimidation. A ‘free’ election is also one where you are confident that who you vote for remains your secret.
‘Fair’ means that all registered political parties have an equal right to contest the elections, campaign for voter support and hold meetings and rallies. This gives them a fair chance to convince voters to vote for them. A fair election is also one in which all voters have an equal opportunity to register, where all votes are counted, and where the announced results reflect the actual vote totals.
Question 3.For which of the following subjects can laws be made by the Members of Parliament, which by the state assembly, and which can be made by both - agriculture, railways, village hospitals, police, posts and telegraph, electricity, factories?
Answer:
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)
Question 4.Name the two houses of the Parliament. Draw a table to show the similarities/ differences between them on the following aspects: term, number of members, more or less powerful, election process, voting for the President.
Answer:differences
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dcDzNgBsyAGRgqBmyAh6q73VgzYAbMgBloCgM2wE3pCdfDDJgBM2AGhooBG+Ch6m431gyYATNgBprCgA1wU3rC9TADZsAMmIGhYsAGeKi62401A2bADJiBpjBgA9yUnnA9zIAZMANmYKgYsAEequ52Y82AGTADZqApDNgAN6UnXA8zYAbMgBkYKgZsgIequ91YM2AGzIAZaAoDNsBN6QnXwwyYATNgBoaKARvgoepuN9YMmAEzYAaawoANcFN6wvUwA2bADJiBoWLABnioutuNNQNmwAyYgaYwYAPclJ5wPcyAGTADZmCoGLABHqrudmPNgBkwA2agKQzYADelJ1wPM2AGzIAZGCoGbICHqrvdWDNgBsyAGWgKAzbATekJ18MMmAEzYAaGigEb4KHqbjfWDJgBM2AGmsKADXBTesL1MANmwAyYgaFiwAZ4qLrbjTUDZsAMmIGmMGAD3JSecD3MgBkwA2ZgqBiwAR6q7nZjzYAZMANmoCkM2AA3pSdcDzNgBsyAGRgqBmyAh6q73VgzYAbMgBloCgM2wE3pCdfDDJgBM2AGhooBG+Ch6m431gyYATNgBprCgA1wU3rC9TADZsAMmIGhYsAGeKi62401A2bADJiBpjBgA9yUnnA9zIAZMANmYKgYsAEequ52Y82AGTADZqApDNgAN6UnXA8zYAbMgBkYKgZsgIequ91YM2AGzIAZaAoDdRjg29WYvyf4h9z/LAg7vimNdj1GzcCyoW/p3xyLjjpXJzQDo2dgCSV9WHgu6CRu8L/Cb4WPCHMLlnIGpijKEeXRHGM8GWCi7SQY4JWSCAfJTZo0bH/5bYA7sTjx78r6mRpigG8Vdi3ASye+Ca7BADJQRS9p9teF55P2zxF0lPTfHEBeetGkEWX6VC8yHtI8S3V3rhqIuV95vFCSzx/13qvQEpL65PWjqufZfVJXV3N4GWDyQ0/fJ+wmHC78fnjpcMubyEAdR9DvUMMeLGncOXp/kvBa4RKhJcwQfiisKkQ5Tw4GDnij8F3hmeBnF/1YcPNcU7hReFa4THiZsHYII80PhCUFy8QzQJ+zSGOHwvHg/KFKV+vJ0eEfhI1DWJmOEO29ws+FG4RbhJ8I64b0PCYLUY/Qqe2FewQ+j1AWspnwC+Em4TbhUmHrmW8sg8RAS41hN7xMaNR/6nm9gD7w7gxhsfCORzrHrC7/L4W/CujT0eGJe1/hOOFPAvMfRp5yPiewi3xA2ENIhROk0wVOkdA7dHdEmCeJlM6B6yv8YoExcpfw9iRedHbTHuZMxgxzJmPvNUl+F8p9iLCwwBgFpyTv7ZwgBkq30Vm9io6giYLyMfmdJWD4UVY6mLClBYTvObsLlPkzgaNOBsE1AgZ4OeFrAt93zhXeIKCA7LAx1igRSruVQJzTBEs1Bqr0M334G+G/BSaxu4VvC6+rUAQT3RNCflRNfuSLVNER4jGJvDOk4bGNgA68IoRRxiThZoH8mdQw0EyS1IF4TGroCYI+niBcHvx+NIeBKnpJbb8upEfQsQVXycHCiwU6Bgx3NIwLyY2BxRihA0g6x7CwZ6G2oYDesClggUid0P/9BOanaQL5niww/xHGPPc34VVCFBZ4lLdACMDYTReOfzHG7HPgjxW+rbCWwIYCHafOUbptD3PkBsKbBE4ur0zywjkisHiw1MNAVd3tWFq3mbQzwF9RKSgkRjYKyvRnIVVAJkXKPCyJhwKi1AhxeZ9O+meGsHVCHB5M+P+T+O3szECVfmahhEF7fciKCeRbAitqVtedZGO9pAwmlCjryXFF4q+qIyskaaLzITlYpKVynTxMnPMmgeyetxCoy8pJ+FJy75347WwGA1X0kprmBphPXvsIpEevkDsEdp+pRF2IizHexTkmPVXB2C0uoEvkiTGLgtEmjJOeKOy4Cds5CWO+S+c/Xu0psAlJJc6BqT5j/MkP4xml2/aslqTlx2nMx3HhwasRwQY4IWmMzlLdTckfY1mlyTdXjHsFJsQoHBXfJ/AuF44Ho9wiBxN/lL/IwS8co/xODlagxIvCEUrcESXBdo6BgUeVloXQjSGPp/VkkuOI7piSfDnFYNWNAYwyVY70BzJVdYTJlV04O3CO+loCBrTIMHPUl+6MWDAwCXN0yA7gcGF54THBJyYioY+Fo9xWAnSNo+IDBPSDRTs70FQ4JUHyOQid5qQlymVycKoWJY4B/Mw/SB7GBJzOQc/J/x7hV8KDQkvA2LM7ZzGbC7vsKMxnSMyv2/YwBm5/MbdZR8xzyU/ZlgligA4YL3m5ClpQaGUFEvZkQSU4bmknTPypYHzZhf1fEkjYnFk8e+tngBMMBvb6FbL+tuJ8VGDQs/hiV4EBjFJFR4gzXcCwcjQYdYfFHYY5lyI9YhHI54uPCUcKfLf7ufAhId8h5fnZ31wGMJqT2lQPvUF2EvhslQqLMXa3qZTtBEkThbkGScMwvsxH6RwU9Y1TII6UibOrwLgo0t2iMmJ+3bYnzUvFzdywIJ4jAxET8RhPA8wxC6u+9Jh4ItrsMkfPwCJKyunDC1kWVRc77D4/JewosOP8mYABj1JFR9ipsAv4rFC0cEuy6+jk88RUgWM+diXs4H8kvErI26cgS58zgG4h3xAOmaC27KJyOQliNz1WaUJ7xtqGoU8/nkfQfOtbUZg/Y317+flubGk+A19UFdMjZGrMsd9qAjvSMrlfEfi0sLswVUiPn0lbRUfyH3GRjlV8N58bNlL895NQwsnJmcLHBfLIv9HNiuV/+50BFnyc1KxR0JARhb2lILzuoCLdfeUoC+lFe/gmzI9jEWzD1oJ3yIGQXjzG0wAfpwawe+KbR+zUyXKfKKTfbnvRTudZHwMfVlZ8M0XoR45vFxOODmFlD4zuesIqAr9QTaWKjrBr5lsa9WAxx4TxSYFPGVVlaUXkODBOfrQDo8w35UeqZuJ4fcfAoarxpsIOSc3fJfdeQvwW3MtGfV+ZbyJsEQqZpOd+Yyiw7vbwewrGESddLKo5LYhH1WOoppOOhQG+U1QVdkH8UIE0/Gjg5CwhO+ALhIcE4l4tvC2Jc5TcjwukZyLkSDAV/HzLQClaAvmdJ/C9hu8thPFDi7MFvv3FsCrfJxV9qKVKP68uhr4s8IO42wT6kT7hF85VJR5jf7pNgjIdIdnmAj94Qdf4oQrGf4bAbwOmCywIWgLfBDHWuNPvfvy5E+1gR8Ti7w7hfGEFwdIsBsr0khOLlsBvCoiL+6IOTUB3+CEW+sIcdLHAYjBKPscwJ0VBhzBSlMPnjy8JzC2tEIY+ni6sm4UxRyELCF8V2L3yCYSy2ICQH5/n+Dacz4EcW/+XwFgjHr9fOEGI0m17GF+fCfmQH/luFzKbT89LBX5PwdiI4eG1H10yUKa7lbKrJZNKJTnSRDIwnv38WzX0NRPZWJfdNwyMp172DSmuaF8wUKq743kE3ReMuZI9Z2BVlcDpxD09L8kFmAEzYAb6nIFSK97n7XP1ZzHQy37mT36mBaL5rpT/kMt9YAbaMdBLvWxXpsPNQB0M1KK7tWRSR2ucR08Z6GU/s+vluxffm84R5uxpS5z5IDHQS70cJJ7cluYxUIvu1pJJ87hxjTIG3M9WiSYyYL1sYq+4TlUYKNVdfwOuQqPjmAEzYAbMgBmomQEb4JoJdXZmwAyYATNgBqowYANchSXHMQNmwAyYATNQMwM2wDUT6uzMgBkwA2bADFRhwAa4CkuOYwbMgBkwA2agZgZsgGsm1NmZATNgBsyAGajCgA1wFZYcxwyYATNgBsxAzQzYANdMqLMzA2bADJgBM1CFARvgKiw5jhkwA2bADJiBmhmwAa6ZUGdnBsyAGTADZqAKAzbAVVhyHDNgBsyAGTADNTNgA1wzoc7ODJgBM2AGzEAVBmyAq7DkOGbADJgBM2AGambABrhmQp2dGTADZsAMmIEqDNgAV2HJccyAGTADZsAM1MyADXDNhDo7M2AGzIAZMANVGLABrsKS45gBM2AGzIAZqJkBG+CaCXV2ZsAMmAEzYAaqMGADXIUlxzEDZsAMmAEzUDMDNsA1E+rszIAZMANmwAxUYcAGuApLjmMGzIAZMANmoGYGbIBrJtTZmQEzYAbMgBmowoANcBWWHMcMmAEzYAbMQM0M2ADXTKizMwNmwAyYATNQhQEb4CosOY4ZMANmwAyYgZoZsAGumVBnZwbMgBkwA2agCgM2wFVYchwzYAbMgBkwAzUzYANcM6HOzgyYATNgBsxAFQZsgKuw5DhmwAyYATNgBmpmwAa4ZkKdnRkwA2bADJiBKgzYAFdhyXHMgBkwA2bADNTMgA1wzYQ6OzNgBsyAGTADVRiwAa7CkuOYATNgBsyAGaiZARvgmgl1dmbADJgBM2AGqjAwR4VI/6wQx1HMgBkwA2bADJiB2RmoYmM7cmYD3JGegXnpfh6YrhyohlgvB6o7h6oxpbrrI+ih0gc31gyYATNgBprCgA1wU3rC9TADZsAMmIGhYsAGeKi62401A2bADJiBpjBgA9yUnnA9zIAZMANmYKgYsAEequ52Y82AGTADZqApDNgAN6UnXA8zYAbMgBkYKgZsgIequ91YM2AGzIAZaAoDNsBN6QnXwwyYATNgBoaKARvgoepuN9YMmAEzYAaawoANcFN6wvUwA2bADJiBoWLABnioutuNNQNmwAyYgaYwYAPclJ5wPcyAGTADZmCoGLABHqrudmPNgBkwA2agKQzYADelJ1wPM2AGzIAZGCoGbICHqrvdWDNgBsyAGWgKAzbATekJ18MMmAEzYAaGigEb4KHqbjfWDJgBM2AGmsKADXBTesL1MANmwAyYgaFiwAZ4qLrbjTUDZsAMmIGmMGAD3JSecD3MgBkwA2ZgqBiwAR6q7nZjzYAZMANmoCkM2AA3pSdcDzNgBsyAGRgqBmyAh6q73VgzYAbMgBloCgM2wE3pCdfDDJgBM2AGhooBG+Ch6m431gyYATNgBprCgA1wU3rC9TADZsAMmIGhYsAGeKi62401A2bADJiBpjBgA9yUnnA9zIAZMANmYKgYsAEequ52Y82AGTADZqApDNgAN6UnXA8zYAbMgBkYKgZsgIequ91YM2AGzIAZaAoDNsBN6QnXwwyYATNgBoaKARvgoepuN9YMmAEzYAaawoANcFN6wvUwA2bADJiBoWLABnioutuNNQNmwAyYgaYwYAPclJ5wPcyAGTADZmCoGBh0A7yRerMl/F04oU969gDV87fCbcIdwuZ9Um9X0wyYgf5gYDNV80aBOeYe4dD+qPZw1vKfJc1eQ+8fFp4TnhfWLoh/icJ+L/w1xH1rQZxeBlG/fjDALBjge81Axqf13KeXxCR5l/Xz6xQ39jNxD+9Qrzn07jcC8UhzXIe4o331cSW8T5h7tBk4XV8wUKaXaSPQ0WnC/cIjwhPCVQK68mphomQxFfw7Ye8uKzBV8XfsMk1Z9IUU4UnhwBCRBf55ZYlqej9V+dTdnpqq1pNsutHdthWomsk05UDc/xEWLMhtfYVNLwgfj6B+McBHiIynEkLmkhuMh1Tt56+rMsR9VJi3TcW2DXGI1y5Om6SVg1mY/FQYL34qV8wRa2Wgql5ur1LZBLCbWyDUgMXZbsIzwgu11qq7zDB61wk7dJds5nx5cZdpyqIzD8PpWiEii+V5yhLV9H668qm7PTVVrSfZlOpu3UfQP1IzXiOc2pPmDH6mi6qJnCJE4egcNE1+oAotJezRpmIfVfgP27yrKxgd4yitifzU1UbnU40Bdr7fEj4rnChgiBGM7reF/YS657pQRKUHCwAM33crxe5tJOYYJM4zGAlOJi0NZaDUiod6T9NzO+FsgTTvy9qDAk5Pwj4hN0dE6WqMo2mOjgibGuJODn7COCp5j/Cg8EeBwcYKbucQ9gc9vyjMKaQSd8AYhoeEvwiXCa/K4i0s/1eFlsBO/ibhHUkcdl3UA+wrHC1wtI7/e0m8IueHFHincLfA0emxQnp8SllPC/8QqC9YTxgvqdrP7IB3FTjmawn5DnRLhV0gcORPnukOeFn5TxduFf7PLGMAACAASURBVGjvLcKIEFfgPGk36ZggThMQOMPQcoy3gfAVIeoO+oHkfXOcwv4koCvsgtCTzwmcMDwgpIuHqrqoZC95TKB+PPlUwLe0ZwX06WUCn2AIY9JlobKkYBk9A1X0EuOLseWot0jQQXQylbfIc61wr4COMG+9MonAXBPHOnMXOzcM+13C25N4OFcQLhLQ65uFXwiHhDgr6olOY+TIM8p8cjBX8amGNAD9XFxg/oppmKvifLCT3J2krE3puEF/yZd5qUi6aT/pO5XdbXvGMpZjW1aS40KBsc5cxWkZ/RglL6NoLi+zB0l2hc4quluYMA2smsk0JcIAc/yDoUFZV0kyyg0wr6YI5B+PQwhjhUbYVDySlwqTBBQUZf2ysIaA4hAPJWZSZzI8IITlioqitYQPCwxGBgV53SFEY82TgYNRiAP53XJjELcSEI6SXitQLgbkSGF14RShkwHG2P6vQL0RBjoGPp8UjlcYA2MipGo/Y4B3FPYW0n6Kdb5KjtcLRQZ4a4X/UohHhCj4dIF2p0IZGDUmNuRNwo+COz7oE8qfHALSvrleYex66JtpAn14snBQCDtLz78J6QJsivzk10kX9folywlfE+jPc4U3CP8p/FFgh3OhgK5TP+LERYScllEwUEUvWQTzg6KqQn+xoGNhhrAQxoCyMF4khC2h5+4C5f9Y2FZAN1hU0dfoW5Qb5GDBF2UbOTCcqVwnz3lJAOPj5wLzG8KcxKIyNRLT5cfwV5EqbSKffNy0y7ub9lcte7oKq9KesY7lZVQOOoFd+I/QwMP0ZFG/XvCXzeVV7EHIqu2jiu62TRxfVM1kmhJggJFVBQwwg2LeEDZaAxySz/yGwg4oGkzCGTDsehlAUfhVH8SnggHGgKfyNnloG8YE2T743xn88XGNHJQdhfaQ7tIkDGVFsYtkaQUy2X8+e7mH/OTDD6+iHC/HY1m88fJW7edogNmtPiLcJUQl31juePRcZIBRerhKZU956MNUMMwPCj8TFhRYFC0/e5TCiST2TXrUh8GkbfwQMAoDlLCdk7ApIazMAJOEfiL965L0Z4awdZKwM+RmoWUZPQNlejl/4B0jWVVuV0QWaalgACmLH2xFYUwTtn8S9sYQxqIQwYD+n/CB4I+PIzM/c8h5SRjzCgu4VKbKk+r5dPmrGCzy6LZNk2crudhTpf3dlN1Ne8YyltmkceLAaUIU5qiWcEUSFssomsur2oMku39zluluz76L3KGqfFBgB8IOtS7hiIfdTBQMMjvZF5IwjO0rEn90skpN5ZfBw5Emsnl4xvAYF8PNLidd8fKO3XIUVq6XJ/7Uuak8cwn5gP91iLRFm3RND0bBMbKcCMSF18fk/kyHirMoe4/wKwED2xIwZhzdYnSjPC3H+4UpAnFPFThKqio3JhHRESQPY3AU6UnVMtjh/DaJTDnoJouFKO10MYliZ00MlE52oZyl9GSDkI9HFvNPCkXjMY1LnyJRd1hcY1w5YTlJ4PQHOSo82z3Y/XJSd76AocOQTxO60fOY92jaFNNWeXZqf6/Lzsct9c3D8rFMH9KfnEBFYZGEDYjzcfKqcC7v1h6k+VV2x51L5QRdRPym4n5DYGW4QxfpOkX9U/aSCa8oLN0lxyR5vKf0gk55ZYjw8vBkwm8lYCWEQUDRUuEYqorEfPP4UTni+yp5NS0OJw3sXj8qsPNjN8LKvp1goJmojhZY6U8SDg6R584SceTMcS4r9Z9k78q8aV/HBVsaxoCl74v0pCzv+B6dSIVynhXINwphYykjzd/uYgb+rGB0MB+fxbFf8pJ245H4jMmi8VikT2m/cgT7BWFHgUmeU4+yOY+d9j7CygKnRo8JRwqj0ZfRtElFVZZO7Z+IssvGMnXK51saS/+y0Fkka3lR3NiuqvagMplpxF4aYMrh6IZjaI7iViioYZwc50jeLVgQr46gnPTFlCntjzskBjGyhjApAQN7UeGemW+7l5hvehxCLtEf33ef88SnYEfLxMOxLSv5Y0uqtIveY6AvE8p2LBzdMzmx4zhTSHWkpJhRvR5PXRxVBZ2oLQN8l11FyMd4TMD43VpgzLcbj8RlTI5mPGIQMKjLCRhj/OcJjIt2gv6fJqwprC2w4BwR9muXoEN4L9rUobjZXk1k2e3qSJ3y+Za4hHFikRrwTnnwrm57MFt5vTbAHNOxg2TyPKWgpXwoR9JVZ/pdrSDJqIPWyVJuGPzXhmf8NgDhqVAfdnqjlauUkB98rJdlEP3d7u5GW49epfuyMkahWV3+uKQQVp+5xBOIPJxj5yOEvQS+tx2QR6jZP566WHPVhz47Fn6MMT57FclHFPhVgQUjO807hHw8skHgU0i343FhpYlzG4u4ywU+szDncdTdTr6iFwuEl3y22Fl4UOCzXRSMRVx4LiE3v7EokrrbVFRGu7Buyq7annZlVQ2nD2N/xjTwyOeBOB+X5dUrezBbub02wBTGcQzf81DuXO5TwCPCrgIE8Z31fXmkmvwrKZ8DBY46Jwn8apFveOzckIsFOodwVsoIK+cvCQ8F/2gejyrR54U9BFa7CLs7jAtHrL8IYf36wPi+UXhnhQZ8X3E2EfhGg0wSilb8uykcg36ZwED4ukC/rCj0SsZTF3vVhmHN9241HAPGpxAWavMGIngeGsIYfy+E8MP1ZHf63uBnYfg5YYbAgrIbYT7ZV2CRGAX380Jc3CevXnTyLTJdVLKDx8hemUR+QO5lg38nPZm/2kmdbWpXRrvwqmV30552ZVUJZ65gXjpeiDbuYLmZdz9WJQPF6ZU9qFj8v6KVHRWyYmsJzwrsItIP9mlhrPimpwHBjSL+RmAl9TOBHzxRJscIZwsYw5bwV+E5IeZPGErON6DbBORegV03YS1ho/BkdfwF4USBI2ficGz1KiGVBeUhXksgz5uEQwQWBwjHSygR9XtSaAnRWPO+kzB47hKYLO4XUBIGbxTahdKwim4JHGGNp5T1M5MD9XpGeELgyKxI5lFgS6At5Alf7EAQVvzsROhrFmbkQZ8Qj9X/tgJH1PTPowK6sW5wE4dvNZ8RWBQ9LhDGAo5JNu8b4qwvtEI8DPrpAvmlYSnPlNdJF/V6Zp3TfmJRQB5PCXz/bQmcmqC71DeGURdL9wyU6WWaY+R9hgJbAouqc4W48E3jbinPtSEOuneOsEwS4Si5Ux3bRf7/EliMUyfGwAkCxvuTwo3CLQLzxtXCmwUE/WgJcf7CzXde8vupgL6R7lYBQ54KRvlm4Q7h1wLt6yRlbcrHTatDZlXbH7MoK5t4VdtTx1h+jcq7SKBv0YefCRvEyuqZl9FSWD6Xl9mDJLtCZze6W5gBgbVk0jZ3v2gKA+7npvSE65EyYL20PvQrA6W6Ox5H0P1KnuttBsyAGTADZqBnDNgA94xaZ2wGzIAZMANmoD0DNsDtufEbM2AGzIAZMAM9Y8AGuGfUOmMzYAbMgBkwA+0ZsAFuz43fmAEzYAbMgBnoGQPDYIDPF3v8SRO/SONn5RYzUMZA/JMw/lyq18LfgvL36Pz5Cn9usnkXBfKnLPHP4vbpIt0wRE3//Ge8/6RvGPjtZRv5s0JuwGPO3rqXBfVD3qU/pe6DRnCbkg1w546qo58nqYgRYanORTXqLfUt+hvd4xXeawPM36nDe/w71U/L3c6QTtW7HYVc5lUAebRLl8fvN38VvZykRo0IRXp3ncKbYIDppz0E/kb4ToHF1i+Fdwu5cDER7c7B3wvnwt/W8rfpLOL423r+zn6hPFIf+ldSnWl/PxvgKrpb2jW1ZFJaSm8j2ACX81tHP08Jg2at8uIaE4N2H1RQm/EwwEeoXC7wiDKXHKBIpivw4oIXNsDF/694pKopBnhbVehvwlZJH+4pN/q3X9avGGAWDTxTvC2Lt7T8XH7ERSDIfMJ04cfB38+PoTDA7QZ7P3ec624G+oWBRVXR55PKcmObZXAZuExNuzxp3plys/gD3BSYyi3ynJ2F5V4WcNy0dlx4wQ1yHxXYWXPT0w/zBPY3i4E6vgHvoybFoxKuUkMZuKrvQYE7fbnGkXtWWenzvYpjmFxQFr673SO0hDOE9Fqwx+SnDJ4c13HtG1dfotAvE9YOYc/oyRWTSwpFsrICpwukpS75ypM03dRldcVH2blmjvqtJqwgcAUaV8txjRx3PXOd5SBIp7YdrgbyvR3hSOxhgT5F0v4r4ow4rxUuEVrCDIHJY1VeBMl14AaF048c6XHtXC7oZUt4TqAe3M9LH3E9JHqzsUAdkZHgxj9pVtCL/6JvZWVlSWZ63yJw1SHXozIWmExfOfPNLOGa0w8KSwiUC9aLL5Mn1xbyjmv03prE3SmLyzhj7NE+ruf8RPYebxnHBUkaH9RJ79LKc3zfEuCHvkh/DzKX/McIzCuAsfstIT3Snix/nOfYnXbKT6//TdDt7f4tdNbVuPkViAXRCoM4vv65kC7cfiU/Ol90tB0zqWPOLtMlOIp8rS/3/wv1Yk58vUCb4YQxzGKjSPcVPLOfpgn0G/iKMC8vEimrS9n8w8nBF4XfCNQPYLMWTwuZKDckdhK+N0AA8ZjoMGpMstME7jU+WWCFR9hZAscw6R3Mbw/xomEmP4waE+t/CMhywtcE7vM9V3iDgKGkQ74r8J8a0MlbCcQ5TUhlL3moH5M6A2ke4cAQxkCK0m1dmMg3EzYUnhAwwEzWTIRRtpGDlWnTpayfqX9Z26YoDvmslTU27b8izpZV/D8I6Ad9jjE5JYRxzIakedDnGCSMKvdqXzkryov/bi8X9eDHHAxWDPQ1IWz/LC7x0M9cjlcAulRWVp4OP7rJpMgCFJlbuEi4T1gkhPGgDCaHKjJdkS4uiEj7aAN9c7DAODs2hG2SxK/CcUH2Ex5URS+nhPbmekflrxOYWJkTeL+zwIL5k7wMwiRPX7PARFj0fF5gHkIXkZcKkwQm57L8ZqWo9i/6+70s6q7yY5zYLWOc+IHeCUJqqDEOcPNZIRe+B/86D0z8Y52zq+jSEipvd4E6Mu8yt3IPOwtP2vx14R0CxphFz11C5FrOl6wkkBaumddZJG0u/Ek4VYhSpS5l8w/cspChj5EVBeZzbMpYpIruluZfJZM4CTBZRaHRpEWRoiwTwhgEUe6QgxVnKlvIQ1qIj8JkRdjrkrAzQ9g6SRi7Z36MkEo0wBjDVFBSOj5Kt3VBoaKgYK8QOBL6QBKO88jM30RvWT+jnGVtm6I45FM0Ecb+yzljImFVy8KMQRuFSeLPAumixDxWS8I+Ijdp42KNV/QjE2Uqb5WHunVjgImflvVh+fOysmJmem8Xrs9eMKjJ7+NJOO15LIvXzjtdLzoZ4HQSh4tnhE8lmVXluF35ExVeppfUa4rQTu+u07tHBSbwKJyS/TTxw9ekxI8z9lfa/4STH32W5oeBSfPLsmrr5ZTkeSEvg50y82ZcfFIXjNSdAuMCWVnI9Sm8mllHFnudZN6QfjRzdlVd2iqU8cGkIixKqfchSdguISw9IYoG+OSsEZ+TnzGIfUGq1oWxRrlF8w+LczZ2qUyVZ/ksrFtvqe6mk1a3mRfFR0mi/C448jAqhaFClhIwqKw0U4mTJyueVNhJsrqLQhn/EFglRnlYjph/EjzTeUMWQLns3llZdlsXVtFpfpfJ/7iA8qM0Jwms7pCjwrOfHyj9WNtWxBk7D/r5XoFVZxQMCJNIrgNMWBi4KPQ3k+HLQsDCeqJT1/4rykxXqofZq7bevCyOdtOyihKiR6sKuQGmLU8KWxQlqiEsLY+FEkYiHQfdcFxDdRqVBfMDJxJR6MeUG/hiHrhCaAVMD5Hjrjh4Zz6Yn9L8Os05abrUjb6eKrAgTPWZOCym2B2ycEDQnf2EyUK+uA9RRv3I52cyysPSOZv33epSnl9eBvwhRfN20ZzNGIyGtJu6tJt/2P3uJJwvsGhgszFNeEDoqdCQOoXjgSgYRiQNoyNR9jnDu5eHJ43n2C4V0rE7SuXpzE8ZzwrkGYWwmH8Wfba68I7JH2HlFY8/qtblqZA2f9AOdkrvEzgSvEf4hJCuNPM0/eIfa9vacYYeLCi0MiIIw2ilkuoT4VHPYp/HXcMfs3Ttys6idVVWUdqo03n5xEXf4vuitGMJK+IlHQfdcDyWejQxbRk3m6rS7Io/I3CS9YLA0eZDwtwFDSrLryDJbEHo9aXCmQJHsVUEQ4Surx8i/yE8FypIzCI0HzcF0WYGdTtnk6ZbXSorIx/DaV1zrtM5u9u6tJsDOJXC2LJT5zSDMk4RjhFi3SirdqnbAHdbwahE31DC9Eii23yqxl9EETHYUeKuiZ30PCFwrHVBYejQTwkcMX1aOE/gWDzdqYfi+urRq7ahBw8K6aeE0RITdw354m3R0WbYZbqo03n5ZEMY37QmQurkeCLq38syd1TmTLRHC+nOthdlYnyZ5DkxO7ZNAXyKSU+DiMbmBcRFFUaCnXy+Q+dU81UCc06vZDx1iTk7lXTOJryOusDraQFr6ckGakRgEY0h7pnUfQTdbUU5JrtdWKMg4YjCMGB1Sj7B8+OpuwWIrqMurDxjhzGgLxfeI7C75liyn6VK2zimRuJpwkZyL1mh0Rz9rSjMn8XdXv6DKqRPozwtD58pNsjSrd0mHybcWF+O+FZpE69qMHrEN+j1sgRMlEweP6maURYPbmM9maA37jKfOjnusuieRx+t3sWKceSYS/o9Mn83Wv8CSshO+0cCu6soZ8kRT24I43PCSsl7nMyRbJhuSsIvlHsTIT3peIP8lHNBEq9u53jqUtGczZi9ITSqjrrwHRnOEDZJ/EaJDcHqIaxnj4k2wDTsUIEjoB2SVr5L7r0EvrXUKUcoMyZCBtwBwrrCSFLAWOvCcdW+wpuSPHHzLTH/JplE6QtnlbahtAjHd8T/noCxKJPjFIHv+8cLcTLBGJ4ojObUYETp1hQOFqjH8kL6QxB5XxSOnqgvwo5ksxffjN5xuJKykn5vyAJ948cjM4QvjzLbtJ58Jjmwy3zq5rjL4nsafbR6Fyv1fTnoo48LLHKYjEdqrnE0vuhjS9g1AUY0nsDFYvl1czQKnJx8UeCkju/GUehTxgvzGjKfQBiLPHbZvZLx1CXsAmMSWzVF+IDA0T2fB5A66oL9wR5EYRHOvHVlEjZhTrbnnYTvgkwOxOO7w5cEvlO0QhhHJacLGLs0LD0i2VzvfikwQbHCu1hIdyKsGDn+ZFfZEtgtkf4pge+/hPHDm7MFdrMxjHqcL3BMQf0o59cCx9AM2v2EXLqty1FJBgziTwo3ChiO24SrhTfnhTTQX9bPVdv2GbUNfWAXiEFD8v5LOQtRZvYpq3YGFjoAb2+LLwvyID5lPSFQd9Jtl8TfW+6W8IxwjYBBJl7e5yz27hfoq0sFJr28vmVlKcm/yZYKuVa4T0DXzhGWSWJdL3eq0+l4+LfMFMB4YEEKr+gw+l409pg4WgK7wth2OWdKGccxXpOeZXoZ65rr3WJ60RL+KjwnwDfCpAov8NMS4uLrQ3LTVxg55iIW45T9e4GFYbf5KclsskfIjzyLMCmJTb9+V+AkhxNC9OdbAkfLuaAHPxaIy2eurwkL5ZEyf5HedDtnl+kSY/xxgbY+IuwicJrFCRFh8Awn+wuPJmHEgfuHQ9ieel4kMK8DdqvzCqmU1SUfz/n8Q91+KvxGYN6+Vdh39iJG5auqux0zryWTjiX4ZRMYGPR+5heWtDE9aWkC765DZwYGXS87t95v+5mBUt1lW28xA4PGACv83bJG8Q0NYQdpMQNmwAz0BQOlVrwvWuFKljEwSP08VY29S3h5aDTHhxwHc5Rl6S8GBkkv+4t513asDNSiu7VkMtaWOH3PGRikfua72HcEvonxXYdvaHwbW7jnLLqAuhkYJL2smxvn12wGatHdWjJpNk+unRhwP1sNmsiA9bKJveI6VWGgVHf9DbgKjY5jBsyAGTADZqBmBmyAaybU2fUtA3Oq5i2BP1GLf+Tft41xxc3AGBlI/3yT27ssE8RA6TZ6gurlYutloKyf+ftS/jaPv6kkLu69kyp8MITxjji8J02/CX9L3msDfK/KgKcc22Zkfb0gDmm+kMV7q/z8wOxugW/e/E3zh4V5snj96C3Ty27axJ+i8Xf6/K0nf197p3CJsHZBJlMVxt+Fx7/nh9vPCvydeC5cqoHOwD15XibkNzjlafrBv5cqCf82wKPrrVp0t5ZMRld/pxpHBqr2M0aBm73ayd/1gjj9KuNhgLk0gUk7x7IZafB4ZEG81yfxFpWbvuNygXiihUF5WmAX0+9SVS+rtJOFC5fErBAic7nMNwT0OeWU11zew0UynIwgK4ewc4M/PriVjDryROYSzhK4NGK5ENavDxvgsfVcLbpbSyZja4dTjwMDVfvZBnjsncHuq4rANTcUdRIMMLfN5Z+TvqQw+jQ36p3yauK7qnpZpe4Y4IOyiC8LPJ2RhXOiMH8WRn9wujNHEs4OGqOeCr/Cp97vz8L7zWsDPLYeK9XdfNCOrTinNgPtGeCqP47nOMrjyj92F3OH6Ex0HFlzbeDFIYwHV8g9I7SSMJybCb8QuLIyXiG5dRaHyzi4fvAeoSUwwfL3wFWF/Li04y8CV0BOyRIyCR8q0B7+5pg/efqokE7OWZKeeJ9SrksJXL+aClf9IRhoyywGDtPjlIwMrs9F73LdeKfC/pzF5c/YiJ9OrH+Xn11vKtH/jyw89e4T8iEvrj08TviT8KDAJTLo0ecE+hcDv4eQy2sVwAKgJcwQfiismkSK1z7yXFPgilx+48AROQsPTkoIY4z9QFhSKBJ2/9MF0lKX/QoilY23tC6rK/0vBXin/asJnEqw6LlVYLwxvg8Rhl5KrfjQMzQYBFTt59HsgDG27NLibVT8TzMYLO5+TmW6PKkB5h27llYSie947EK2CmEsIk8QLk/ivF1uJr84aXE3LgP+aqFs0ckRNJMFz8UFDBj3OGOIXy1E4Xsgx7xrhQAmwycE2lomHEGfKFwrwAN1f1tBIrjmHnXqTRris5ApawNZnSU8KnDM2s9SVS9H28bllZAy9u+QARxiFOlvDHMqG8qDATtAwGjyjfhCgcVbp2+n6CQ6Q9ksFDFqGKZpArp7snBQCKMvubs6vQuakw2OyXmHPlA2iwvClhYQjsC/JjD2zhXeIGAoOR7/rkA9OWFhLBHnNCGVuAPGsE8W5hEOFKjzjknEKuMtrQsLgM0EuGPMYIBvEI5L8txGbsZcP0stultLJv3M4pDUvWo/YxSI2wnEicJkwOTx+SQMJ8aRPDZKwqfLXWaAtwjpWJVHYQe4d+Jn8mMlnUpMFw139vpFL4b3BWGJJAKG+Hnh1BAW2/TFLJNj5GfSKNt1shhgAmPiZHJn8mUHmx9ZMglj0DkhYIJl0npSoI6dhBvA2E0xgfa7VNXL0bbzM0rIIig/bo75YdTo098LXNpfJJsqkP/QA+OHnlwhRCNYFD+GzSsH7cMYRsFQEcbONsoyIWznJOwrcjOuUj3FqLNrPz6Jh5v8XpeEnRnC1knCOCGCh1SiAcYYpvJree5KAqqOt1iXdZO0GG8W1ej/B2YrZdbvH7KgvvLWoru1ZNJXtA1nZav2c7c7YAwNee+Q0cqql/Ajk/DpcpcZYCacp4SHhMOF5ZP0ODHG5MvKP5X4rS9fCGTRZhq3e/JA+W8RolGPbXpPFu/d8lM2k0q3crkSsAsp27EeEcp4fZsCMOoc5X27zft+Cy7Ty7nUIBY8EQt00cA3Ki4LGo5iOwk/xHqz8IjAj7ZSwShi9NBvuJ9PQPfQz5XSiAXuaIA/kryjrHxcsPjCQB2cxMMA3lmQ528Udn0SjtGjfql8Wh6OztOTFMYhi7ZUogFmAZDKF+ShjosJ3Yw36vJ8llf0sih9TjhJaKfbbZI2NrhMdysdZTW2da5YXzDAbgzh2CsVjA0S38/+tr2PIyuO0q4UmDRawlXCmiFJzG+n8I734EaBCYbdbJnkExHxqe8rQ8JYxhflbyXAT9olQ7xuHr9SZCa0dGdflJ54yPpFLxVGHTDinDAMg2yhRqJbERdUbPRkxTtfwHDeXJKGI+GfCR8T3idsGeJjLNmJXiqwi8VIsls+SGA3yu66iqT6RllIGsZETt6UFwUd5JNIKwM774X/FW2mi6PzVCjjWYE8oxCW5p/Gz8dDHLuMh27HG4vnIuFoHMPO4pbjaHbj+aK9KF1fh7F6tJiBXjLAsRySG77oj++JwyTAaj+VBTM/XgbnVGF/gV3oMcKPhFcJMT92KocIo5FFChKxg/5dCI9lcGSWHhUWJPu3IHZITHRMgKnEiTdOgjypR5zsYtw8XprHyfIwKbMT53hyGOQ6NXKTpKH5Qq+IA769/kDYU7iyIALcMzf+NXvHKQjCDu3HAt9h2XnnR7eke0BYg8g9EnTwQSE9Ru5RUTP1MNVXxgLCeOC7MDKW8UZ6jPzHhU8JbxE+LZwnwG3kXc7BkvQIYrBa5tY0hQF2pxx3rZdVKPp/koTznS2uqGNw+u2KsI2E+K2USeFMgYH7CoHj6ceE24WiyW9E4QzuMsGQx0mGuCwWmLSvDQmn64mBy8tg53mOEHfKIfpsDxYMpxa8YFLnCC5O5svJfVubeATflL07Sf7XCBjfaDhYoGxdkMcgBbGjuibBHSWNi8Z3b8W7IsSdW890IfVm+S8ryIc+QTi2RlgcsSBaPvjjAwPOse3jWXidXuq+opB/u95eYezA65TcyG+ozO8WWOzUMd4WVj6nhArDJ59jGCcsxlcN4UP7KD3HHlpmBqvhVfu522/AsHSswGS1ZqCMYzIGcH5cuK/C+EYUB9275GaV3wrpeGwnzBCikWOywwjzTSwKR4QYyPQIi7weFnIDnySb6TxbeEbAkLLyZ3IgjKNFdpdRWKEz+awWAtgxfU4o2lH9K9WsnTttZJKPQj05DvxYEjZJbvqE74PxVGB1uR8V2O2ncqI8LF7Y5kC8lAAAIABJREFU0e2a4PtyT50tZv95qupllZZxvM+u7ayEI/h6n9BKMthCbgzBzkkYxvdW4RGBTwVR0D0WPJuGAPrqaIF6sxjqJPOGePtkkUibG1EWsYcl8dB/9A/DxRhAJguMlynBz+N4gXipjMiTHwV/QmH5qcxeCqMuvxBWEFhgHhDCOCqOUnW8FdWFPBiTjNc3JXlOlZsxR7n9KrXobi2Z9CuDQ1Tvsn5md9kSME7Exf3+hB+MJ2G8Iw5u0kQ5UA6MJIb3fuE4gZ1HKvPIc7qAMSEeO1u+CzH5tIR1hWWFLwvscjmaYsfDt7x8oG6usF8KMwR2ixcLqwjthEmsJTAJ3SAwKd8j8AMWypki5MIO884AJmfqhdHuJOzUPylQBjtcuOD79B5ZIrj5gIBBp41wR30+I3CMHYV2w3k7TE3i9qOzTC+7adO3OvDUSjKiDw8V0B+4p59+K9C/7GxTwShhLNERdBJ9+Jnw1tli/buHb54PCLSPHfWXhPWFVghjwcpYQOfTsPPkj8IOmEXsQwI6frXwtn+9nrlQ42iXxURLID7pMb4s+AjjhIkFJrvZGEY9GFMcc1M/xtKvBcbGg8J+Qi5l4y2vy1FJBnDImGAcwCN805Z0kZqX1w/+WnS3lkz6ga0hr6P7ecgVoKHNt142tGNcrVIGSnX3P0qzcAQzYAbMgBkwA2agdgZsgGun1BmaATNgBsyAGShnwAa4nCPHMANmwAyYATNQOwM2wLVT6gzNgBkwA2bADJQzYANczpFjmAEzYAbMgBmonQEb4NopdYYTxED6ZxMLTlAdXKwZMANjY4A/x+ICE35BzN81D72U/pR66BkaDAIGoZ/jxQGDYIC5III+ycHfSabC33ZyEQd/Bwq4SeunQtHfULLg5mIP/qaVv7W8XthKaLIMgl42gd8RVYK/782Fv7W/T8j/Jj+P1wv/VGWaXugRy0AnB8EAl+out/dYzIAZaCYD31G1Ls2qxgUNqXChw04CtwjdK8wpnCD8UFhP+I0Q5Wg53itsIHCj09uFS4S3CFfFSH4OJANHqlVcwHFd1jouAeFCEC7hGG+ZqgKpU3q5yHjXofHllVrxxrfAFazCwCD086DtgI+o0HHvVBxuIUuF28Lozw8ngUvJzZWJ3N6VCjcU/SoLa5J3EPSyCXzCIzd2NUmmqzIXF1RoaHbA/gZc0PsOKmRgH4UyiAET/nEC19w9KOwmcAcudyGzomVFvYeQC7s1jj25UrElnCGk9+o+Jj/58+TeaK6m4/o7LsZ/mbB2COOqS/43myWFIllZgdMF0lKXoqvzuqnL6sqDawkxYNRvNWEF4SKBKyhvFrgv9xBhvIU6fC0rlPurEa4SjLK1HBwzcjydCv43CBjtfpRcL9nlc5Up/fS90CD4+KrQEjii56j+HeEdj8OFRwXS7CmQDj3mesavCPMKyGQhjgF2bdsL6DJXPUauGQdcY8lVqlwfSnkfFQiPMp8cXxQ4nUB3AGNn8RdjzLqDvFOd83YzHqkvJxvc6xxlYzkeDp6R4MY/SaBtTwi0ibYhtCu2kSNrDORzAm3hxCSXTRQAn9zbzAkMi+BrhD8LlDO/kAunNLzjJOatwY2fk5xUFpWnrPzXKg6nOC1hhsDJz6ppJv3upjMsg89AWT8vJApQduJhRDFqGKZpAhPQyQIrbMLOEv4mvEqIwuAlXjTM5IdR487XuBBcTm6MCces5woYBgwlE8t3hQsFJoWtBOKcJqQSd8AMQiaUeYQDBeqcfmvqti4sADYTNhSYsDDANwhMelG2kYNJqC7hGzATy+XCLQLfbE8Q0gVLUVmvVuBPhKsE2h/lFDnggck/lR1CeHqHcBZlQr3d6CWG4EgBHaS9GFImexZHcBi5e7fc6CJ6FGUlOSgLA0b4XAL3G7PIPDVE4s7iSQIGE+OJseKuZhag6AXyWeFpYa3gZ8zw7tjg50E//lwgP4Tv+MRBt5EqdU7HI7p4sEC7KYd2YBhTIYzxmQtt5V00wEvIvXsI+7Ge2wq0hQUv45ByozC+MbTfEeAWnCPQfrgvk+mKgIHNJdaprHwWjSx8zhKYQ1jk0O+ELZ1nOgH+Mt2tVKVaMqlUkiNNJANV+nleVZB4GMMoGE3CMBZRuLCesJ2TsDvkZreYyhYhXjoRHh/CXpdEPDOErZOEsXtmd5FKNMAYw1R+LQ8r+Cjd1oVJNgrG+xUC38w+kITjPDLzj8W7nRLDaZxImKRvFO4U0kkwlvEaOdhFwDsLFeqYCgsaFkW5xMkOI9JE6UYv0+/lGBLaxi6VPN6ZNe4a+a9LwqIBZiGZCjtTeEPPo5AOg8l4iMK3dfqKuF9MwnEeI7A4WzSEUzb9kcpUeZYPAVXrHMdjauww3pz8fGr27GdyUMUAkyzqxP5JHm+UmzzelIR9Re4XBLiOQhsxynUY4LR8FuNF5cN3Wj5jg/KZRyZaSnU37jwmuqIuv78YwBBE+V1w5GEoXzQCS8mNQWXHmwo7CYSdRipMVr9NAiiDHcstSRjGJjcy8TU7glQol50IK/Ru6/JXpUnzu0z+xwUmYSbrk4TXC8hR4dnuweQUsUi7SCGcCYxj0keD/z499xMmC7nhJwpHoewIOKqnfuzQ0oUDcQZd2OlGwUByehB1q0j3mNTzxUyR7syleDmX7Laf/1dxL/mW3JsKxC0qC2O5UYjP7pfj1vMFjB074WnCA+F9t3W+PqTjwThBZ9qNjSRqqTPNl/GGpPlyhMyxM1xHeUqO+xP/WJxp+ZxMIGn58JSXz+cpxko+p4TkzXqgLBYz0C0DHMtFYcAjaRjGlx0iq3Hk5eHJpMORciqkWzwL4wgrFcpgVU+eUQiL+adxcad1wc9xNfJKIX6Lq1oXJpQioR0fFt4nHCxgAD8hpKcDaTomYI7womDYCetGMA60Ox5VFqWlrewc3iJwHMexOfIHgfFOmanhWDi8fzI8+/mR8hvbEXXvV1nD4AE9Y0HGpB2lk+6kWXQqix0wR9FR4J18lwwBH9cTY/tB4YcCfUZfHSPQv2Otc6exoewrS9E4T8ccO/4iY9tuzFQuOEQsKx+eFhRaWcaE9YU+2wB3qxKOPxoGmPyRbwiHjCaDLtOwu8RgR2FXiLCTjt9Fx1oXJgcmUo76MHafFs4TOBZPd+ryzhQM7ibRo2e6mEiCX3RyrJbuLHjBwgakk+B88mNQ0+MuJmB2wOli5zYykKwgpKcLrw7h8X3wDswj6t4aalG+sCtqZH4ykepOUfw0LJbFCcUlHSLTV6cFrKUnC7kRAaOOIe62zkoyIcJOe/GCkjnleawgvO4geHpQWKfujMcrPx9BjxfTw10Og/F2gUkwlxEFYMDqlHxAsgu8W2CCq6Mu7BqZKBGMHUed7xHYXa86K/jf/mXSvSZBfkyZJ+D4baUsEP5YNN+UhF8hdzzaTKMvJw87qyiXysH3ujenkYKfb+QPZ+GD4oUfJNc9PomcXtDIIt35u+LdUBA3D5qugL8VlMUR8zkCJzAI304XCG4WazsLGJLVQ1i3dQ7JOj5oQzz9mSz3Kh1jV3t5raKtKKTfYFnAsMirInAV60QeG1dJlMSBJ8qfP0u3vfwHdZnXhES3AZ4Q2oey0EPVar6R7ZC0/l1y7yXcXDMjRyg/JgEmvgOEdYWRpIyx1mVu5bWv8KYkT9zsRJmU6hKOMeNEzU6Do0128admBRwrfzze5BVtfr3whSQeC4/PC+y2oiFgh7xZCEuiDpTzYrXmKuE4YbHQMnZoXxIeKmjplgqDE+bGKQK72TPbxM2TwzF9tr+wWnjJgukzAkfd9B3COKCPomAMMUBXhoBu65xk1dbJkTe/EUDQF9o4VuEHahh2uMTw8j39BOGpihmndeKT0IEV08Vo9Cm/FzleiKdCLC5OFFjYDISkR1sD0SA3opCBsn5msmbAEI/vKwy69YVWCGO3xY4CY5eGnSd/lM3lYOc3Q2AXx0STrsR/JD9Hu+wqWwKrW9IzoDmyJYydy9kCu9kYRj3OFziSon6Uw66OY+gHhf2EXLqty1FJBhj2Two3Cgz024SrhXx3mZfZjR+++Z7McTGnB7TjW8KrskzYNUwT7hBuFYj/c4FdQC4YFRYndwrUmV0d5TRZutXLlhoTDW1s14JyfEHgHe1G9w4R4u6LeJw2UNaOwjcFdBwdY7c6r4CQb0vgc8JzwV3EHwYYjgF98mUBAxVlFzl+KvCZAP0hzr7/ej3TVVbnovGIEW8J7CyfEa6ZmdMsYbF7v0D7OQ1hYccYflyg3Y8ILEzR8zSMuv6XwGKFeE8IGNkofFZhHGAI0T3KoVzGY5kw9ll8o7uMV8Z2t+UzR1wgUD/6lXH4NqEJUqa7lepYSyaVSnKkiWTA/TyR7LvsdgyMl15GA7x1u4o4vDIDLDy+Wjn24EYs1V1WxBYzYAbMgBkwA90ywLH6SVmiheWfJLCrtdTAQKkVr6EMZzHxDLifJ74PXIN/Z2C89NI74H/nvixkkiJw9LxeiMiGjiP7h4X424WyPAb5fS26W0smg8zygLTN/TwgHTlgzRgPvTxcnD0qUBa/I8CIWMoZ4Ds137fjt26+w35f4IdQltn/NHDUfIzHABh15ZywNgbcz7VR6YxqZMB6WSOZzmpcGSjVXX8DHtf+cGFmwAyYATNgBmYxYANsTRgUBtI/Q+JozGIGzEA1BvizIv6GmR3batWSONZ4MVC6jR6viricnjIwCP28V5hEmmyAR1RH/m7ZUo2Bqnr5BmXH35W3BL5FzhB+KBwmLCpEmSIHfws9Whlr+tGW2+t0W6iAMgPMj634gdXzAn9rjDv9m1v+JpewPwt8S79E6Fb4W3ruFFiz24QNjF9VdztWvZZMOpbgl01gYBD6uR8MMDwf1IQO75M6VNFLLn/hms1jhHlCu/gVLjdQkT5d8IzIz8Uuo5Wxph9tub1OV8UAxzr8RI67OlSIy3NG+/fUGHku51i5Q/798qpUd+fql5a4nmbADJiBNgy8V+HcTsXtZHHSe07ujwvczGTpHwauV1XX7p/qjq2m/gY8Nv6GKfU+aiyTG+DavOMEro18UNhN4Fo/7oZld/GAsIeQC9fnMcDuEVrCGUJ6bWD8DsWTIyiuuOM6ycuElwkMTMK4Zu8HwpJCkbB6ni6QlrrsVxCpm7qsrvRcockkT/v5TraCcJHANYKs2H8hcL1hO+HKSI7nkJHgxj9pVtDMfz8k8Ccd/McR9wnc2Tv3zDeWTgwwj7HzTY+aY/wt5aCPkAsF+ojLIuAenDLzzax7krlKlbhcacgVkSNC3FETp1N63r9W4Ni1JcwQOAJflReJbCY3ukIZ8VrIst3iRoqLrqFngDHE3cmp5GPnBr1E/7ma8TVZXNpEu7luk/F6jgAnvZKqddtVFaBPGGPMN6m8RZ5rhXsF5pyzhXinOfGqlpHm2Rfu0m10X7TClSxjoKyfF1IGTDDEYwLAqGGYpgnc3XyywNEqYWcJfCNK7y1+e4gXDTP5YdSYIOJCcDm5vybwDehcge96GMo/CtyLzATIceJWAnFOE1LZSx7qx8Q3WWCiOTCEccdvlG7rwgKAiXND4QkBA8wEd9yLOb7kJdvIzaUEZUL9io6gMba0aY2QAZPL/wgXlGU44O/L9JLmwz3xmKDpp6hPRdSMKLDoCBojiD4uEBJhkKYLxwd/fIzIUZSe/+iA757oPuWzIMXIEba0gLxCYGeO/iLEO0G4PPjbPYjD+IrtWklu7muO+ZAuHTuMlQ0E/oMQ7n++kgiJ8HfOLGJZnMwlbCGw4IBDdLtMuj2C7qZu84Z6pAaYOYD/9IGFPsKi9CKBReoiIaybMkKSnj+q6G5pJWrJpLQUR5hoBqr0cxwcDPAoKD5pWflHWSaE7ZyE3SF33InEYAY+adOJhAmPMC5mj3JmCFsnCWP3jIFKJRpgJuRUfi1P+s2q27rwjTEKxpuJlP8I4gNJOM4jM3+Rl7blBpgJmgXL57MELFaIzw5oWKWKXsLNRwUWQMR/TDhLQL8whKmMyFNkQFkQLpHF3VN+DGgqI/IUpceo0YdpHuTJD5LQaSTq+8rBz2MpYe/EX+QkzvzZi2/L/70sLI6d1Ih+RHGoVzTejE2+l2PQU2ExCXe9MMCUU6VuxItzzD5J5W6Xm0V/Kvzgi/p+PAmsWkaWVc+8pbrbaaXYs1o5475n4MakBb8L7jwM5cNQIUwgGFR2GKncHDybZ+FMpPzPKlEo4x8Cq/QoD8sR80+CZzpvyAIol907x93d1oVj5zQ/dsPsPq4TmMROEl4vIEeFZ7ePTZWAnUg+ybBwQJi4LZ0ZwIBwavBB4SaBxd8VwlXC4p2TznzLzvQ9wq+EB4WWwITOpw92w2WCDnM8yglJFHaZ7NKifrMA/ZNwpXC4sLzwmJCf5ChoNkEHjxY4so5121buFfKI8j8vYLCiME7QLdqBoKsvFTgtSCUdv9mr2rxldSsqiPG6qpCPDXh9UsjHxmjKKCp3XMJsgMeF5oErhEkkCoYRScMwvuwQ5wzvXh6eO+nZSsCgJ10+QT4d4scHZfA9izzTsJh/Fn22uvCOo12ECbrbuhTtdsiLY7EvCDsKGGh24zvwYhQS6/THLG2sd3w/iqyHKgn8fU14m0BfnyBsIhxZgYWPKQ4LKgwdhnGScHBIx5FnmdBHrxZaGTjdiAYc48xnFQwwdSIuC4Q1hU5yvl5uJ7BA4LPOJOE7QlG90nFInnF8xrFCfZBc19rpeYg+24MdNUa8nVAvdtm5lNUtj4+/3djgHeMjHxujKaOo3HEJswEeF5qHvpB4jPcNMTEpw6Ly71kzQ4tk+cXVPzvpuurCQOf4azkBY4z/PGGtrOwq3linfCES/fF9lbyGMc76avTaWcPZHbHLvEtYrwIpuyjONQInHKVHhwX50Uec2kzKgIHg9CUKC7WpAju7vYSVhR8JRcaUNJzysIM+S7iTgDHKoyF9rmuMw6rCQgJD3s5+8D08PQmomm9RvHZjg7i0oa/HRjsCi4hwmBkYLQMcs90urFGQwYjC+IVjnbJOltmG8t8tsOqvoy7saE4JZbDDuFxgdzKHwHFZJ+HHJMRDJgurCOyCCM8NRfTzoxdLewa20qt92rzm+DWdpNm9Rf6Z/7YW2B0W7ejYRefSLj3H3SsK+bfa7RV2UMhkIz3fH9zP6nmmwCIOI7tECM8fRfUiTlHd8rRFfk6daMMG2ct8AVOUNoZxTD+fwMIgF4wvi4o6FgvkzXi9Q8jHBsfvLKz7emzYANPFlvFg4FAVwrfO9Jj2XfKzC7i55gocofwYoExeBwjrCiNJGWOtC7uVfQV+ZRoFN9+f8m9rSZSZzgcEJinkWGEzgV3J54U9hHgcyQ6Ddlwo/EKwdGbgfXrN54A4p2EgRgSMIsfSUeB/QYFTktUETmVYRH1f4Lg6flOcJPd+Qi7t0h+niH8RjhficS8LrBOFW0Im9ClH3dF4Eg+jzOLwkRAnfzysANLTPo7GERasWwZ3tw/KOUNA1zCg8IXu7tJFRucoLqdJ7Mp3EqjXMgInQZcKpwqMhbrkcGXEydJ7Q4aM688JM4Qv11VIU/MZzXFMU9vierVnoKyfGVxMPsTjeO9LwvpCK4TxPeZ0AWOXhp0nfxQG/C8FBs5NwsUCO8AoHMVxlMuE2BKYPEn/lMD3X8L4MdfZArvZGEY9+E7GTof6UQ4/YGKX8aBQNJF2W5ejlE8UJoBPCuwmmBxvE64W3vxijPYOFh33hzRMVgskUQ+U+y6BCZk4TOrtjiaTZAPtLNNLGj9JYCd5jdASHhI4Ar1CeKuQCoYZ3vnB1O3CduEl/fBVgR0Xx8ToIsaT8tGhbQWkXXreoa8XCJSPfqMTfI+OwsILg0G56A07O/SWxWIn4f1lAjpPum8LjJ0XhJawlFA0dj6jcHigDdQptnUeub8oMGYZWyw+dg/xMNAsEspkkiJME1ggsKN+TmAhfZAQF0FyzpSqdWMRkM4xcBOFBce1wn0C/cEiAKMfpWoZSZKeO6vobmklasmktBRHmGgG3M8T3QMuv4gB62URKw7rBwZKdTdfqfRDo1xHM2AGzIAZMAN9z4ANcN93oRtgBsyAGTAD/ciADXA/9prrbAbMgBkwA33PgA1w33ehG2AGzIAZMAP9yIANcD/2mutsBsyAGTADfc+ADXDfd6EbMGAM8KcsLeGvQvonXAPWTDfHDFRmgD8v48+lurn1annF58/A+DOpxooNcGO7xhXrUwZGVG/+LrmKTFGkI7KI/J3jJKHuy0mq1Kcf4/A3tdwiFsHfkPPnH3kYF2T0Wvg7cP62Nl6mEssbkaOqTnRbR/7+GZ0Z5L8X31jt4++nq8qOiniV0Om2MC5h4YIWbuz6jcA1ovwdOH9TPW5iAzxuVLugIWHgSLWz6mQ7RXFzAzwkNNXaTG6cmiuAW86QNIwLTsZDnlUhXCTBjVipdKMT3daTS3Eok0tpLLP+D/B9RAS3e3VaxHKZD7vkNwqrC5sGN5d9cFPauIgN8LjQ7ELMgBnoEQPcGMaNUJ2EG6R+3ylCTe+uVz7cqcxNWuMlp6qgzQR2/JZZugAfD1Yggxu/ng7xuDGMq2EnCdtUSDtuUUpv8xi3mrigXjJQ1s+sKokDuAf5aIFJDf/3QsX4Two4xmkJTEJcx/eO8I4Hd7o+KpBmT4F0fNthgvyKMK+AsHuJZfEddHvhHoHjxfgdaA652e1wbeNdAuV9VCA8CtcGcuUeR0yshgF3yKb/E0xZnfN2H6f01Jcr+z4hROGYjO9N1Js24QaTYoTseaH8DH52LjFu/A8eiHqdQNs5TmsJlMmqPV+dl9VfSfpayvQybxxXIZJmpfyF/K8VLhFawgzhh8KqSTz4jnrHzui7wjMhbH89HwtunuyauFaVb/Wk4SQj9j86g5TpBH1Jn7cE9Bc93Z2EQSbr2WkcMGbiVZPETYWrY1kQMG5awhnCYrPFmHVFK1dbMi64TvUsgXZ1K+9Vgp8LNwjk9xNh3SSTvB1lOr2c0nI95p8FxtmnBK7VjGM/ybqjk/mFPimSoiP7DRQRvunrOoS8xiy1ZDLmWjiDXjNQ1s8LqQJMYMTDsB4pMFiZQFD0OYVfCAzAONDfLTdGcyshChMjeTCwCJ9L2FzgDmhW88hLhUkCEwOT0nkCA3o3gQkH+ayAAVsr+KlbXMWGoJn/HywTA/kh/MCJOPGIuEqd03YzwRws0G5Wy7RjEyEVwjACVWREkTDWRXKdAmn7aQJt3Flgsv9kErlK/Yvy7qewMr3M29LOAC+riEzgZwmc/LFQQ3cJWzpksoSeuwuU+TNhV4G+vkZgUsYw8N2Q77zczcxOa0MBnVpNmFcg7T5CKkU6Qd9FoxXHC7rE8fUBIXGVccAYIn+MXJS3y8G42yMEoMMsFvhREm1HthZY1C0V/AvqSX1YSHQrjIt3Jom2kZu8XxHC8nZ00mnqx2KAb7KvEeD0QGGGQF91I99T5HYGuCif2PejWYQU5Ue/jFlqyWTMtXAGvWagSj/HCebSpDJMWkwC7FLJIx2IRGPywphEiQb45CQMJztTLnVnkotCOiY3yo3CapsJk7jsblM5Rh4msEVDIGWfm8WZKv/yIaxqnWO7GdBRmED55sfqPBU4qMsAP6q8WKBE+YEcP038VeufJOk7ZxW9TBvVzgCzW0Rn0NcoGCZ2WccnYegyZR6WhLEAipMycXmf7vAweIsLUU/2SdLiLNKJ7UI4aVP5ljwsRudPAtuNA6LE+k5O4t8h961ppnJvIVAP4iOMlQcF9DgKO3YWw93KCgUJHlIYi5ZUaMdjQqrTnEIU6TRGPJVr5emlAWZBxnxxdlbuWLyluhtXQ2MpxGmHjwF2ulEwkJcLceCy0k6FXewbBCa7VFg1p0I6BmY6sfGe3fbzSUQmqE1D3KKymAQ3CvFZ0e8knC8w8bASnybwoxWk2zpfH9LxYIeBgYyr/ORVbc5blFP6be+RrLxu619bxfowI7i6V0Bfo3C8fJ9QZHRSHacfOI2IwklEqr/shtkVdyMYRCTVKfz8L158Vlhv1usX/y0aB1mUmV52tK8TisYG72Nbr5abUwHisahl0YoBupJIXcrciv/fwt0CY6slUI8iw8x8kOr0w/KnY2gD+REMbio3Zv66vSzc4GC/ujPulF+6EukUz+/MQMoAx0u5vDwE/Cp7gUHkqJgByYQXhVV+KnECe2UW3qksdsAcRUdBn8l3yRDAn2gwIXxQYKVNGRw7HiNgQMdaZ/KYU+iV5Bzl5XVb/17Vsx/yhasFhVZWWcKeLGhAkd7FaE8VxO82KPZdXk4cB/F9zDeP1668mI6FJ9+BU0Gf2KkjPxK2FA4XzhIwinzzxhAV8aHgQqG86QILBI7jY1oWOxjmXMp0mtMtJG9vHZzndYn+HeRgjnizkNevXZpawm2Aa6HRmYiBeDy0htwY3DJZJIvwsuD/XVlCvY9lfUDuSzrE5wjotIC19PywMCIwuOP3P5JXrTNxmyTdct6kuo93XeCKI9d1xrvgNuXFvsMgPp7EiQYyvm+TvG1wTPcNxTikbaxZL36iB1hG2Fvg++8CwrtK0qWv2VGzg2Uh3I3hblcEp0pIzgu7014Iv1P5tEA72I2Pq/gIelzpHujCrgitw5ilwnHY6QUtzydCVs+swm8oiJsHTVcA3/PysjhiPkeIu2i++zGhILcI/JCJSTh+z+u2ziGrjg/awPckhO9yq3SITRtiXMbi1kI3O+pe1L9Ddfv6FVytKKTfVmkQ39HZ9fVSinQCw4fkR8342YXlR9NV68c31tuFfGyQfkR4S8hoHz3XD24+bfBbhvOEODbCq9IHYy4XdHi0n2bi0XM8io55r50XUoOfhcaxApwwLyCUe2Rw9/xhA9xzioemgIvV0quE44TFQqtZtX5JeKiABY6/NhPQwSkCu9kz28TNkzPJsOLeX1gtvOQ05zMCR91xF8234gPCex4YwyUXJiF3AAAgAElEQVSE+J2r2zonWbV1cuS9bHjL4KaN7YS4CwqcBtAOdi0cM1eVXtS/atn9Fg+95Ad6xwtxkcMC6USBxVkvpUgnLlKBVwsjQhwvG8vNguCTAj8OG60cqoToPkerUTA2ewk3hwD0jR3vfMG/sJ5rCek3YI5kOUXaJMQpevxMgc8JnC6xuGFBSf3R69HIBUrE93bG8goCBp7FQhzno8mzKA18sFj/pvAmYdeAd+r56qIEExVGB1gGn4GyfuZ7EhMJ8Thqaglx4ojsMOi+EN7dpiffhTgGY1BGWUkO8thRQPnJiyNhdqvzhkjk2xL+KjC4ceffs4iKAb4z4FY9vyykR9u7yM8vLBnQTLLE2VdIpazOebtZUGDEWwI7WL5rX5NkyMC+X6D9lwpxB55EedHJ5EecewV2LdsJedvjToiJkbIosyVEI19Wf0XtaynTy7Rx6Nv/CqThOPHkrOXsgJngWRASFwP4tiTOUXI/LpCeXSHfSVPB/yeBRVJLIH4UdC0dH+cn79rpxEKKc4rQEv5HQE+nJulyXSBeOg7QxbS+GN4om8vxS2GGQFtZrK3yr9czd798871DYGz8VjhJSE8I9pCfRUv+uUhBswll3SjAPfp6tEC5TwvThbwdZTqNbl8isAh5VICjzwqR906LWkWbuZBvCcwdnD7ghoNUHpSHfi7CtCzuaL3d6G7bMmrJpG3uftEUBsarn6MB3ropDXc9Gs3AeOllo0mYgMqxaP6FwKLWMjoGSnWX4z+LGTADZsAMmIGUgb3lYQd5uGmZWAZKrfjEVs+l18TAePWzd8A1ddiQZDNeejkkdFZuJr+piN/KKydyxNkYqEV3a8nEHdN4Bsajn1lN802Hsv4g8N3XYgY6MTAeetmpfL8zA6NloBbdrSWT0bbA6caNAffzuFHtgrpgwHrZBVmO2igGSnXX34Ab1V+ujBkwA2bADAwLAzbAw9LTbqcZMAMTwQB/jsTnFnZD/MmYxQx0xUDpNrqr3By5qQxU7ec3qAH8TWFL4O8pZwjcs3yYsKgQZYoc/KH/aGWs6Udbbp5uNQV8TeDvjfk7Tf5e8qsCF37kwoL2IyEOfwfM3ztulUeyvysGquplV5mOc2QuwLABHmfSG1BcLbpbSyYNIMNV6MxAlX5eV1m8IBwjzBOy46IJbq0hfbzajlcjwlMhzmgeY00/mjKL0nBJwQ+EhcNLLuHg0gEWHvmOBl74A/9lQty36wlfmwa/H90zUEUvu891fFPYAI8v300prRbdrSWTpjDierRloEo/cyMNtzGlN1vFDNkhDqoBXitj7d3ywxe3H0VhR8zNXfsnYTi5PelXWZi91RmoopfVc5uYmDbAE8P7RJdai+7WkslEM+HySxmo0s/cisOOLr+CksyXE7haEblQ4Bq6/xMeDsB4I1wzx3/OwLWQXA/HDnNEiDtqOTum5/1rBa6qawkzBI7AV+VFIlxXx00+lMFxMFc+jub2rblny3WWhwvb4Ss1tnGS5T+fSIUjaeLGqyOz1/aWMFCml9wTTBywr3CcwHWRnETsJrBY/JzAaQxXRe4h5ML1jnwuuEdoCWcIqY5z9zj581xT4ATkWeEy4WXC2iGMxSmnJUsKqUTdWEeB0wXSUpf9Zo8209dNXVZXfK6bZOFH/fhcsoLAPdOML+59ZgwcIljGn4Ey3a1Uo1oyqVSSI00kA1X6eRtVkHjXChi4Tj/iG9H7oiNojCCTBkfXCEe70wUuyU9lRJ6i9BiyPwhnCZTPBItxJ2xpAXmFwC0+8fsr8U4QLp/1esz/7q4c4IEJMAp1ICwuQmL4DiE8vXM4SWZnCQNlesl9yizIiIcRxajRL9ME7g7mPuiDQhg6w13arxKi8JmAeNEwkx/6yT3RUb9ZXPI7AO46PlfgdxAYyj8K3KfMgpPTH/SNOKcJqUQDzEJxssBi80CBOu+YROy2LiwAGIf8T2JPCBjgGwQWIVEYs39J/HaOHwNlulupJrVkUqkkR5pIBqr280fDgCY+OwImtS2E/Fh6RGFFBpQJju+oqewpDwY0lRF5itJzeQeTaJoHef5ZiEac+lC/lYUoHBHvnfhH66Sd1whnZxkwMVOvXJiUqQu7MUv3DFTRy3kDxxjDKBhN0nJSEoVv84Tx31JGuUMOdoupRP2JCzjeoVukTU84uPSfMHa2Udg98x8rpBINMMYwlV/Lc1cS0G1d+E1GFIw3C09OnT6QhOM8MvPbOz4MlOpupx3M+FTRpfQbA6yuXyl8UOB4l8nsCuEqYfEKjWFn+h6B76IPCi2ByY2jPHbDZcL/vML/HsSKPwpHf/cJvEOYUDmGvFI4XFheYLGQ70yI262wm1pUYKdlaRYDHA1H+V1w5GFMihgqhEUZBpUdbyoc3SJRn+I7dpL8Cj4KZbB7viUJe1jumH8SPNPJ7jQVymX3znF3t3Xh2DnNj93w48J1Arv+k4TXC8hR4elHwxiwAW5Yh/RJdTh640iOY1WMMce7mwhVVtofUzwmiKMFDOMk4WABmTs8Oz1erpevFloZOH6OBhzjzDEhBpg6EZcFwprCWITjZBYe7Iww8Kmwg59LYDeWSqzTk1m4vfUzkPYJhhFJwzC+7BDjHcfoErKT0EqA0SZdvqB8embsfwll8D2XPKMQ1u4O5VxnOK5GGEPd1qXodIi8OBr/gsDRNgaa3Th6a2kgAzbADeyUBleJ71xrZ/XDsLDL5ChtvQp130VxOMJlxV56RFOQH4aOXcikDExg7CaiMPFMFdhZcATIcfSPhCpGPuaRPvnl86cFdkXscnK5LQSskL1gsYDE93k6+yeOgfjZ4xuqwqQMnHLsWXPVFsny49QHYSddV10w8h8XlhMwxvjPE9YSLA1jwAa4YR3S8Oqw89unTR3Z/cVJhCh8D50jxEXPthbYGbw0hKUPdgC5tEvPcfeKwvxZgu3l53gY2Uh4f3CzQzlTYFLiaHCJEN7N412KfKzwFoFjc2QDId3xXyr/C8Kbw/v4wM+3viKjnUW1d5wZ4LPE7cIaBeWOKIz+rlPSb8Xku6Fwt8CJUh114bTllFBhduKXC3zuYRyuGsL96DMGRrNL6bMmurpioEo/jygeRobjrbh441e/hHMMx4o7yq5yMAmw6meC+314wfHz34Utgn+Sng8IlB+P4XjVLj3GmsmKiSYe9U2WG8M4hYSS7YQZQjTsxMMIs0uPQv2p8yeTsCInxpdvfx8TqFPE5+SeliU4Rn7aEsuFD/jaNItnb3UGquglx/7EyxeHhMVFWSwR3TssKX5LuVnspce09DkLplQfj5cfvUtlRJ78KPgTCmPRlwonMNSFPwnihIRF6AEhjLEUZSx1IQ/qS1velOQ5VW70l3It48tAFd0trVEtmZSW4ggTzUCVfp6kSrKTvEZoCQ8JfG9lV/pWIRUMM7tCfjDFLgOjiCwgfFVgMvsfgWPhEwXKx4huKyDt0vOOHfAFAuXfJFwt8D06yrJyfFmg3FuEO4TzhXQSwk2Zeb0VNJtQJ+IVYVoWF6N+hHCnwJEz3+DSRUkW3d4KDJTpJfzGBRyfQ74k8KmkJZCW76ynC+tmYefJH2VzOfhB1AwBfbpYWOVfr2fqKEe5LChbAvpHeowvizjC+DHX2QK72RhGPdA7ToaoC+VwGoKBRq+KfsjXbV2OUj5RMOwsKPmGjd6jg4yN/FTmxQR29JSBMt2tVHgtmVQqyZEmkoFh6+fjRDYTFEbT0lwGhk0vm9sTrlm3DNSiu7Vk0m3NHX/cGRimfma3ws78NePOsgvsloFh0stuuXH8ZjNQi+7WkkmzeXLtxMCw9TPfDS3NZ2DY9LL5PeIaVmWgFt2tJZOqNXa8CWPA/Txh1LvgDgxYLzuQ41eNZqBUd/39q9H958qZATNgBszAoDJgAzyoPet2mQEzYAbMQKMZsAFudPe4cl0wkP65x4JdpHNUMzDsDJwgAvizQI5MV+tAxqF6x99HE4+LdcZTdlFh8c/N8r/3Hs96jHtZpefY414jF9gLBgahn+OFB002wCPqPP4+1FKNgX7TS/7mlr89Huu9453YmaSXI8JSnSJ1+W4LxS8zwGS5UojXSwM8VWWkF5TEpvDDSerYLwa4VHe9A45d66cZGB8GjlQxNsDjw/VElMIlG+zUuH2qVzJJGaNHdRrgXtV1NPlOVaIiAzyavBqdZq5G186VMwNmwAz0FwPXq7r5f1jSXy1wbceNAe+Ax43qvi+IYx+OVMC+AjdJcT0fV+rtJswhcD8y1/OxA9hDyIVrA5mg7hFawhnCYkmk+B2KJ0d4XKnHjoL/OYn/OYaJjTD+/98fCEsKRcL/fDRdiLuRoiv/uqnL6sqLqwr5P1jjMd0Kcl8k3CrcLHDP7yFCO9lYL/h+howEN/5Js4Jm/vshgWssuaD/PoH/AGLumW8s7Rgo0kuug3xE4F7mXDhCvVBAR+8XfiqkJxLnyR/1nPD/Jzwn0Mf8/7ro6yUCusV1j+n/AMY94fRpekzaTf3YEB0joOMA3fqWkO50D5ef3zsgXJFJeYypKK+Vg/q1hBnCD4VVX3w7yzGPHqcIXN3JeD1H4D9y6Eb4zDNNgGvwFYEjYoTyuQP9eYH6zT8reOa1mHDJ1ZyMh1zmVADx+Y9O3hrc+HfKIjLXMP906ucqPGTZNtOLMlkGn4Gyfl5IFKDUxGPAY9QwTNME7sg9WTgohJ2lJ5fCv0qI8nY5iBcNM/lh1BiUcSG4nNxfE/iGdq7A/+mLoWSgfVdg4mRS3EogzmlCKnvJQ/2YdCYLTDQHhrD0SKvburAA2EzYUHhC4IcqNwhMAlG2kaPKsSP1g6dcMLa0aY3wgv/QgbuyL8gjDpm/G72kTw4W0Ev4JO0mCV/LyP17gbuho84dJjeGIhrSJeTeXYh6hK5wj/RNAgb768I7BIwxRvIuAYMQBSNEWgwvko6bsvph1NABFncIBunzAuMkLWOK/JSxFpES4Q50jNtZAu0jDYaWsKWTeBhLFrFbChj9LQQWE+SJbneSlUK83+jJOCT9/2fvXeDvq+b8f/6iKEpC7p+pEKIkROGrXBpyz7XSV5qE0JQMQp9UCrlV7pdCjX5KTHK/9FVRSEihqXyPSoXCNJqJMeb/en5b71rf1Tln7/P57PM5+5z9ej8er7PXWntdX2vt9V6Xfdbm/GoG4x/KAjK45lnhfOpcCEc+h8kK3fxCHw/BbRWPdXnok0SjTlVtt1ZijURSKyV7miQDdeo5HgCUYQhKk7CMekPo6HB7UeZ2gcyM6HPhwccfD3LI4cmN4yJDPp7ctszceMBRULmEAkYZ5sIB+HSUIaPmhQ44hA75rgIH7u+ZuWM8sLD3s1LeUgHTOTJgobPNhcEK/rcp3LtkHaVdnpQRg/JilvqWzO1omVnFWD9zQ1H1hG9kbrRH0n1F5sYqD277Zm47JzcGSyGlAsY93KryR17msrgwbiyQbq4YlyW3UgGjWGlHDCJCGAD8l8BzhfBsMjtlwJwLg8kyncLLKmso4DI8q1+kTX+AMMMlvmcmOxcGOTnP2a3VjCtkG6aAcx7hjMFEXs91eBiUdpPulW03RoFNJuq4Zp8BRv4hVyRD6UbjQ1EhLKGhUBnJ5/LjZGEEnQszyZ9nDqTB7JlResjlMkT8mfMqIyPkXEiX2TvLh6PmhQ47j+9Lsv9WOFugE3q3wGwIOShdR708TgGYSfywCMjAAWGgYqlmIOeP9nKlkLcReLxEYJYZwkCK+o06yG6tmuGG9GvntEFkUDu8KfQNpqr8kRfaKUqql7AiRRKz4mTte+E5ulhg5hmCcqLM8YzRVpmVnpX5wZiXtbjV19rvGaMNx2D1TJlZMXhxFnq5zJ/sG9tojjmPcHaVkNdBHR5GS3FMviHMYgZGZYDlphA6OiR3Q/nyYDALQTZIV/Zyys/zES6fkeD12uQ/LqTBbIY4c7eIv/C+Wl64Fx0uM5VYyqublz+VkSc75Xid8BKBZc+LhDcJ+erAgKA3cw5+WGrPJfId928W0A6rMZC3QW7QbvI2Ao8X9uEMnlFK6wrXZPer2nm0/UHtsEyqKn8MAni34VCBlRZmqiynXibcpoysj53yrSP0inu4RbliKbpsa4PaeZ9kVjmVZcmfsQjzaRneINxJYCBAmfaPm4u4lmn3q+cqHhaRfHNBrYCb49IxDWbg6nTrE7rmS3iDQyzuDh0pCjuEDgBhFrNmMi82L3QCBwhvEZ4oHCycILAsns/UU3JDL8FPORAJe9wfGolvVjIAjyXHBMKN5dOyY6+MsGEPvKeAMnmr8LcFxE35LhW2HBKWVQGk5GG9IWH63eIZyyV/xsL9UzLwfFAuZqmnCSyHj1vq8DDuPNSK30vQtWiyp0UywMN3vvCQPvHMyw0F1qSUHdCjFTkzH0b9TeTlDornyJRhOsyvCs8XmF0/KLkPutCxxix8U5n58Pt3BNzZI8sl7N8s3G1dGAPwyFJuKAtioS5Ylo06WFjMzYQqX1gi1nx/OVJhsIBEO9pGZv4RwNL1xsLtbrh94+9zZdon2VhqJvyjCj8PLexV1n7PGG34nCzgr2T+rrCbsFz4ZFWk6T75i7Kxn71tzXDhrQ4PI0Y5Hu9WwOPh1bHenIH95MQS2/OyW8+WeQ8h9oJvHmphLq9XMDpaOrRXCVsJ81lUi80Ly4H8FeuxWZyYrxfKvbXMyyrjrwWWFZG3CdsJzEreKewubL7qzg1vrVKOkwU6McviGThMUTDL5YWk6Pv+WWaWZd+4+OgXHcMXFQNtlpUVFNDawnyfWC9NbrQj2uJJAoqK8vH+BOWLZXEGee8SYlXmNzJ/VKCtbS/AA213Z2EU4Tmm7RJ+mbCn8HGB5fJcULoMJGOgWdzua82fEbaKXtPX12DHOjwMDt2yO+znWWafgap6Zs+TBwN/7CcdJWwt9JIbe0AfEVB2uRvLsiE88LwQtVI4V+BNRx7MkK/JQAfJrLInMJonPPtTf09uvMx1nMBsNtzIx4kCS0/kj3R4gYllaDqrVwqljJqXg7II6CTfLDCboGM7TzhDeHyZSB87gw5mBoQ5VaCTDaGj+aXAbB0/dCR19v5uimH2TAtplyijnsBM6j8FXggKua8MnxdoF7TD04R8Nkg985Id6aKsUEzMHlk5wY1tDJTX3sKVmRt+8Js/I7TJfs/NsPy9WmEuEUiHZ4XBIun+TkCxhhwqA2ldIDCQC+GZ+ZyAIuQZo10+5abbq0xrCu8TeGZ5tlD8uwlR5kGDEfJyefL3Ul3hkecQvF9YSyhlXTkwKDi4vDHETp/wY4Gy8RzzzI/KYx0ehmShkVtVbbdWIo1EUisle5okA67nSbLvtAcx4HY5iJnpcecfDQx8uiaVbZflA4sZMANmwAyYgXEwwDsRzJAvGkfkXYizUot3gYQOlNH13IFKnsIiul1OX6U9Qlk+NmX7E7q+ePqK0EiOG2m7jUTSSHEcyTgZcD2Pk13HvVAG3C4XytzkwjHrZc+cfejjhVtNLisTTbmRtttIJBOlwYnXYcD1XIcl+1lqBtwul5pxp9cUA5Vt13vATVHteMyAGTADZsAMjMCAFfAIZNmrGVgCBvj7RE/4i5D/hWsJknYSS8jATqmemSXxlyZLBxmwAu5gpbvIY2VgXrHzv+Q6skyeOGwjF/4DOifwP0hLNQP8p5b/pl4noMwwA/7jyt9f/kVY6v9S839w0t9cGCQcnrHJoJsNus8prnlhwwbjdFRLyEDlOvYS5sVJjY8B13Mz3MJjHPtXFeO8PHAQQj85W46eAd+gVPvxU7p9TA6cRBZySxl2EaiPT2buS2Hk5CcGUPerSGyNlL9xzoCXpTS2qMiLbzfPQGWf6hlw86Q7RjNgBibPAJ3fccK3hV0FzkpeKvmhEuJsZT7MYTEDAxmwAh5IjW8UDOwlO50a4Bzktwocj4ed5TTkDsIHhJ5A58NReE/nRpL9dY3j+zjKjnDMAMuj7DaVW6TFLPC5An/k54hKjptEmOFwNB7HNnJ8I+m9IblzH7mtwJF7PxOYkYB3CPmXYKryXJab4yHJL8cUvkkI4cB4lj6R+WTGPneD081+T5bLvgLp4w/EBx5yzy+QpSeQJgplnfymzFX5L7x3zgp3tJV7CLSlaFePlPmzAkdV4haz0PvLfIrQE1YKXxH4W00u28nyXYH2HUeK7pg8MOumLomTtpML9p7AcvmZAkcs9pOqPOTlYLvjCylOnoOnZhHyvHEcJsIxr+SLwYFlihigIVlmn4Gqer69KKBjwB8dz4HCgwWUBoqU//rRKf1EuKOAPEdAae6Q7Fw2EYgDBYb7GsL2AmdAf0hAbi3MCShMlCcdDmdMM5P5vYC8XbhWiKU18sa9/FzcI2Q/XSA+hBec8EOnhdTJc17ucxSGw/spN+lQjsesiukmwa2pJWjK/mGBMr5I4MUszqAOqZP/zPtUGqvaZRSqXIIO9+/IQBu8k8B+8W4CcZ4moCypS5QhCpiPGzDAO0ZgcoLipn3jdjcB4cPvKNBo0/ijnX31hturftcSSCNXwAwicWPQyP37Cih63Eg7pE4e8nJ8XQGfKdBGviwwUKPNhiyTgTTiOclu2ThmBuB90dJIJIvOhSMYNwN16jk6Fj4iEEJnQGcUHcyziozSuZ2duYUCfk/hj5kph+ffK3MnHAqTdEM4VYfOEL/MbnM5RBYOfl8vOZL2vxZ+lst+n+RWN89RbgYaISg/PvbwlswNIzw2pYCvVFwMUELoYFlSDamb/yzI1BnrtEsKVSpgXrxCARL+/Vmpaau4vTZzQzmhiPFHu6JNh6DM/ks4PDk8QVfC5/u7G8r+shtD9FfAF+g+A8pcniwLceUKuE4eiCPKkYdlVk98j80SWZbcrIAzUpbIWNl2vQS9RDUxY8kw0w1BQTL6ZxaLfC9upCudDkfT5aNybp1T+CMcyoaZbi7Mtq/PHD4l8+ME/PZLC2W5TfLP7PeFAstwdFjMhI8Vfp3uj5rnfPmOWRUKkhnRuOQnivhvWeSsGuTpjZr/ceWzLfGuqYz0MjBYY7vkVX0ymLdheGa1AT4vFmKVhWAsUV+S7mH/qcBqzbeE/YX7CFcJrFQMErYJWG4+q/Dwoz4B6uQhD5a3ycvTjXG2yT5ZttNCGchH1wuNw+G6xwDLXKVskBy+X9xAIbJUzCyBziyETiyXPyTL3Qv3YWkxA2YpOoT2TLzxws0BMqNsXyGwl0caLCkeIqBAF5tn4mAmPC4pOSrTGzX/48pnW+JliX6uZmYGtat1FL5XxIHbNckN5cyAkk/2HSiwcsNA79UCyrmfxPJ1meaf+nimTqvykAfL2wjtAxlnm+yTZTstlAEr4IUy53AlA1cnh4foisKtknULD+zRIVdUBdT9SGtPmdlHGyQsATEzASzBvU6YF+gIY29PxlvUzTN+2ySjct6mvLcxL/B5qbBlReZ44W+5sLfwfIEB3deEewt/FUphpQRZv7gRWyW5c908lGnYPoUMeAl6CiutpVn+RsoXyiwXlt4+0ifPZSf3aPlhufWcPn5LpxVyYK+uTIsl5uOFmEWzn7Z2Cswy44sEOlj2+5BR85yCDb1QBl7eQTYV+Lj4IKEM4ZdncUdhlNnLOPI/KK9dcIfPjYXbFYVlr32f5Mb2xj8lM+8AfFxgpYVl33zvOHlZdWFA+nPhUbmjzA8t7Fjr5KFPsIFOtDEk2hn5jxUiBsFhHhiBb4yPASvg8XHbtZi/oALzxulhwh1T4RnhHyVc1oeMJ8ltO4E2uExgNktn1s9vGZw9N5aemYFslm6ymnOowFJ3zKLZK873/1CGdJLs3yGj5jkFG3phyZs3WZG3CZRxkOB3HYGOkHJ8QohlxEFhcvdx5L9OurPqh7bLS3y8cBUDIQZR7xIYwCEsJ7P8HIM8/KHULhTYox8k87qxufDPwm0E9o5R3KXUyUMZZpidASdCmyTdk4QYKLAn/UuhHHCsCmBpBwOVb3K1I5vOxSIZqKrnf1T8KAz8sR/WE0LRRtIok/eme+fpeq6wrxCjb/xtIhDHC4RPCsTFkjCzVfaLEeLtCezpXZfMpF8KCvgXCey/HS3kS9s7y85bw7xgQweKH17KyaUqz2W5GVDQgfUEZhfsa5+ZRfhsmX8lUP5ThZiBZ15uNN42+eHFn/OFnYSy7PGSDYMG0iLNnhBKvir/8jrVUtUuoy7gBr9w8/kBJT5I7r9N/lCWLBuXwgz4cwIDQdrvGcJTMk/wTjujvmhTFwi85LdR8kOby58T7oW8TIaewMyZF7CWCfE8nRKedK3KQ1kO0nyaQJ6Jj33qI7L4GJiSJ/LKoDCE9yJ4Nlg5sjTPQFXbrZViI5HUSsmeJsnAUtVzKOAdJ1lYpz01DCxVu5waQpzRqWGgsu16CXpq6tIZNQNmwAyYgVliwAp4lmrTZTEDZsAMmIGZYqByGj1Tpe1uYZainvcXvVcKpHW1wL6vxQwMY2Ap2uWw9H3PDCyUgUbabiORLLQEDrdkDLiel4xqJzQCA26XI5Blr61ioLLtegm6VfXlzJgBM2AGzEBXGLAC7kpNu5xmwAyYATPQKgasgFtVHa3OzMOVu8sFPozAf1Ex5/+P5L+LuPHlGPZ38/81ylpLOJjgEoEDA5ZCNlAiLBNxelXg7wPc+JjDuOXxSoDzqjmwIWROhnmBA0bGIUvN+TjK4DjNwFQyYAU8ldU2kUxzIASHEHDoBEoS85eznIQbine58PTsXl0jh3JwYABKcKmEAxnWyED+S7eTlygzHNBA+TmNKWROhgOFcSngSXCeFc9GM9BdBqyAu1v3bSz5h5Sp7QRmo0shpHNxjYRQyCjHcQuDHM4H5rD/pZKl5nypyuV0zEDrGbACbn0VTXUGOUeXJV5wgsDxkz2BoyePEzhGMYS/JHGEHn4Jl8urZeHISc7bZabNcXr5MjVnQxOOK8u35wgoTI4RvK8wSP6kG8sG3czcXyMzM//7C8yQe8JKgZ0oTY8AACAASURBVKP8HiSEUMYo7yNl/qwQRyQenN3D33OFiwTOfmbJfheBJXzC7yUg/G0rjjLk2ETuo6RD4O9IoSegtDlWcLcb7970QXri5AjOtwq/E7CfJAzi/Ja6t58A35wVTNxvEHAP4RjN9wmk+eMEPs23/k1ebDIDZmCxDPCwWmafgbr1/E1RQac8SFAuccwkZ8zOCXTQdNQfFrYQ+CoR5zy/WchlB1nIR66AUbbsi8aXjzgEH4XAeb0h95LhgwL+UHqPEh4rcCYzZyiPInzgAEVXCkvuKMpjBAauKCOUH253S57vrCsKkDKcJqBUHyygvFHic0JwAU9bCbsKDDyQtQTChgLGbVlyg7dcbiXL6QKDjTiT+zEys3z9quTx9royaCBOzjU+UCA/5BsFjPTj/O1yv1aINImDPObnCB8hO+nHOcK8A4CfrYUmhbxbzMA0MtBI220kkmlkr2N5rlvPoyjgoPBsGa4S2GsNYfbIhxJyKZUBio0Xvt5Z+NtddvK7TeZ+eHLbLHP7lxR+lJWeQQqY2SJ5QcmGoOB46Yy0Q6IMr83cUGQoPgQuUFRrJTuXFyczbnUV8E7J71OzeDB+SvgPIb5wE3GemvmjDOQTifxumuzBObPbXA6RBeW+XnJkUPGvhZ/lst+ncFustW67XGw6Dm8Gmmagsu2O0jE1nTnH1y0GmPnle7vMMu9aQcHjdB+lnS+7EuQHKdwTivDXy35+5kYahL9T4W8h1u0ViP3imK0SB8vLLIlzr5TvZg4/kZkVgBBmo+Q1BKU5qkTZ+3FzB0X28CLCPD+U4asDEgzOv1fcp/5Q5jHoYfb7QuFEASXOTPhYgZfILGbADNRggM7JYgZGYYBZYCw79gvH3uxf+9xgVpYLe58sow6TDdLNPxaeWGpG4n7c7pcG96rSifDDrqS1jtArPOHGm8SllHnO7w+7V8YzyD4qN3XTjHiZAbMUHUJfAb/xAXf+voSyfYXAagZ1wtL2IQJ1azEDZqCCASvgCoJ8+2YMMHtilsTqSb+/C7FXms8SbxbBCA7sryLliz1hj/sjRLlgr6R1qbDlgmNoNmDODd+4DVksNxHvnorwlCFZZnmNPf3Y13+dzPMCih5FbDEDZqCCAS9BVxDk2zdj4Pty4Q3YfsuuKN/7Cb+4WaiFOXxHwVi2LpdTw85+9FLJN5QQLxrF3mqk+1wZ9hljJlhxQOINZJaAmYVG2ftxw0y1XJpO0VReVsgHacZLbxGAVY/jBV6CQ9gTXzuZWWLnxToGKLHXnW75YgbMwCAGrIAHMWP3QQzQCV8hHCOwB8hLN/cQ/lHgRR/+V5rvb8q6YOHLSe8Udhc2T7HwktDrhZOFfF9zwYnUDHiY/PES0uFCLGnz4tK7BBTQuASlhjC4YXn/JIGXqD4vnCHMC/EW9LYyMyDg7XJeDluIXKVALD3vLWyWImCl7FBhQ4G6R1gFibetsT9AIF/5W+cHyf4XoYktANKwmIHOMVD5JlfnGJnNAo9Sz3Oi4FjhcoHZ0nUCL+kwE8wHdSiGnkAnjJ+YldFJ8wITYbmPcjlKYCmVfPxG4H+oIa+R4ZfChQJ/LUIZooxCviYDsz72HnsCM1UUBkvhxHeZsJMwTJi59wQUF7NuzM8vAhDv5wTi40UqFOBTMj8onLwM5Cuk5KKnGwxaQnaWgT1V8sueMi83hVAW7l0gvC1z5y1slnt7QvwPeHl2n/jzOPEXyhpvwzhHAbOSAX4qHC2sS6Ak5Je32Hm5jAEIfl5+490bDJ/S5azCbVTrKO1y1Ljt3wyMk4FG2m4jkYyzlI67EQZcz43Q6EgSAyyT/0lgRr4YcbtcDHsOO0kGGmm7jUQySRacdi0GXM+1aLKnmgx8Rv54I3qx4na5WAYdflIMNNJ2G4lkUgw43doMuJ5rU2WPNRjgP8NNiNtlEyw6jkkw0EjbbSSSSZTeaY7EgOt5JLrseYkYcLtcIqKdTOMMVLZdvwXdOOeO0AyYATNgBsxANQNWwNUc2YcZMANmwAyYgcYZsAJunFJHuAgGjlBY/ofK0k38B3UR0U1lUP5+xd+74GDHqSyBM20GzEBjDFSuYzeWkiOaJANtqecniIQ6ChgF/UGB/6nyX9SfCx8QOCxi2mUTFaDtCniZ8siBKOOWtrTLcZfT8c8eA5Vt1zPg2av0rpToOBX0PsIjBY4/fFwyc/DDOl0hYYLlXKa0l0IBT7CITtoMjJcBK+Dx8uvYx8vAGxX9tSkJTr3ilKg54RnjTdaxmwEzYAYWz4AV8OI57FIMfAiAM4g5dhJwtCTnQecSe7hcNxfOEf4scGzjfVf3eos1ZecoRY5e5NQkzpnmW7Z15BHyVJ7BHOcU58ctlnFxfjNLQ+AEgeMmLxX+KHCuMx89iA8LXC3z+4TyLGPyyHJ3T+AISI6lfLoQspcMkQbHMx4mcFQm6ewqkMY7BMrMUZG7C/2EmfyxAnkDfACh/H/t/eXGV4t6wkrhK8KDhBDKGHlhteCzAseA4rZ38vRKXeGSOj1POEZgVWGQcA73vgI8sF8N8i8gsYSOH8rG0aEcWbm1YDEDZmBEBnhQLbPPQJ16PkI0vEeIgRsdLWcf75DRcy+Z2Zv9g0Bn/yjhsQIdcX5QP0FQKCiDJwlrCOz/ogjIC3u8o8puKeww5XFr+ZkTUDbsHXPG8UOEV6ewKNyPCAweXpXc8kEGyvi7AvkMRf8cmTmHOnjgjGYUI+VgkIKCI0/HCviDw32SG8qOM7HvLYTEHjD5I0642V5AiX/oJm+rztBmkEAc1AmKHUWI292SPz6QELycJvMuAnk5U0AB7yig3GPvHKV/ulC1vDwvPwwgSuHDHL8T4DDayWtlvl54eOm5hr1Ou6wRjb2YgSVnoJG220gkS150JzgqA3XqmU66/Bzfp+V2UpHY4bITX65E/0V2FE10ynTUfxVQRrkwWyzDFl76WlE+KJXj+t69uePZcmLGnM9uL5Ed5ZV/6OEi2VEmIZxtTP6elblhJG3iDGGmij8GISEMTnBjxhoCD7gx6w4JBVxyw6wZDokHYQCDHSUbgvLngxLUQQhKnDRQhCFbyIAiPkRgZp7zwFeVUPjDZF43+ylgBjR8fGP9LDB13hO+kbnVNdZpl3Xjsj8zsJQMVLbd6AyXMlNOa3oZoGN9q8AyJZ12T3imsFGfIjHjOT9zv1xmZnJ3Sm4P05XZ6FlF2B8V9rpWZpTrCcw26wpf8GFGGoJCZtbJwCCEfN81s4di+l7mhpEZNcviKMBc8vLEEnnpxoOapxHhzyniIk043Cq5k5eLBfa/Q1hRYCDRT4Eycw9hBk9ZzxCYSRP3iwU4ZDBRrlbIqZY8Qb5InxWQkL/LQFkeJ5B/ixkwA34Y3AZGZOBE+d9E4DN3v0hhP6Zrv/09lktzCUUXM61YImX5M5d+s6rCy82sz5PLK4THC2W6N/OcOZR+yWM/t3x2uEEK//0iYma81wqsEqAEQ/L4goPcDeWLgsrT6BcWt1Bqd08eyAtLxr0IkK64XVO4YS25xo1PJrIFsL9wjMCnGJm1M6DpF4echwp5urCPD/LOgGtdYSHx9onSTmZguhnwaHS6628pc88MjVnVvBDKdzHpX5kC50uVODEDG0XYfz1YIG/MVsctLFEj7BujcMcpKKtcYvUgZtLkhZWILReZiW8qPGA5/GUC+79rC89eQLzkqaxTosGN5fJygLOAJBzEDMwGA16Cno16XIpSMHvpJzEb63dvmBvLsHTIvKSVy0OHBSruoSDeJjxRQBEhxHdgMo/jEvuYKOBcHihLvlfcRNqlYn20ImWGGkvT5GVjodyXZ5+aGWwd2UueYgXjNzK/RThBeHBFYOqOfXeEfmRHgVk8ipwtiRgscB9/bDl8RyD/FjNgBsSAFbCbQV0GmF2yb/gS4T4pEIqP5cuFCJ39R4XdBWavtEXelt65ZmQo3+OFT6Zwu+gKniX8Q804FuLtCwqEIuFlsTumCJi1HyVctpAIh4RhaX07AW6WCXsKHxciHfLw3wIvXKH8kE2FdwnUVR3ZTJ6Y8d42eb6DrlsIVXvAv5YflrqZpRPHJwSW2MkTs1zyFP3LP8vMlsMbBYsZMAMjMFD5JtcIcdlrexmoU8/MbL4ksJdIB/9pAYXES0s9gf1P9hTpgOmMcWOGdqjAi0KkgfLYSUDWFN4nsD/4J+GLwm4C/lDQwzrsS5M//JY4Vm6DBKXZE3ih7DqBvwkhPYEXx3iD+LwbnFa94ISCw437ISie9yY3/J4r7CvEjJA9chQU+WK/E+XMLLOX3Cgvs2VepsrdmHnuJzDYIexLhc8L8A1465m95lzg93MCvJKPM4SnZB4Okpm/igWn1E8u5Is93wsE6vTnwruFcla9WiBZUNinCnDEy3ZRp/i7r0C+qaOVwmlCudKBvzpCvi1mYBoZaKTtNhLJNLLXsTy7njtW4VNSXLfLKakoZ/NmDFS23VgiullIO5gBM2AGzIAZMAPjY8AKeHzcOmYzYAbMgBkwAwMZsAIeSI1vmAEzYAbMgBkYHwNWwOPj1jGbATNgBsyAGRjIgBXwQGp8wwyYATNgBszA+BiwAh4ft7MWc/73GA5dsLSTgTOVLf7SxYlUw8T1OYwd3zMDLWGg8lXqluTT2VgcA3XqmXOg8dcVBXyAysqHBW6zOGqHhl6muxyE0aQcosiqFDDpTUN91mmXTXLnuMxAUwxUtl3PgJui2vHMIgMcosGBGnwsYVyyTBE3rYDHlVfHawbMQIMMWAE3SKajmjkGPqQSbSf4/OKZq1oXyAxMngEr4MnXwTTmgKMYjxWGHZHIcYwc83iR0BM49znOTpaxr3AUI8s2gCMSOeaS4yJ/KTy1TwjOoj5L4DjES4XjhPzjEFfJTlxcNxf4AMSfBY7T5GMBD01u/6nrl4W7CCEc+xjHZ3K+MjJK/u4p/xw3+VOBIyI55nFe4PjNkJNl4AhLzl/m+Elw5E23V332sYrDe8kPR3hyXCbHd/IxhTgSM4tqqHFYfZ6ikBw1yjGd5C+OqOTIS+qGpe5th8bum2bADCyYgcp17AXH7IBtYqBOPcee4c+U8R2ENYTtBc5+ZrYYgrLkLOjdk8PtdeWD73TawwZ9d9b93QTy8nXhmcIWAsoRZU88ISgnZqa7Jgf2aTl/mD3bdZMbyumDAmcv/6vwCIFwxMX5xyhAFD1lwc+HhVxwJy+hgEfJH/vklJnP+iEo2RXC4ckel3kZeGmqlDocwiVnUXN+M+cvryW8RlgpjLIHXFWfDJ4YjNxayIVwDDTGKXXa5TjTd9xmYKEMNNJ2G4lkoSVwuCVjoE49hwJ+T5Grd8jO5+lQeAgH+zPzy+UJspAGSm2YhNLbO/P0yBSWryWF8AEAZoe58GEC0uDlqRAUHm58LjDk48lty8wNJfPvmR1jqYBzt6r8MVhAYefCxxVKxTgvt34KuA6Hz1VYyvaM1ZNZtSpQplN4WWWtW5/McEmHAVHIw2X4RmYfl7FOuxxX2o7XDCyGgcq2O2w2spiEHXa2GTinKB4zPWbDfN1nQwFlh1suP04WZsx1JFeuLH0id01X0niQUCpgZr+8OIWyz4UvGjFLDLlCBmboLAuHkEbEnzkPNA7LH4FYnn2+8H2B5fGewGCApW9mw8OkLofxhSEUbi4stY8iw+qTeM4UfiW8OIt0ucyfHCUR+zUDZmB1Bug0LWZgVAZYcs6F5VuE/dcNkvmFurLcmwvh1i/cBlnzNFCWyK3SNdJgKbkU8hL34961hSfiYy84f7sZt4i/jLOffVj+8M+nFA8UmDWyhM5oeBfh0wLL5cOkLod8Yxcpeeg3ox6W3rD6jHDk+w0CAwj2zFki339YpL5nBszAcAasgIfz47v9GYg91rhLp4wws4ylTz7QzgtG45BIo58yx429yUnLzsoAM8cvLSAjdTm8MsVNmfnmb8h6I6Y5rD4jqk/JwAteLxCuEk4TePHLYgbMwAIZ8BL0AonreLB87xQqHi3wQhRLmXTO7M8+pA9H83LjzeXFCmmwR8o+ZC4bycJg4JuF+ySs5QtL5CF/QzvyxN55vLXM87ijwAtPdTiMpefyY/cPHbHAw+ozomIJ+rvCbsJywcvPI5Js72ZgIQxUbiQvJFKHaR0Ddep5E+Uaf5cJ2wkojGVC+Rb0k+SGYnmeEPJsGdhnLZeHMy+rjP1efGJPlHSZfYXEW9CxL4nCO0lAUeQzOvZdUdi5zMtSLtO+SW4sS+fSLy/93PrljxfVGJTEfvSczBzqQTlyDliWZvmbPDNo+Z2A1OEQ/s8TGIww+ICDvQTqI2bRMg6UuvUZEewhA/m/WBj1r04DM1Fxo067rIjCt83ARBhopO02EslEiu9ER2Ggqp73U2QoUPzxNu/nBfYewfuFtYRceNmKF7FWCucKXxAesLqXm9kOkgtLqaTBf1pZxn2agMLHjZnhEUIISopZIC9fXSocL9zjptu3+JrMKCMUXE/YWDhBQPmy/4sbL4wdJ1COcOOvSUcJeV4o/yj5W1v+PyCg/Hm7mry8S6Ac5DXeKL6tzKcKKDVmvTsJIXU4vKc8nyKwHMyS9JHC24UoMwOlfjJqfRIHgwReaDu4X4Rjcqtql2NK1tGagUUz0EjbbSSSRRfFEYybAdfzuBmejfjjP8dLVRq3y6Vi2uk0zUBl22UJy2IGzIAZqMMAf/1ipeCiOp7txwyYgcUzUKnFF5+EY2gBA67nFlRCC7PwCOXp2JQv3myPPfelyqrb5VIx7XSaZqCRtttIJE2XzPE1zoDruXFKZyJCZr3sY7MPzx77rZa4VG6XS0y4k2uMgUbabiORNFYkRzQuBlzP42LW8S6GAbfLxbDnsJNkoLLteg94ktXjtM2AGTADZqCzDFgBd7bqGys4f+3pCX8R+IuP5SYG+ItQT7he4D/KFjNgBszAjQxYAbsxjMLAnDzPCxw8EcJ/cOeEH2du4zCuUKSc88yyDodV8J9kDpvoCR8W7iwspdxRiXH05suGJEoe5wROCBu3zCsB/r9sMQNmYIYYqFzHnqGydrkodep5mQjC3xZ9iDpbbuOeAXNqFOnnimYr2Tkw40KhPAykTzYbc+Jzg5Q5P+1rUORn6sa4Z8Dwss+gDEyxe512OcXFc9ZnmIHKtusZ8AzXfkeKxuzyaOF+AqdmLZXwRSAGAp9dqgSdjhkwA7PFgBXwbNXnOEvDp+dOTAlwrCLLq/k3cSNtzmvuCRzYwBGP68SNdOVbuBzRiB+OaOSYyqcXfka1EhfCnuteAiNP8HLhrQJL1thjFlonDxvJP8dt/lRgeZ0PEewrIOx7U/5++96PkTtl4sjGXwjPIkAfqcpDWY7DFAecckTnm7L4tpWZvCDzyRxL38nZFzNgBqaVgcpp9LQWzPlejYE69bxMIfA3aAmazwCyH8v9FwkoqDcLIfyHFEX2E4E9VOQ5AucW75Dswy79lqDxzxnN5IvzlVkavn+yowgPFB4scEYyCrhuHphZo/RCniEDSjWXctn93rrJmcz/T6B84FgBpZkvQdfJQ14O8vLPAuV4m0BZUfS54OYl6IIUW83ABBmo06dWZq+RSCpTsYdJM1Cnnpcpk8MU8JW6v0ZWkC/L/O3M/twUvpwVskeKMquSUgGzgvM44RoBpX7rFAF7weSTjxyE8JIWSr5OHoiHDzPsmYXHeGBhLxUwH6X4q5C/ELae7CjlXAHXyQNJRTlK5c1Xm95S5MUKuCDEVjMwYQYq+1QvQU+4hmYseZTg37IyMfO7a2bfPpn5SlIuLPFy5CGzvjrC0nBPYKmVme3HhMcKfAIxF2bbIXxJ6atCnTwQD8r1PcK7hYelSJhpD5NH6ebFAmmF/EmGXxWB6uQhD5Iv9bNawEAn57WI3lYzYAamgYF8tjIN+XUe283AfxTZQ1mw3BoS38H9fuGPmd61An9v4uWmKmEGXWfGzJ5pKXXz8I8K+DrhJQLLv3yAgL3XYS9d3U33S2VL+ijhXOrmIcJU8VpEb6sZMAPTwIAV8DTU0uzk8epUlIfoisKdhNTNA0rvAIGl3icKBwsnCLw4xky/nzAzXb/PDZahr8rc6+ahT1R2MgNmYFYY8BL0rNTk0pQjlnhvmZLbRte7jJD0N5JfFHAuD5TlIyPEsxivdfLAG8osbSPM4lm6fr5Aufk4wSA5Szc2FvI94HVl543qXOrkYVAag9xZ+o962VTmBwzyaHczYAbawYAVcDvqYVpycWnK6D11vY3Ay0G5sqkqxxfk4TsCbxfzhjDC7PAo4bJkH/elTh4oG39hYl85BPP1Akp2kLxDN1CElAfFy572e5NbHqZOHgalMcj917pBvSC8Kb3dII92NwNmYHoYqHyTa3qK4pwOYaBuPR+qOOjsLxDo6FGkPYG/HF0nxAtD35KZ/VxmzdwP5bCOzCgl3M4T+KsQ/6+N2ZuMfYX4eLmJfLLU2xPW7OOTvVvyhz/ejsZfKPvwXpUH3oLm71M/ElhuJp9nCI9PETDL7QlRZsyx183fgwjHX5Z4IetlAm95w01PuJ2AVOWhLAdKncFOT4BTuCXekGfLwP4zeeXt77Wze9NsrNsup7mMzvtsMtBI220kktnkd6ZK5XqeqeqcmcK4Xc5MVXauIJVt10vQnWsTLrAZMANmwAy0gQEr4DbUgvNgBsyAGTADnWPACrhzVe4CmwEzYAbMQBsYsAJuQy04D2bADJgBM9A5BqyAO1flLrAZMANmwAy0gQEr4DbUwnTlYU7Z/YrA35AuEj4zXdlf9R/d3wq8ociBFbMoJ6pQnLZFGfm7k8UMmIEpZaDyVeopLZezvToDdeuZU5xOTkE5RAMl3FaZV8a27pO5HeS2lAr4aKXHiVr36pOXcTntkco47Qq4brscF4+O1wwslIHKtusZ8EKp7WY4DsvYVjg9Ff9PupbHSraJmQOVmX4KeCnzyKlaOwk8ay9eyoSdlhkwA+1mwAq43fXTttxx8hRfLuJIxpDyI/Vty/Ok8/M0ZYAlYT7iYAU86dpw+mZgyhionEZPWXmc3f4MVNXzLgrG93fxx2f+MLP/yxeCcAOPFPhcH8ckYt9bQFgG5eMGPQFF9DNhN24k2UvXiIMzmA8T+BrRpcKuAjNvzllmxs0xk7sLw4RZeuSVMJjBXAoUS9DMjjmXmWMifyk8Nd3PLxwJyfGaLLX3hI8K5dGWfYLd6HSKTHxsYj+BMj668Mw+dJQdLl8g9AQ4Pk4ol5BZxv6i8F/ClQLfLH67wBI3ZYxvDQ9agn61/PxCuFC4ROA4UWbpbRW4sZiBaWSgkbbbSCTTyF7H8lynnpn94g+FGcL5xLsl99N0RVE/WDhTQAFzRjJL1ucIobg4L5mZ86sEhI8W3F8gbpTdKwXiOFZAsaBk9klux+jKWcj3FqqE+AhXSijgr+vGM4UthC8LKD3yEoJCJv1Q+Nz7nsC50HVWj+4qf99Kkd1JV8pcfvWJc6fnhB8LDEw+LJCfFwmcNf1mIYQ0Oev558J9BerjNQKDFV66yqWfAkbZ/kGIbYO7y8yA6HNF2DZZ67TLNuXXeTEDwUAjbbeRSFwnrWegTj33U8AULBTaa7NSokRQoux/Enc5u/yU3FAc8XGCiDv/4D2zPcIyiwy5R3JDQVVJlQKOGTrxPCLFm38BiTe9f1ok8oTkjzJXCR+ZyPP5admZkVPWUs6Ww1XCGtkN3jb/dmZ/rsyU6RlF4LNkr1LAd5MfBi7vLMIyuCDObQr3tljrtMu25NX5MAM5A5Vtt84o3pSagboMfDfz+BOZmdGhsBBmtrn8QBa+u/vwwv1Hmf2KZC7daNjMLhcreZ5+kyKLeDeUnaVjZry5MFNFYql39bur2xh0nJQ5fUjmdYVnDQhE3HzOMIQl5bycj0o3ULi55PwUt260Pk4mlHu/esBT1BNL3utliK88DYrX7mbADCyQgXy0vcAoHMwM3MgAS7ilbJAcynsshSJxP8IxKw5h+RfJ3VC+fxeaUAz90op4I18vVFrsA+dCuPULt9K6pRwYXLDEmwuz0OXCZwp3rHl+sFP+vJzMYpGSS2bVVVK3Hr6piB6ZRYbSZ3ZuMQNmoGEGrIAbJtTR3YyBWBpFYXEARkgosHLp9GYRTMgh8vUJpc9S8qiymwKguPNVAeLge8qvF1hKj1l33bh56QopuWTGWiV5PeR+y3rYUzdZmQhhGd5iBszAGBjwEvQYSHWUqzHAjAopl5qxM+Mrl0RXC7xIC8u5vEGNbCo8YIT42I89X+j3P+d5uT9xSFy8WMUSdblUTJBTBJ67XYeEH3Qr4oul6PD30EEBMvfvyAwf/eoBb1FP58l8ZgbeaLeYATMwBgasgMdAqqNcjYHPy3aGMC/cMd3hb0K8UMQbvvydZlzCX5bumSLnDeDtRkyIvw6xd/q8LNyzZd5DiL3gflHuKEeWbVkqL4W9b5Q7M+RRhbeV2VdnFr2RgKLfS4gyDouP2TMvYPHS1ebJI0vazMZPFsqZ+rC4fM8MmIElYqDyTa4lyoeTGS8DVfW8s5JHoeHvGqEn8D/ag4Q4W5kl1a8JpfD3nSOFnsCeKEpkeeaJpdo87qNkJ+6eQHrsF/P3na0KtxNkHyYoy18JzOpOFdYWyvxSrqcJlwmk9XvhCCGEmSwvYq0UzhW+IAybSRM/e7Lk+eNCLuzn9gT+jkRalJlBAW5/Ea4TYkWAvy8x+2TPmPuhZLkyi2bgQp4PFBhckO+QE2VgyTnSoIwhr5GB/zxfKMDNYcJtbrrdOlNVu2xdhp0hM5AYaKTtNhKJq6T1DLieW19FAzP4Qd3hv8GzKG6Xs1ir3ShTZdv1EnQ3GoJLOTsMfFpFKZ9b9qn9stTs1LFLYgZuZKBSi5urmWDA9Twd1dhTNvfOssrRlfxdacvpyP7IuXS7HJkyB2gJA4203UYiaQkhzsZgBlzPg7lp053XKjMcvMEb2isFXup6Spsy2HBe3C4bJtTRLRkDjbTdM3VHbAAAIABJREFURiJZsiI7oYUy4HpeKHMON04G3C7Hya7jHicDlW233EsaZ2YctxkwA2bADJgBM5AYsAJ2U5g0Axz6wN922noi1qT5cfpmwAx0mIHKaXSHuZmlolfV851V2MsF/quKX8wva4iAQxRPqYAPkNslQpv/o9pQ8R3NEAaq2uWQoL5lBibKQGXb9VnQE62fqUqcgx44BOJjwi7JPM4CcNgHB1X0O01qnOk6bjNgBszAkjDgJeglodmJLIABPt3HKVF/W0BYBzEDZsAMtJ4BK+DWV1HrM8hHDlhqARwNyf9SewKfzDtOWEfI5V6yfFHgKEWOrnyLcMvVvdzi/bIz4yZO4g95sQynC+cIfG/4mwLHU4aMmpcsqI1mwAyYgfYxULmO3b4sO0cLYKBuPbMEfX0WPx8EmBP4OAFnPH9Y2EJ4kcD5xnxwIYQBH+cyc2zifYW1BM4mXimUe8A7yK1UwCjeZwkhz5ABRR8frR8lL1k0NraYgbrtssVFcNY6ykAjbbeRSDpaAdNU7Lr1XCrgKOPZMlwl5O8VfEX2b2ck8AUk0kFx5nKWLHUU8EZFOKx8kCA/GQq3OnnpE5WdWshA3XbZwqw7Sx1noLLtegm64y2k4eIzC873bHlTOmanJBXfsUXh5sLJTnWEN6I/I/AlH17Q6gkbCv0Uc1Ve6qRnP2bADJiBsTHgt6DHRm0nI/6PotScUcwn+EL4/izCsnEu/A+4SjaQhxUCnwR8tMBb0sjFQr+/KlXlJQX3xQyYATMwGQY8A54M711N9cpU8PULAtarQQjf5WU2/XYhlG+NYPZiBsyAGWgnA1bA7ayXWc1VLD3HUnSU86E1CswLVqUwu86XuMv7tpsBM2AGWsuAFXBrq2YmM/Y5lYo3pQ8V2LdFqe4lbFajtKfJD6dwvU64ncBfl3jDuvybU42o7MUMmAEzMB0MVL7JNR3FcC4rGKiqZ46i7An/KeAX8z8Jd0xm/nKEgvyhgHxLwO//CD3hnqtcb7ieoiv/A2ZJ+kiBZWX2i3vCdsJRwm8F0uG/wvsJCMvQvLD1B4F03iqsFK4VVgij5kVBLC1noKpdtjz7zl6HGWik7TYSSYcrYVqK7nqelprqVj7dLrtV37NU2sq26yXoWapul8UMmAEzYAamhgEr4KmpKmfUDJgBM2AGZokBK+BZqk2XxQyYATNgBqaGASvgqakqZ9QMmAEzYAZmiQEr4FmqTZfFDJgBM2AGpoYBK+CpqSpn1AyYATNgBmaJASvgWarNpSvLA5XUscKvBP6ny7d7vyMcIPyD0GWBg0uE/HzqZbK/vsukuOxmwAwsjIHK/zItLFqHahkDdeuZTwpy4AaHY6ydyoCy2VXg4I2/tqxcS50dTvbiE4z5h07mZa/zwYmlzus0pFe3XU5DWZzHbjHQSNttJJJu8T6Vpa1Tz8x8/1t4y4ASvlju+ecIB3jrnPO8SmwFvLBqr9MuFxazQ5mB8TLQSNttJJLxltOxN8BAnXr+lNJhhsuRj/1kLTly3nMuT5SFjzDw2cBLheOEu2ceTpCZtMHWwr8JzLD5nu/DBNLi6Mo/Cz8RHi6EMNuMsC+X+TCBzxCSDjNyzot+h4Dy4/vBuwshb5KBpXPCb5Ecn6wrS+q4LU9uXK5Kblw3F84RyM8Zwn3xkOT9ukacmya3k3XlqMy/C3wfGXD8JmWCy+uTG+dbI8RJ+a8Wtk1uXb7UaZdd5sdlby8DjbTdRiJpL0fOWWKgTj3/Tn7PG4Gxf5RfZsQoQ4Sl6s8L7JGum9w4Y3o3gfS/IjxV2Ergu7/sMX9MeLqAMuYc6F8KKFbk9sL9BcJyNvQrhQcLxwqcLf0eYZ/kdoyunEt9byFkmQyEDQWMO59GxG05liT30vWDAmdQf1bga06PFcjft5KfuOwgA+FDAeM+L/SbAX9U7ijsW+Mpk5/JHGdnF7c6Z63TLjtHigs8FQw00nYbiWQq6Op2JqvqmRkafr4+Ak3nyy+KMZeNUzy8rBQSSusVmRtKm/T2zdx2Tm75DHqt5IZiDEFhEpZZZsg9ktuLMrdlya1KARPk8OQ3/3LTv8gNpZ6/zDiKAmaGSz6fSQJJmOF/I7N33VjVLrvOj8vfXgYq267fgm5v5bU1Z5WNKmV8Q10fJJQKmNnvNcIT+hSQGW7IFcmQu7F8i/T7BnBVWOIj7/3CpmgrLywXM6gIIT+8bHWnypD9PZwpZ2bR7J2HLJfhk5ndRjNgBmaUASvgGa3YMRSLzweyL4lirSMbJE9/7OOZpdy4n99m/zaEJWSkn9utbvJ2o6mfv9wN5cs+bL+wfaLr65THh4fI42Li/LTiYdkdJc4SPWb2jS1mwAzMOANWwDNewQ0X78uK7wFC7N+W0bN/uqPAi1Moa2T9dM0vuMX9PreXzCkUaOwpk/A6S5b6DQnxYht7wC8QniacJjDYsZgBMzDjDFgBz3gFN1y8tyk+XqrK92rzJNgT/YDAW7y8MXyBkL+1jN+NBGZ738QyYeGlMiSfjT9wDHlinziUPM8cg5SYNbME/V1hN2G5kC8/b5KFk9FiBszALDFgBTxLtTn+slyoJHiJ6Q3CqwRegEK4cjAHbrsLcRjH/jLzglPscTLTe4ewUjhamLSwH83fjnYRUJC3F14yhkzxFyhm1qwc8BLXJ4SYfZMcSpeBCqsL38FB8jzhIoFBjcUMmIGOMlD3pZuO0jMzxR6lnpklHiegSHsCiuxfBf4jW8qT5MD/gPFzqXC8wBvJIQfJ8FuB9FGGvOnMX4eYQePGy1Mo9b2FKzM3/PA3J5Qb/nix6yiB/xL3kht7zR8R+FtT7naC7CGPk4G//ZDeacIjBOJjiZwyIl8T2P9FafYE3uQ+VOAvRPi9TNhJIP28LAxKkNsKpwoXC7zEhd9cUMwccHJw5rhMZtLcdTWf3bPAr8UMTCMDjbTdRiKZRvY6lmfX82Qr/OdK/r6TzUIrU3e7bGW1OFM1GKhsu16CrsGivZiBMTPA37V4W5wlZ4sZMANm4EYGKrW4uZoJBlzPS1uNLHUfm5JkTzj/L/DS5qTdqbldtrt+nLvBDDTSdhuJZHAefaclDLiel7YimPWy78z+Mfvii/kv8dLmfGlTc7tcWr6dWnMMNNJ2G4mkuTI5pjEx4HoeE7GOdlEMuF0uij4HniADlW3Xe8ATrB0nbQbMgBkwA91lwAq4u3XvkpsBM2AGzMAEGbACniD5TtoMmAEzYAa6y4AVcHfr3iU3A2bADJiBCTJgBTxB8p20GTADZsAMdJcBK+Du1r1LbgbMgBkwAxNkwAp4guQ7aTNgBsyAGeguA1bA3a17l9wMmAEzYAYmyIAV8ATJd9JmwAyYATPQXQasgLtb9y65GTADZsAMTJABK+AJku+kzYAZMANmoLsMWAF3t+5dcjNgBsyAGZggA1bAEyTfSZsBM2AGzEB3GbAC7m7du+RmwAyYATMwQQasgCdIvpM2A2bADJiB7jJgBdzdunfJzYAZMANmYIIMWAFPkHwnbQbMgBkwA91lwAq4u3XvkpsBM2AGzMAEGbACniD5TtoMmAEzYAa6y4AVcHfr3iU3A2bADJiBCTJgBTxB8p20GTADZsAMdJcBK+Du1r1LbgbMgBkwAxNkwAp4guQ7aTNgBsyAGeguA1bA3a17l9wMmAEzYAYmyIAV8ATJd9JmwAyYATPQXQasgLtb9y65GTADZsAMTJABK+AJku+kzYAZMANmoLsMWAF3t+5dcjNgBsyAGZggA1bAEyTfSZsBM2AGzEB3GbAC7m7du+RmwAyYATMwQQasgCdIvpM2A2bADJiB7jJgBdzdunfJzYAZMANmYIIMWAFPkHwnbQbMgBkwA91lwAq4u3XvkpsBM2AGzMAEGbhljbT/r4YfezEDZsAMmAEzYAZWZ6COjh3KmRXwUHpm5qbreWaqcqYK4nY5U9XZqcJUtl0vQXeqPbiwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAu5UdbuwZsAMmAEz0BYGrIDbUhPOhxkwA2bADHSKASvgTlW3C2sGzIAZMANtYcAKuC014XyYATNgBsxApxiwAh5fdd9KUfeEPwvnjC8Zx9xhBrZT2X8knCdcJOxXkwv8XS78n7BjzTD2trQMbKPkesLfhCOWNmmn1iYGeEiHyQN1k4f5OgG/+w/xfEvd+1nyR5jDhvidlVvHqSDToIBdz9PV4m6v7F4jvCZle3tdTxihCJvI7zQo4Kp2GUV+hAxfEHrCZcJK4SvCa4X1hEnK15X48QvMAP2kFfBw8u6o21cILxvubcnv1m27QzNWN5KPKRb8XimsNSDGZyY/+BvkZ0DQqXWeFQUcFeB6bkdT3Do9S1uk7DC4XXOErM2SAt5K5f6rcEjGwdoyH5o4gqtJyjFKfKFK1Aq4uuYYjJ4tPK/a65L6qKs7h2aqbiR0zF8S8P+KATF+X+5fTn6sgAeQNCFn1/OEiF9gsjuk52jTBYafJQV8pDj4T4FBSCm/kMOkFXCZp1HsVsCjsNUuv5V9atN7wJ9R+VcKrxPWKLh4kuw0pp8P4IgO4WTh18KvhG8L+YOzl+wUCLxceKvwu2Q/SVfkDsIHhJ7w78K5wtO5UUOeKD9nCRcLlwrHCXfPwrG8F+k/UubPCjz0uO2d+atjrJPPjRTR54WfCj8Wvivsm0V+W5nfJ7Ckz33wDmH9zM+4jNNYz2yNsDpDfb1UoM38Sfij8H6hHBBWtcdPK8xfhP8WaNcx+/wXmWl7IdTZ1QJtJeqvqv6r2jr5JX1khUD6rxYYAF8rUK6QeRlIn3LP3eQ8Uyb6Mfjvt9RMv8MzhNC//EGAC/bPmTWxdUaf80qhlH+Uww8F9td7wkcFljtzWUcWBgA9gb14nsejBNoPQh9EnVyV7FzoGw8R2L8H5O9TwobcHFG2lX/qn73i9wr0ASzH0i5pD/cWcsnzSzslv7tlHpg8kd+/C8S7LN2jz4O3eyT7o3T9jcDKw4nJjQHQfsKFwi8F4n+DEAMjBovRh9KfPleA2/8VaKNIVb+XvN142Vgm8smzSJxImc4L5NYTeNaPE+BgagTC6ggzYAr6MoEwy4tA35H9YcIR6X7e4VGpKNOPCDxMCHs31wsPT3aWGe4vEDeN+kDhwQKNn86Ul55QUj8R4iF5jsxU7g7CMOFBowHvmjzdRleU3yXCusntzrrSUEn/NGEXgfTPFPZOfvpdqPBzsht180mYw7Jwz5CZhyoEHk8Xbp0caIi/FxY62u9CPW8ifignHQdtYg1he+E/hA8JIXXaI34/LjBYzIU2SBq01ZA3ybBHstSp/6q2TlTkn3TobHKZlyVXwNyLrZ+5zGNwseNqodtnqdMueTbwd5aAYo0+pF9pqAf8ni3A3ZrCa5Ib/VfIU2Wg79g9OVAn3xPOECJ+6pJnECUafc59ZKZ9vV4IOVyGqzI7CoCBAMoGIZ53CsRfzuIvlxvPepXgj3bM5Gctgf4A5XqBQPxI5Je+JfL7GJnpV16V/HChH4SjXHkfmtzo30NQ/vRvIW+XAeUd2yI8A/RJb0se6KvmBCYL5O0Ege0D0sMfUtXvJW83u1CfxIeU6XxYbuTpRQKK+s03eBv7b522W5mJupGEAqZB0wAZAUVDpaK+klKiMREnjSTkaBkgZv3MjbA94RuZG2EIe2rmhmLcQWA0xb1nZfcwnilQOcPkfN1kpJsLDZj4DsgcSQc3BgchVCyKeJDQQGlUIXXySQNiBLpnEemBmZ1y/Wtxf7ns9ync6lq7UM+hdN5TkMKs4X+EeyX3uu0xOv7NUjjaIh0ece2fpUH7u2uy16l/vA5r69yPtrhplg7GeaFrCphyM9NCkdCOrxKOEZ4glAptj+SHusvlB7LQZ4VQj8xMcyE+4od7ZKdkLwcxb5R73kccLjt5CqFvm8vsGKO/ibYUty+Xoa4CRrHl8hRZyG8MLCK/DC5y+ZQsKO/bJUf6YSYke2eemPTAz5cyN56b2He9m8y0+/dl9zEeIlAv62XuPA8oXNp4yItlqNPvZUFWMxLnCcVN3OB9jcwdPcTq6lJIZZ8aCrLJzKBIaTCMfqhwhAbJCGqQ0LCZbTIqDEEBobgeJ+QEcv+7N3lbVZFfFbZPbowic6FR8oYkI9h+sqEcHySUCpj8XCOQt1Ly9JlxM5qrK3XySUOm8aAo3i2wcoAclK5cGHm/UDhR2EGg8R4r/FpYCpm2es45yQdEuNNmaGNbJU912yODQzqXp6dwdMT/TzhTeFpyo2OiLf822evUf/K66tKvref3bb6BgcN0ubvAEirKgtkO9cPKWz6wv8H3zf+ZQBugz2JmSJ/wQKFfX0L4qMPoG8q+gxnfMKVJeyAt8tdLWKErErPiZB3p0q9dE8GjUiyD8svg4w7Cw5M/+mHaXbTrf5D5j8JnhO2EUNT0O/S9SPTT/ThD0W6T/MWFOro+c2MQUKffK6KptNL/M5gIuVyGGAxXBh63h3EoYPLMUvLVAqPSLQUqjE5pkGygG1RwKTQEFMu6xY1+fokD4UWvXgZmHCyL8FD1kwjXL07Sj/t52H5++8Xdz61uPlkWf6/A6JUHi/2U/C2/A2TfS7ifwKiOkd6BQiw3yTh2maZ6zslgtJ8L9YzQgSN12+N/ye+3hFC2dFj/JnxReLRAx4/bqUJI3foP/4tpa1mynTDC1QcFZn7UJUqQJVaei1KGtYGoIwa4vQwsNRMuFHr4i/ZTpjHIjrL6snCWwPM7J4SSvM2gQDXcyzKxEoKyz9s10ZRtKvKf93WnyB/5ZOJCG8ZOu0aZPlFgAEGfQ9+KRFhmwL0M2MnXXVb5uknKPMSdqn6viKbSWnLyvwqxlH3k0AyOSwFfp1RRHizPMkNjRDhMUNb9Rqm4MSoqSewXF3EgDxHmMqB4Wf64aNXdm0uEG5R+3L95yIW51M0nZUbJsixKo8R+ggCnCMsbHxY2Fx4qfE2YF14pLJVMUz3nnKxbEHSnZL8iXUdpj3RMrLDcR6Az/amAGw/5U4XovGRcJXXrP/yPeqWDKZdd1xk1kinzv7XyyzOQC6tXbAP8UoiZXX5/WBuIOvqEAswVoC95aYoo/N0xj7iGmUE19fRW4a81/Nf1UpaJfNHH5+2auMq+Lux5X0cbZjDALJcBJvZzBWaQtOlB7XpP3ZvLcE+Z4ewYoY5U9Xt14pgaP+NSwBBwtACZjK6+XsHIN3WfpZfoCPFOJ8LSK0tI+RLCoKhYzkFQwLmwlMRMbZAwimO/p3xIIz/krUmpk887KMEjU6I8qCzzPF+AE5bLkfcLayfzT3R9kXCp8ODktlSXaannnI8tC3KYrdLGzknuo7RHZgXUy7uF2Fu6WOZfCHS0c8L5Qkid+s+8j2z8nUIwa1kzC8kzMMuCkmA1qJ+sIcdcsYSffm3gQt1kZkafQJ2VfQlh5wVmgEj0DVsle1xeLQOrf4OEVb1SYpZauo9i71cmwjPTRiK/ZV+Hnb46X0pnwsLgZVcBRb6SCCS0dwaWzxBQyiErZGCyVHJGWY8X6pSvTr93U4odMTHTqiMfkyc6nFxYprhn4XaE7MTJUkbIPWSg4/ioEIOCfWW+XsgbC2EI2+9hY8axQjhDiBEpIy+WCN8sDJN4C5oXARAazUnCr4R8VMmDTvqbrvJVT46Tt+jYCVEnnyzn0JgfmyWxXGb2GxkYIHQQr09mLg8QWBIt6yDzMtTYhXreRAxQzp8J2wm0tWUCnc+HhJC67TH8s+1BvNEx4/725MZKUC516h//w9o69we1RZQty44xS+MZZOmU/M0RMElwsWPm1kZjnXY5r4wzk6TtR/9xW5lxhwue75A9ZCDOUwWeJZ71VyW3/Nl5ktx4BvNtn2fLzgyQ5xOhLk8XfiDQ1yCsguCHyUPI4TJcldlRXuThQIHBGwNplqRx2ynzh5G46DOrBH+/Fl4jMHOdE84TmFyQTyTyS38UfeS2MtNvwEEp0YYPzW7AJfn8celZ9oMFyrlZureGru8Q6INzOVuWEwo3rHX6vT7BVjn1i7OfG8/5LwdF0rB7nbZbmWRVJHdWDD3hP4XfCyyF9hNG5D2Bzo44aSz/knm8r8yfFy4VVgqnCbEvgjcqnjCEZXmpJ0Qj4j6yjkCH1xNofOcKKHIaeZXwwDFSvEQgD4za6IhDDpLhtwLp/0YYVM7wT2PvCX8W/pLMG6ebVfmkU2DQQMfJ7JaynCE8PoXnsrPAjAtlgp+fCi/P7o9q7EI9h9Kho/2kQDtixsNqwloFYVXtMfd+gCy0a+otZBsZ4BRFX0pV/Ve19aMUYd4We0UCdKY8K+DTwi4CeaGT3lvYL5lxIx7ia6tUtUvyPSdQB2cKPeEygb7oG8KThVz2kIU4mS2uEOi3eN5fmXtK5u11/Z6wUqAv+YLwgMIfqw1HCj2BZxD/eZrMKmkbrGThh3aBMEumr7lCIAx1Qr6YiKCw8dcT/iYQPp+dynozCUXNzJvyMFhHqd+78Jnn9991j/5jeeEnrNGGH5ndX1NmOHvrgDC0L1Z/AHwcLcQkhv66J9AfXpfMtPWQOv1e5n2VkT61J+Rxoshzt+COgQB5/590v5wcyrlRqdN2KxNsJJLKVOxh0gx0oZ5DAe84abKdfm0Gmm6XoYAZBM2ShAKepTJNe1kq2+7/N+0ldP7NgBkwA2bADEwjA1bA01hrzrMZMANmwAx0goHKaXQnWJj9Qs56Pe+vKrxSoJxXC+z7WtrPQJPt8mQV9w8CcfIeB3vj0y68RMXyM3vF7G+yV21pBwONtN1GImkHH87FEAZcz0PI8a2JMeB2OTHqnfAiGahsu16CXiTDDm4GzIAZMANmYCEMWAH3Z42/cfxciP/R8XeEOnKiPLG8ychn1t6yrFN++zEDZsAMmIEGGaicRjeYVhuiiv++bZ4yc7Cue42QsWn9m0PX6nmEKrXXCTLgdjlB8p30ohiobLtrLCr62Qz8GBWLP77zJ3KEAzgsZsAMmAEzYAYaZcAK+OZ0cqTc9ZkzbxdazIAZMANmwAw0ykATe8D53zteqtydJPxJGHTE3xN17yzhYoEj044T8oO6OZ6NqTtxnCKEfEWG/KMK7Lfy2j17rnFkJYd5f0DoCRyzxiv5TxdCWEombsCxjRynxtFv2Mk3/l8hcLwmr/YDZsRcOeqMo+hCOIqS9HuZm41mwAwsPQMbKUmOsWXVijOKvytwBG0uVf0OZxNH37C1zP8mcFwi8T1M4BhF+iOOluXo14cLpXCsIsceXiT0hI8KhKsS3heJ4yx574TjIY8SNkkBmSgdInA0LaCcnxI2TPfjUoeHOnnkWE7KSNnJzzHCg4u0bF0iBirXsZUPGgr++G/dDgINhheXWMrl8OsQKp8Z5a7JgUPDeXBQunFeKLewfyL54UIDZVbKuan5uc6c9RqN9FYy8+DRcKLRP0fm/xXIE8I5qPcXyCvK9kCBhkXjRwEjnMN6VTLnlxWy5AqYe+8VeoXfPWQn/ml7CatOPRdFtdUMjJ2BOu3yHOXisCwnz5CZs5BD6vQ7DLp3E0iPwf5Tha0E+gk+yvIxgcE8yhglyIH+eV+Ef/qa3QWEvoYzns8Qhk106LdOF4gz+q37yExf+noBoS/5g4CCRQjzToH48zxU8VAnjzsqTiZPodxJm/xFXmS01GSgTtutjKpOJKGA31PExpcwOPj6Xsn9fF0ZIeaysSykcUDmSDwcEh8NF0VKWPzFyBOFjbINeW66/6zMDeOZwtmZ21rJ36mZGw9fKGkr4IJAW83ABBmo6n84wJ8vHu1Z5PHAzF6336EPID1WwUKYLOCWz6h3Tm75yt0FcmNmmssTkr/oW4rbq6w7JT8ovlzeKMtrkwP94FxxP/rNzZJ7HR7q5JGZ9qUCSj6Ewz6YUFlGY6Cq7Q4dmY2W1A2+GYHlwgiN2TAjSUZUDxJKBcxs9xqBxhrCUs9dhK2TAyPP/QRGtU9Lboxqv5rMXKKBkGYuLKM8QmBEmguz5ZDfy5DHtbpP28yAGWgrAwzwGWAzaH+3wAwViZcnR+l3UtBVs9EQVt2Q3O3y5HbXdCUNPgPZr+/ByzDlFf1e2S++TeGOSPEzwGDljhW/XsKKdC9mxXV4qJPHMxTvPQXK8mJhPYFJzLdSer40yMCwpZGFJMOScy4smyCMFDdIZpY3SsFf3OcejQB/KFtGYnwO65sJoYCfITuKOiTCf18OvQzMjK8VYkkl/PfLx42R2WAGzMDUMMBgnO2gFwhMAnj/I77jO0q/EwXO+zGWlZF+bjFLjDReKH+9DChtwq2/Kob+EmGjr+zn63Fy5NOCZwn3E+aEeO/lNlmAOjxU5ZF3W54k/Ek4RmAl8tPCnbIBxnXBAAAgAElEQVR0bGyIgaYVMMvCuUSlMYq8Ot3o1xhxi/t4Y5+YfRhmvo8WUKo8CCjcLQRGfVsK+dJyhH+I3OcyoHgZxV0kLEZIP99vIa51FhOhw5oBM9AIAyg5trDY6kIJYT9BoK8Ypd9ZaGYiDd5bmStA3/PSIRFH2DsO8cPAgv7nrcJfh/irw0OdPDLZebLAt4TfLjxf+OiQdH1rgQw0rYBRirmgPFGmjEqvEtiDiD3c8IcyRVFT6bmgbFky2UfAjJwqsK7OCwgsIbM0E8LyDIICzoU4PlK4LcTK29L5LJ04iNtiBszA5Bi4g5I+MiWPkmIrCYXBYJktr1H7nYWUhDTOF8q+h7jmBd7AHiTR721VeHi17G9IbuzvlpLvP3OvDg918riX4to6JcaLYG8RGMw8uMyA7UvDQOVGsrKxiYC/nwnbCSj2ZQIjsg8JIYxOUcjsLSA0rJOEXwnl7JkGxWjveiGfaTIbJq1nCrmwHLRCYPk6RpOMPtm7eHPmcS2ZCU9D6yeHy5EHqpSXy4G88FAjzxYuFXrJHpc9ZCD+aZsd16nnoqi2moGxM1DVLhkUs//52Cwny2XmfREG90jdfmcH+SW9TVM4LsuSG7PpkG2TW640WbYlH7H0jV/6CPaLy4F7xMOVfut04QcC/RXCMjPhYj+b7TbydaDAwGJtgSVp3HYSkDo81Mnj0YrrC8JtU7z0w+cJeT+ebvlSwUBV260IfsPtOpGEAmap5JPCNQJ7rO8XUHi50AjYy7hEQIEdL9xjdS832pjVshSdC0tNPFy3K9yxovTeK/QEGs25wr5CLB3zIP5aoEzksSfkSz+8CMGggZE09xj5hawpAzNpZsIXCuSDtBhQ9AQexhMFlpSIn3R2FqZF6tTztJTF+ZwdBqraJYN4Btjst/5E4LlnEP74goKqfucg+f+tQHrM/Hh29xEYjOPGNtruwt7ClZkbfkK2l+F7wkqBvgdF9oCbbg803V53mMX3hJ8KxPHkwjczYvpM8sF9XkolX/RHTBrq8lCVR2a/nxVYrYRPzsR/t9Cvv5WzZQgDVW13SNCbbtWJJBTwjrVitKc2MlCnntuYb+dpthlwu5zt+p3l0lW2XZaKLWbADJgBM2AGzMASM2AFvMSEOzkzYAbMgBkwA3UZqJpG76+IYk+E/U/2fS3Tx0BVPU9fiZzjWWDA7XIWarGbZWik7TYSSTf5n6pSu56nqro6k1m3y85U9cwVtLLtegl65urcBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY8AKeOaq1AUyA2bADJiBaWDACngaasl5NANmwAyYgZljwAp45qrUBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY8AKeOaq1AUyA2bADJiBaWDACngaasl5NANmwAyYgZljwAp45qrUBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY8AKeOaq1AUyA2bADJiBaWDACngaasl5NANmwAyYgZljwAp45qrUBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY8AKeOaq1AUyA2bADJiBaWDACngaasl5NANmwAyYgZljwAp45qrUBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY8AKeOaq1AUyA2bADJiBaWDACngaasl5NANmwAyYgZljwAp45qrUBTIDZsAMmIFpYMAKeBpqyXk0A2bADJiBmWPACnjmqtQFMgNmwAyYgWlgwAp4GmrJeTQDZsAMmIGZY+CWNUr0fzX82IsZMANmwAyYATOwOgN1dOxQzqyAh9IzMzddzzNTlTNVELfLmarOThWmsu16CbpT7cGFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsWAFXCnqtuFNQNmwAyYgbYwYAXclppwPsyAGTADZqBTDFgBd6q6XVgzYAbMgBloCwNWwG2pCefDDJgBM2AGOsXAUivgW4ndnvBn4ZxOMT2bhd0p1ef/6bp3y4t4ovJ3tUBe11mCvE5jWz9CvFyVONpsCEfb6F5P+JtAmGmRaayTus/YJOtkZzWAXws8W3tNS2OYlnxC6jC5s25eLlwn4Bdzif+S245ZJMfJPC4FPKe454UNs/TC+HUZju/jbqcb6m4hPKyhQKUCfrzc/iBsvpAIGwgzrzi27hPPHimvS6GAI/lJtfU+xa/l9ITE0TAFHBHxnI9bAc9S/1OrAvp46veM9fG2ymncdbJMaby+T+Jryc0KeHViqtruLZqYAf9ead5T+Izwl2TGnuPLfSpsXE5zivhAoZ8C/o3crxxXwo73RgZY4WBE/N8T4oT676eAJ5SdsSU7p5gHtfWxJdqyiKep/2kZdQvKzjKF6qeAFxRZ1wMxsloKeY8SWbkUCVWk8ZKK+77dDAM/VDQPbSYqx2IGFs1AW/qfRRfEEcwWA03MgIcxspVurhC+K1wxzKPu3VLYT7hQ+KXw78IbknsedBNZThaYYf1EYCn7AOEOwv4Ce33I1wSWY1AGyLnCtQJ7XLmwHHmk0BNI82fCbpmHTWVmKQGcILxA6Al/FFheXMrlTCU3cWGPpyew5XCm8MAiR7vIDu/wFftBJYfP1b2LhP8Vrk7hm6j/bVPaRDmfzORlLqWRX5bJQtrk83fCm9LNZ+nKKslfBdrZMPlH3aR9UZae8FHhjsMCpHu01Q+kMLQ52ubT+4R7otzOEi4WaJffEnZP/oa1dbzcXzhF6AkMfr8iPIgbmawpM23/GuFPAtsz5G1U4Tm9TGDF40vCvVMEpA+P1wvUw+2S+xm60n7gnzobl7Sp/6GMdeu96hmrw9egOsH9PwXaPXWyfYrsHbr+Id2jbfUTnod9BcpBWED7yYXn+DCB/pEVx3iucj912ubqsXbYRkXVkY/JEw9aLvEAlOGPkwOKM5e3y4KC3CI5UkksL70t83QPmeks6ehi8PBkmf8mxJLjMpnJc8Qj441yuEy5AualjNMF8hId52NkpiN5VQp1a13nhB8LdIIfFoj7RQJL7m8WZkHq1DOKE38MlNYS7ivQyeK2d0YC93ALBVxyeILu0TZ2FahjpKn6Jy7S3ifFm1/2SPdi0HQv2RkE/HPh93myU8/D5KkpbCjE28v+PQHlkg9sy7ZOm2NAyuAx2txzUlw76BqCcqddvzg50LEdLOTP2DLZ+7X1e8od5XaMQF4IS0eJ292EkPfLQGf8JGEN4QkC+SLOzcLTkCsdcE94nUCdbyzwjFwgUE6EZ5U6pg3kgj/yWSV12iVxtL3/qVvvdZ+xQbzVqRNemoLXcpWKQeELB0Wc3Od1ZbBWSjzz9KU8Tw8W6LtJhz41pG7bzIJMrbFu2x1awLqR8ADgt8SKPrGXnRKdwv8I7yv8HiI7ynC95H60rii9OxX+vir7I5LbMl3JQx0FzBuG+KUzzeVTsvyHECN27p0tXCXQUYUwq/h2Zp9mY516pmNlIJILAyDCDlPA4R8O6Yx5WENQME3WP/GSnzoKGL/fFFA6uTCL26ZwK61w8dPCEQVG2rkiLdt6dLDPKsKeKTv8hJwvA51ZLsxYr8wclsncr62jWHme7pz5ZYDAy5CHJzcGs8xOWZ7NhdkLcdZVwGV7eEoKz0oRsm2yPzPZuTxc+EZmH2as0y4J3/b+p269133GBnGGAq6qE/o1JjvvzSKhba0Ubjso4uQ+r+swBXxSFp7BHwO8t2RuddpmRRam5nZl281H6k2UCuXIaDvAg1ZHHidPKDZmELnQkOisozOkg/uVwJJZLnR4Pyjc6liJD2EZMRfiYpmlzD/5+VvmkcZ+19WDzqwNPh4onFWU8Ecjlvhc+c9ncQx2JlX/ZJ30Nxceksqxoa7M5JilDhL8wEW/9kqY7QcFzO71C8sgEkVJ/CwXl+2S5yufwQ5KhvQvFmJ1AX90hJcIkbeHycysdLH1WQ4SolyPIlEJAwue2ZjJ47Zc+CSGhqXN/U/wPqzem3rGquqEgRiK8oUC/S7ydIEtjsW+OJm32b8rPiYteR9Zp23ekKMO/Ab54yoqM4tn14h8g+SHGTBLkSHkj5noXZID/i7M7i/WGOn+sYjoD1l6+S3ykgvLlywtdUGi4y+56jcaHsZHGR6/k6p/0v6cwNLbbsJ+wi7C8dwYIpFfOjCWinOhjaxfI+z3Cz8MNJmVoHyZjSDRDpO19oX8rSP0ihC4xeC1qfosnwnaAx3v3bO0Py3zGwRWrhgIsOK0f3Z/XMY29T/RZobVe0yIymdk1GesTp0w8HyJQPv9okD7z/vehdZJmXbZR9ZpmwtNe+rCjVsBM1us04lcnZjbU1f2FAcJ/u446OYC3CNdOszfZuGjA437C4h65oLE0mepXNZroKSTqn+yfp2AEmZPn71MZmrMBoZJ5PcT8rTvMI997kVYZtwo3H6CEkYW2tZJ41Jhy36RJ7em6nPdIg3yjCK5InOns2cZkmVpZkSnCczCxi1t6n/q1DszYGSxz1idOvmO0vm1QHtnxY/3OVitGLfUaZvjzkNr4m96CXpQwd6oG/kSVOlvhRzYs6JTyoUlMmYjMZpmv24joeyYWM56UgpIPAjL4AjL1zGDTk43XogPKZeasTOSK5cAbwzYQQPK4udCLC0GBQ9tgIsViqOp+ic7dLxR/5vK/ICKPKIgUHq0UwaMvQr/KJHzhbK9EmxeeOKQ8LH3WYZlSfsjKRzxsxe4VRHP2rKzZHzn5D6orZPGxgJ7fbk8V5Z9kgNbB4RfbH2WSv7RKf58aftXcmNJn1nWcmEcy88p2b6XNvQ/deq9qWesTp2wP8nKxNOEVwmfESr3LOWHNhPPFvpjR2GUVcA6bVNRWoKBOpWC348J+d5ezuARsuydORwn8zm5B5kPFuh4NkvuzM7fIbAvEXIPGX4nfEiIwcOzZV4prJM88WYreaZh3UZgpM9+GnK4QBohNJzTBfISSn1bmRmd0yhzOVuWEwo38vHLwm1arXXqmQ4cf/8swO19hBXJLa/ftZLbXrrm0o/DuN9U/RPfxcK7UsQn6/rKZN5DV/IfbSU5r2pLlwoobpbl6ggDPjqj52WeaYuXC7HcyK2yrdPmVghnCNHmWEWgnb+ZAElYGiQ/Oyc7eaRMzNZDBrV1Bqy08yOF6Bw3lZkyLrsx9C1u8X6Z6fS3F4j/sUJPgKN4DmUcKJSVgeprBNrDnHCewOCh7JSDe+omOnAZK6VOuySStvc/deu97jM2iLhR6oRZL/zSjjcaFGHhvovsLCszy2YQSX+MDHrm6R/pJ0Pqts0syNQa67bdoQWsioTReE9gbwe/mEvwkNJB0wi592fhL8m8sa4h+PlFwk91PVool1NoNJ8X6Ex+LLB/gVsuh8rya4GO4G3pBrNZ8kHj6QnbJPfb60pHhdu/Cz8Tlqd7XOgkewL5vU6IWTEdJmWm8XL/nsI0S1U9R9lelspLHf5IWCYQ9hrhFAGFAffhdqLMJYc9uZV7p3Ja1UaaqH8UIbMulMGpAjNH8nG1QL7IXyg2GVcJ7YT6pT3UFRTX94SVwrnCF4SYbQ9r6wwA3iv0BPJI2H2FUjGh5M8SUFo8D+xVl/nr19blbdUMGGV9mUD8ZwhP4UYma8r8PoFZP/uMsRcIR78RmDn2E56dnsAAgXIwMLhC4AWeLwv3FkrhOeb+weWNCntVu5yW/odi1q33qmesH2ULqRPiof3SNurKbeWRZ4o2ySrQTgLPcv7MHyV71Av9I/3kmUJInbaZeZ9aY1XbrVWwRiKplZI9TZKBrtfz80U+s1XL+BhgC6McLFel1vV2WcXPYu9/UBGwOmFpnoFG2m4jkTRfNsfYMANdr2dmyE9smFNHdxMDbAN9dwGEdL1dLoCy2kFYpWGl6A61Q9jjKAw00nYbiWSUXNvvRBjoYj2zZL5JArMz9kEtzTHwCEV1bIruE7oOexFzUKpdbJeDuGjKnW2PNVJ9UC+W8TDQSNttJJLxlM+xNshAF+uZt47Zu+ZFkcc3yKWjuoEBZr28DMY+9PECM65RpYvtclSORvXPYPNKgZci4//go8Zh/9UMNNJ2G4mkOq/2MWEGXM8TrgAn35cBt8u+tNhxChiobLtecpuCWnQWzYAZMANmYPYYsAKevTp1icyAGWgPA/nf38r/n7cnl/VzMievXxH4i+dFwmfqB13117iewF86TxghXKe9Vk6jO83O7BTe9Tw7dTlLJZmFdhmHkMyCAv6GGheH2yAcIIMS7idzcpwXOGGulGEH8pR+p9le2XY9A57m6nXezYAZMANLxwAHxWwrnJ6S5PAWTsPqJ3NyPFDop4D7+e+kmxVwJ6vdhTYDZsAMjMwAJ6dx5OT1WUhON7MskIEmFPD+SptX2pluv1Q4SWBk9Efh/QIVhuwl4Ae8XHirwDmi2AkT8moZOI7wQuESgSMCOWc2F5Zy4vhI/tPG8ZEcf8Z/OkPuLwP/8+wJKwX2LfhbRC7bycLhABzVF8cW7ph52Ehmjr3kGECOvcQvRwZazIAZaAcDZb9ymLLFkbOXCrsKzNo4U54+ieMSdxdK4SjFHwosp/aEjwocnxrCX6nop7huLnAEK0exfkm4k/DQ5MaRixzFeRehn9xPjisEwpKXV/bxNEpeHqzwHCXJnir520xYaJ9F38nSMvnicI5vC1sLIZwBzfGTCBxfLnwm2csLOoG9b+RrAn7ht5QXyKEnoCuOE8oleupuPwFdwF8FOSr4DQLunREqtkqoPPxxfuwOwhrC9gIPQhzEzRm2KEX8ofAOFGhAKNJQwChbzqWNZQ0O7oZ0zrQN4b+Epws8BPGQ3Edm0n598sS5zFcLxwgMMqgw0sEt/vd2V5k5+5f8Ivg7QvhqsnM5R6CxhTxDhlkd8dWp54wKG83AkjBQ1S7zfoVOHqVGv3KswLnv7xH2SW70B5xNnJ9V/dTkLxQz8cX5yPQJCB+94MhG+qZ/FThgBEWJ4visgOJCWdGX4OfDQi57yEI5mARsKqwpvCa5oYRCRs0LA4DthEcLvxdQwAvps+6hcEyG+F98lPm1Ml8vPFwIWUsGysGgp0qWJb9b9PF4ttyYNMET918kMIh4c+H37bJfm/xwC/1BOdET0yBVbbdWGepEEgqYxp4LI08aPA0YiQrkMO+QO8tAw0Ux4ved2T2MPBjkYZvkzuHf2Hcs/HFwPI0GYeZNXMQdwoP1X8LhyeEJuhIPo9KQDWV4WbLcWte/C3tm9zEeWNhnxVqnnmelrC7H9DBQp11Gv4IyDKHPISyrYCEoGtzo8EMukIEVrlyib6BfCqHfIOwDM7ePJ7ctMzdmz0wacgkFzAA+lx/IwswuZNS8bJWFRXkzqVhIn3W0wqEA18/iQxH3hG9kbsHzXpnbIOMy3YCvQQr4St1johbCygGz7pDQB3wsJJdDZGESxAtgbZfKthujnaYKwugrF0aSkJw3FO6zlBvCiIZZ5+ME/P4wu4eRRorwUOTX0h+jImawCLNvlkuIO4TlIZa0uYfw0DFD/5awv3Af4SohRq8o8LMFBhXvFh4mIAelqy9mwAy0iwFWxUKuSIbSjU4RRYUw4Eah0k/l8uNkib4i7tHxc4pUCGkwy/5J5na5zBF/5rzK2K9/ZFbHSt6oeUFh5vExG/6tsJA+i76VvpHZewiKnPijX85uNWKEM76mFcIKZs5bpNuvbhgIxISskcxMKpKmFTAKLZeoUJaSc2HpppQNkkN5L+KI+3HNG0u/uP5Bjr0CjKrukDyjnFlKQgEfmPx9R9fN030uLDO9V2CZiMbIyPZ52X0bzYAZaA8Def+DYkRyN5QviiWOxIy+5IVy62VAaRMunxHKumo5NBfS+LNAnCG4Rfy5X8zD+sdR8/KnMvJkX0ifRdplv0t09LGsBK47IK3FOJdclLwFH+9TIr0M2Ak7aJ99MXla8rBNK+CyonhBAYnR6LACXp1ulo0+7HE/rnccEhl+GKnOFaBSGXGGoFCXC4w+WSa6n/A14TbJAxV9gHAvgYaN/QSh37JKCuKLGTADU8JA9CWfUH7nCrDE+dKGyzGsf2wqLwvps0i77HcpOm6sBJbKsmFa+kYXfOypu3MZeL+Hujmmb6gpc2xaAed7IVDxaIFlhnNq8MLsE7/5pj/Bwv7NFEdctyrifLXsb0hu7FtsLNyu8PNc2fdJbixh/FMyM4r9uICyZRmEvWNmykem+4zOWCZ/vsALXQ9K7r6YATMwvQyw5XS+8JA+RZiX2xP7uC/GqV//eKEiZPbZRF4W2mfRp24kxISJMtLPse0W/TJuowiKGyEehP52lFnrCvknjrJumJEfL5SrqqQxk8KyTZVsIg/448227QQU+zKBkdOHhBDW7vG3V+aWG98mC8sesQzMkjEN9HOZJ5Z3ThfYG2YkhDBzZe8l9mmpHBo0CjSWgzaV+VJhmYDsJKwUoiLxhxKOlyKYLdMAHovnJMt1ZR+IxjprUqeeZ63MLk/7GajTLgf1K4SNAXeUlEH+a7NiP0lmnvN8a+nZstOfxDIo3g8X6FNymZelXAp+k9wY0OfC6hp54d0X+g6UyKuSG9tbIYvJC3EstM+6h8L+TvioQN+N7CtcL+QTokE8pyCrXVg1pMxPE1hR5KWrmLicLfMJRSD0RPS9cetgGeB8s+Swhq7vEL5VhG2rtU7brcx7nUhCAdOYPilcIzCqe79ApSEs4f5aID7u94R+y8ivkTsVgeL9lXCYEEvCMq6S2wso157wU+F7wpO5kQkzYBT3ZcK5whnCU7L7LGUcLTAC/olwgXCiEMqVh+TNAvtB3D9PII7HC7Modep5FsvtMrWbgap2WfYrR6k4Wws9gbAM6D8ibFW45Qpge92jD1kp0Fd8QXiAEMK2FJMJVsJ6An0L4VG+7P/ixstcxwn0e+FGPuhTWE4lL6TDxAEFzWTglUIpo+bloCyCxfRZ91U8n0/5gofThEdlce8sc9l/U75hcmgKQ9/K5Ir+vif8RbhOiBdpUai8JMtAiPv0zSF7y/CLBPp6+uxyKT/z3ipjVdutldk6kYQC3rFWjPbURgbq1HMb8+08zTYDbpezXb+zXLrKthvLDbNMgstmBsyAGTADZqB1DFgBt65KnCEzYAbMgBkwAzcwUDWN3l/erhTwx14H+76W6WOgqp6nr0TO8Sww4HY5C7XYzTI00nYbiaSb/E9VqV3PU1Vdncms22VnqnrmClrZdr0EPXN17gKZATNgBszANDBgBTwNteQ8mgEzYAbMwMwxYAU8c1XqApmBTjLAue78f7cn8N//lcJXhNcKcWCPjLdYJrwewwJlseEXmKyDdZWBynXsrhIzY+V2Pc9Yhc5Iceq0Sw7Z+KtwiLBmKvfaunIQBOHzAyPmZS9Pr0pBal0WG75WIvY0EwxUtl3PgGeinl0IM9BpBl6s0nO6EifXcUU4aekAoTzeMN32xQxMBwOVWnw6iuFcVjDgeq4gyLcnwkCddsnxhMyA+x1ty5nEt005P1nXawWOiuSsZxAfXOH4Q46s5LhDjqPk+Nl5IWbUMt5iWHju3184RegJKwWWwP3hFpjpptRpu5XMNBJJZSr2MGkGXM+TrgGn34+BOu3yGQqIv7OE7YRhK3vzut9vCZpjdDkPmqVr5A7CCuHwZI/LvAz9wqPAOQfhmP+/vTMBt6Qoz3AIiAQRWV0I6ERUUATcMOJ6VaK4ryiKCi4RcAMhaowarkZBASPu0WjQBA1REENERQSHRUDZN3UQ5TCioCggyKKC5Ptmqpyi6XO6zr3n3Fvd/dbzfNPd1bW+f839T1VXnyO5fv8KkJ274/yjMoT+EcgZu41UJlJIYy0kWGwC2HmxLUD9dQRyx+Xbldm/VOb0/gUdO8IdpPhzeLHsWZ3UOVD/wMvGMVE4vlpHO9A0zOqiLr+/gMg/JpCW4TJvlKpO/HYFctFZArljdySAiRQysgZulkAAO5dgBdpQJTDOuPQS9J7S1yU/C3bek6QNkkJndV7nQD1r9S/vfE9aLg2kqySX4dlwDLM6qcvvZ83+1Z5q8E+0xl/9qd7jutsExhm7Q0lMpJChpXOjFALYuRRL0I6UwFzHpX9c/iDJ+T+cFDir8zoH6t/x9Qz2GVKcNb8s5N8oI79nyjdLg4ocvyzJz2l/CDSO3TX6w4KeQgACHSXg14w84z0n6Z9/c9zfU8MJeDcAACAASURBVO9nu9tl9Nu/d3uKdExG2rokdrSeOT+s7iZxEKgjMGqzQl164iAAAQiURmBHNWiPIY3yJCN9jutZbpzh+u+fHfTqkn/Mvho2qUboelj+43Rvc2ntSp6ddL13TTlEQSCLQOM0OqsUEpVOADuXbqF+ti9nXM4KjV9D2lmKkwq/euR4v3L0NCkGLyvfKt1N2kb6VbjxIR1vkbxxy2GJdJnk+tMl6GH57ay9+cs7n+3QHbaUPCueCdcc+kUgZ+w2EplIIY21kGCxCWDnxbYA9dcRyBmXS5TRX7rhJeSB5K+i9AYqz0qfKqXBjvlr0iXShdILw02/fvQJyU70YulY6YOS67cTfa7kMCy/73kGfKTk+v0u8cnS032D0EsCOWO3EcxECmmshQSLTQA7L7YFqL+OAOOyjgpxbSDQOHZ5BtwGM9JGCEAAAhDoHAEccOdMSocgAAEIQKANBHDAbbASbYQABCAAgc4RwAF3zqR0CAIQgAAE2kAAB9wGK9FGCEAAAhDoHAEccOdMSocgAAEIQKANBHDAbbASbYQABCAAgc4RwAF3zqR0CAIQgAAE2kAAB9wGK9FGCEAAAhDoHAEccOdMSocgAAEIQKANBHDAbbASbYQABCAAgc4RwAF3zqR0CAIQgAAE2kAAB9wGK9FGCEAAAhDoHAEccOdMSocgAAEIQKANBHDAbbASbYQABCAAgc4RwAF3zqR0CAIQgAAE2kAAB9wGK9FGCEAAAhDoHAEccOdMSocgAAEIQKANBHDAbbBS2W3cXM0bSL+XDi+7qVNr3ZdV8q+l26R1plYLBUMAAr0j4D8qhO4TyLHzEmGYle5Zg+N0xfXVARvHayQccM3AmGdUzricZxVkh8BUCDSOXWbAU+He2UKXqGf7SXUOuLOdpmMQgAAEpkEABzwNqpQJAQhAAAIQaCCAA24AxO0/E3iLzvys0+FY6XLpjHCdHnbWxUC6RjpMqj4TXVdxnwhpLtbxbOnZ0qjwWN10fbdIh0gHSr+QbpKOke4tpSG3jjcp0w+lZdJPpP2lNUNBq+voOm+QzpR2ldxe13mONCM1hdWUYF/J5f9Icv63S44nQAACEGgk0LiO3VgCCdpAIMfOM+qI0z2kpkN+BnyB9Klw/6U6emPWu5K0dmrflc6V1g/xL9DxVmnHJN2wUzvE30pvldaSvAHMdV4kuWyH3DrsbK+Wtgn5NtHRDvLIcB0P/hBxveQPHxtI60lfkOyI/yYm0rHuGfAHFH+dFHltofOrJNdNyCOQMy7zSiIVBBaWwETG7kQKWdh+U9scCOTYeUbljnLAV+j+GkndX9f5Ccn1TiH/8yrtO0XXduBNwQ7Ys880PF0XbpNn3g45ddxL6f4oHRTyxMOrdOKyHpPE2wH/Qdo4ibMjvln6tySu6oBjHR9O0vj0vZKdtx05oZlAzrhsLoUUEFh4Ao1jlyXohTdKl2v0zNbLxDH8XCf3SK6fHM5PTeJ8aqf6SOmulfi6Sy8HpyGWtX2IzKnjCUrrDwrVJfTvhzJ2qNRxma49c43BM2cvKcc6K8lXXMY66vrq2Xvq5OvyEwcBCHScQDpb6XhX6d4CEPDycBq8tByXhh2/Ubj5vUo6OyQv1Xp3tZd7R4VqHdcq8Z8kLyE75NQR0/g5dRrsWB3i/XivWqfjnXbrmKDmGMvwDNhL0TH4/5zLu3tNHqIgAIEeEcAB98jYBXTVX1bh4OeudrhzCXerZFpf117J8aYsh5w6Hh7Seik5DfE6lhHvVet0/IZSrLNSzIrLWMZrdX50XQLiIACBfhNgCbrf9h+3935u6hB38XoZdZyZ3HEhf9z4FOt/kE4+HS8ajg+r3H90uD4tHHPqOFFpvVS+XaWseP3tSrx3WdvhxmBH7Q1Vsc5K8hWXSyXzqvb1TorzJq44Y1+RmAABCECgjkDjg+S6TMS1jkCOnTdTr5zuWdKakjddbRV6WvdNWN6k5GelMXg5eql0suSZq4M3Ix0vpbulw607HC5XjJ/H7iW5/iXS+VJ1F/RSxTXVsb/SeBl5W8nBm6aWSXW7oK9U/KGSZ8LrSodJObug/0XpnPfBkoNXnPwKlftLyCOQMy7zSiIVBBaWwETG7kQKWdh+U9scCOTa+X0q207QTs9OzI50IPmVoxukuLHJTsbPcz0L9P1NJQe/F3yINJDsPM+W9pFy3o21Az5Yeru0XLIT9E7r6nvAuXXYkfsDgh3vT6UDJDv2NNjZnik9U7pQulHyZrOZJJFfUfKSsxmazS7JvTfo3O8aW+dJH5PqlrSTLJwmBHLHJdAgUBqBiYzdiRRSGhnacwcCbbBzdMB3aPwUI6IDnmIVFD2CQBvG5Yjmc6vHBBrHLs+Aezw66DoEIAABCCweARzw4rGnZghAAAIQgMBIAo3T6JG5udkWAiXbOf0uaD9X9nPjaQdvGPOSt59r+5uwfL75tCul/DsQKHlc3qGxREAgITCRsTuRQjBL8QSwc/Em6mUDGZe9NHsnOt04dlmC7oSd6QQEIAABCLSNAA64bRajvRCAAAQg0AkCOOBOmJFOQAACEIBA2wjggNtmMdoLAQhAAAKdIIAD7oQZ6QQEIAABCLSNAA64bRajvRCAAAQg0AkCOOBOmJFOQAACEIBA2wjggNtmMdoLAQhAAAKdIIAD7oQZ6QQEIAABCLSNAA64bRajvRCAAAQg0AkCOOBOmJFOQAACEIBA2wjggNtmMdoLAQhAAAKdIIAD7oQZ6QQEIAABCLSNAA64bRajvRCAAAQg0AkCOOBOmJFOQAACEIBA2wjggNtmMdoLAQhAAAKdIIAD7oQZ6QQEIAABCLSNAA64bRajvRCAAAQg0AkCOOBOmJFOQAACEIBA2wjggNtmMdoLAQhAAAKdIIAD7oQZ6QQEINACAqurjQPpd9KZLWgvTZwyARzwlAFTPAQgMFUCG6v0y6UbpNvC+e5TrXFV4evr9BdSbn23Ku0S6avzaN+s8j5qHvnJWhABHHBBxqApEIDA2ASuUo5Npf+Wfh/OPzV2KXPLcIuyLZeumVv2OeXaT7lwwHNCV16mNcprEi2CAAQg0AoC16uVOMNWmKrMRjIDLtMutAoCEJgOgXVV7CekgXSxdLb07Jqq9ghpvLR9hvR4yUvcnu0eI20ueenbs+7DpRj+Sicfli6Qzgk6UMcNViWpPXuFYk+S/Gz4XOnb0iOSlI/VuetzmA3nvn5gOHc70qXtY3XtDwgDKQb3yX2w9pTeI/0qXB8REuXwua/SHiWdJ7mP35X2Cfk5TJiAjUXoPgHs3H0bt7GHuePyM+rczQ0d9CYoOws7OD+/dXiB5GezO4ZrH3aSXO++0lrS/aVTQtwbnCAJp+s8dcAH69qO9E4hjR21l8nTmfJhuq5uwvL180IeH54j2dnfI4nzqdu1dyXOl0ul6rPlQxQ3SNLeVedbSC7DHzz2k7aWPiLZAefycVsPkGJwW29KrjldSSB37I7kNZFCRtbAzRIIYOcSrEAbqgRyx2WOA46ONXV0rs/O1Y40hot04pldGp6qC7elyQG7rC9W8u6m6/skcXUO2LPKaviZIqr1uQ1zdcAu3x8oXMbXksq8kc0fQHL4+IPFn6TXJvl9ul/lmsuVnEdyYAl6JB5uQgACHSLw5NCXUyt9srN9pOQZopdgHySdVklzVuV62KVnvy+RvizZqdlhfU66bFiGEL+mjt5ItiykHeh4T6nOMTcUlXXbKwExeIb+TSmHzx+Vzh9WPiT9q/TwUMi7Y2Ec8wmskZ+UlBCAAARaTWCj0PrvVXrhWeF1kh1enJR4+TcN11auh12+QzfsbF8nfUO6WvIS73slL3XXBbdrqeRl4UdLvwmJLtHRjnkaodo/15HDx8+Vnya9VXql9Gbpx9I7pS9JhDEIMAMeAxZJIQCBVhLw37nVpF+H1m+j45JEdrzrSXYkV4Q01U1Tvp8TvLzr16C2lR4qeTPUrPT6EZk98/Sz3g9I0fmOSF57y87dfUzDOrUph0fm8HHu30r+oLGZZGfsaz8Hf4hvEvIJ4IDzWZESAhBoJ4Gj1Ww7ueNC8+2A0+Al50+HCM+EfyBtX0ljZ5oTPq5EdwkJz9XxpdJyyZudhoW4YSu97w1R1Q1Yvu93j6Oj3VLn3gXt4N3McQYbolYspY8Tcvh4id4zegc7fS9dv1hym7ZaGb3i302ltZNrTmsI4IBroBAFAQh0koB3CZ8oeQdv3AXtme1HJW94imFWJ57BennVS8DeQOUl5ZzwBCV6Y5LQDtKbnI4fkfk7uneD5GVdOy07s3dJdTPYyxRv5+awv/SkcH6Sjn4eG53g83Ue04UkjYccPubhV5j8WlYMPvcO9Pjc3PX+RPpKkobTORLwkgqh+wSwc/dt3MYeNo1LO7eB5GeTTuvzqm5U3A6Sg53aIdJAOl/yc9d9pOry7e4hjcv1zmY7ZJcfl5I3D/f9/q2d50DyrHUX6QTpAskz4PMkOywH3x9I/i5o5/O5y3HwDN0bvfzM+AzpPdKlkmfkS6UY7Fh/Krnt3skcZ9t31rln8Z4JeyOXl4jdT8+YB5LfKfZysR24++GlbsfHDyI6XRGa+Hi27g8Hbqv753acLD3RmUPYUEd/oPFSfJ9D09jNYjORQrJqItFiEsDOi0mfuocRKGVcejnYbXnRsIYSD4EKgcaxyxI0YwYCEIDA7Ql4pvjyCpT43NjvCBMgsGAEGr34grWEiqZJADtPky5lz5XAYozL3dTYH0lxU5OXaU+TjpprJ8jXSwITGbsTKaSX+NvVaezcLnv1pbWLMS69e/h/JH9XtJ/lehfzJyXvACZAIJfARMbuRArJbTHpFo0Adl409FQ8ggDjcgQcbhVNoHHs8gy4aPvROAhAAAIQ6CoBHHBXLUu/IAABCECgaAI44KLNQ+MgAAEIQKCrBHDAXbUs/YIABCAAgaIJ4ICLNg+NgwAEIACBrhLAAXfVsvQLAhCAAASKJoADLto8NA4CEIAABLpKAAfcVcvSLwhAAAIQKJoADrho89A4CEAAAhDoKgEccFctS78gAAEIQKBoAjjgos1D4yAAAQhAoKsEcMBdtSz9ggAEIACBognggIs2D42DAAQgAIGuEsABd9Wy9AsCEIAABIomgAMu2jw0DgIQgAAEukoAB9xVy9IvCEAAAhAomgAOuGjz0DgIQAACEOgqARxwVy1LvyAAAQhAoGgCOOCizUPjIAABCECgqwRwwF21LP2CAAQgAIGiCeCAizYPjYMABCAAga4SwAF31bL0CwIQgAAEiiaAAy7aPDQOAhCAAAS6SgAH3FXL0i8IQAACECiaAA64aPPQOAhAAAIQ6CoBHHBXLUu/IAABCECgaAI44KLNQ+MgAAEIQKCrBHDAXbUs/YIABCAAgaIJ4ICLNg+NgwAEIACBrhLAAXfVsvQLAhCAAASKJoADLto8NA4CEIAABLpKAAfcVcvSLwhAAAIQKJoADrho89A4CEAAAhDoKgEccFctS78gAAEIQKBoAqtltO62jDQkgQAEIAABCEDg9gRyfOxIZjjgkXg6cxM7d8aUneoI47JT5uxVZxrHLkvQvRoPdBYCEIAABEohgAMuxRK0AwIQgAAEekUAB9wrc9NZCEAAAhAohQAOuBRL0A4IQAACEOgVARxwr8xNZyEAAQhAoBQCOOBSLEE7IAABCECgVwRwwL0yN52FAAQgAIFSCOCAS7EE7YAABCAAgV4RwAH3ytx0FgIQgAAESiGAAy7FErQDAhCAAAR6RQAH3Ctz01kIQAACECiFAA64FEvQDghAAAIQ6BUBHHCvzE1nIQABCECgFAI44FIsQTsgAAEIQKBXBHDAvTI3nYUABCAAgVII4IBLsQTtgAAEIACBXhHAAffK3HQWAhCAAARKIYADLsUStAMCEIAABHpFAAfcK3PTWQhAAAIQKIUADrgUS9AOCEAAAhDoFQEccK/MTWchAAEIQKAUAjjgUixBOyAAAQhAoFcEcMC9MjedhQAEIACBUgjggEuxBO2AAAQgAIFeEcAB98rcdBYCEIAABEohgAMuxRK0AwIQgAAEekUAB9wrc9NZCEAAAhAohQAOuBRL0A4IQAACEOgVARxwr8xNZyEAAQhAoBQCOOBSLEE7IAABCECgVwRwwL0yN52FAAQgAIFSCOCAS7EE7YAABCAAgV4RwAH3ytx0FgIQgAAESiGAAy7FErQDAhCAAAR6RQAH3Ctz01kIQAACECiFAA64FEvQDghAAAIQ6BUBHPB45n6Skp8lnS/9WNp3vOykhgAEIAABCOQTuG1E0iW6d7n0J+mP4fyelfQH6vrX0o3SsZV7wy53042da24+UXFXS9vW3Jt21F1VwW+kvUJFT9bx8GlXuoDlj7Kzm7GxZFvfIDmtzy3b4wfS26Q1pUmFJSpoVqqOJ5f/LekLc6horvnGqWo3Ja4bu+OUQdpVBBiXkxkNjMvJcBynlKaxm1VWTiEnqKSbpfWHlHiA4t885F5d9FJFfrXmxnaKO0d6QM29aUc9ShWYxUNCRavpeOdpV7qA5efY2c35jGRbx2AOL5Oc//NJ/HxPZ0KZkXda3qG6OHgOFcw13zhVLVXiurE7ThmkXUWAcTmZ0cC4nAzHcUrJHbsjy8wpZFeV4HSvqynJy9yXSnevuTcsaqlulPZHbEe1yX3cclijWx6fY2d3seqAY7eP14lXQsax8yhkM7rpNtU54FH5FvveUjWgtLG72EzmUz/jcj70VuVlXE6G4zil5I7dkWXmFHIXlXC99P2akp6iuP9N4v9O56dJl0jLpcOkTcL91XX0subvpZvCua9fInmW5XO3Zw/JwUdfW3tKnmlfI/1ceqdUDZsp4v8kL4dfIX1I+oB0q+SyvaxcFz6uyKsk13Ol5LRvShL6/IfSMukn0v5SXI61w45t9JL1TpKfH7tOL82XEnLs7LYOc8Cf1T2X8VDpMdJRklcrrDMk2zAN5hh5bq3zUyXb3XEflCLvX+rcvF2Gw9nSdZLzV0O0g5fEL5S+JM2ERHX5vqJ7XkJ3nX6+f7rkJfbLpNeHfPHQ1KdRYzeW8TSduB+2/0D6d2nYqlHM0/cj45Jx2db/A7ljd2T/cgv5nEpx2q0qpX1R188Pcf4DdIv08nBtJ+U/1HZadwtxPiyV6mYRayneddjxOvi57BYh7kwdvcztP+Z2gE73OCkGz8S9ecp/nO8vuay9pN9KOY5wR6VzmVtKaXBd/iO+TYj0h4mLpSPD9Z10XCLZEV0gHS49QjIDO5lSQq6dhzngE9URf6jYUPLysD/cxE1+99O5HakZxrCZTj4pmd0xkh3goyUzebA0I7lNdTPg9yv+SikN0Q7bhsi76Og9B99MEtXle43uu57TJdvWjxU8LhyXPsvN6ZOrWirVjd1nKN58XuVECh67/tBxshQ5hVscEgKMS8ZlW/9D5I7dkf3LLWRGpTjtQUlpdqrLJTtaB89KPANIw+a6cL53JJFLdV73R2ytkHaPJG2MOyKJ82zkd9I/J3Geebqe5yRxPvVsfK4O+F7K681naZ9dpv/Iui7PmmLwH3g7F7c3hlck54t9mmvnqgO2bW0P5/dKgYM3Tq0dzuPhv3SS2sjx75eczx9IYrCj2kCakXwvxwFHO9hJpuGxujg6iXB9V1bSRAdcHRdezflRkja3T0uVp27sXqT48yp176Br93HHSjyXqwgwLm8/GhiX7fnf0Th2J/nJ2zMgL915qdgO0OHFkv8Y/UHyH7CtpKoD9uzXu4v9x2g+IS3XMw0vMd8jKXD7cG6Hm4azKtfjXD5BideQqn2KS/HVPnkZNN3A9J/jVFZQWs8SB4n8QcKPAN4Y2uil5PdIXnHwB7CB9FzpvuF+enDaM5MIz4Y9Kx4nDLPDKSrk2ZkFpW1wFs9OvboSl4jH6VO1So/9B4Uy03teFXEY9ugjTct5MwHG5ej/a1WCjMsqkQW+tvOYVLC3t0N5l+RP9P5DuqsU/yhvFCq6pqZC/8GN92tuZ0V5KTkNdsLxg4DjPUtyqNZ/bYify2FYn6IDqfapWvdc6iwhj53RkhEN+bLu3U/yIwc/G3fwzPlR4Tw9zId/LCdyHtdxp+2ojp9Ylh8p2G7j9Knazdi+l+iGmVTr9YyfMH8CjMuVDIf9X6sSZlxWiSzw9SRnwG56fA3llTr3c1Y/5/KszyEu89b9sXFczjJwKGpOB8+IHar1rzen0lZmGtanWMe0+zSPpk8tq1cdPKM7VIrOd2qVhYIj5/lsaPLjkjT4WbbDL6T59im27z9U1pKKPP5evaImwjQJzNeGc2kb43Iu1HqUZ9IO2MvJXvZ7lrSPFB2ykfrZm5+DbeeLJHhZ0n/svp3E+bnqauF6Yx39LG++IS49x6XoWN5D51Gwl91vkap9itdpn+ZRTauyetNZXYg73evu1cV5DDjEceDn6cNecYp2SJ8lO6/zHLGymMZ/H1ZJ4Q1hyyTPfsfpU93Y9di/UNqmphWzivObAYTpEhjHhqNawrgcRYd7YxGYtAN25Z+TvDHnNdJhlda8RdfeVBM3H/k/xYHSpdLHkrSX6XzTcO1lu72Se3M99a5k70J+n2Sn77q9eSjWM5dyPas+SHqVtG0owEvd/yh9RfruXApteZ7L1f5zJa+C3Cf0xQ7mKWP2a3lIb/t4PNmR+sNYXYh28Exy65BgXR33l+ycc8LuShTHhR+b2JnPhozj9GnY2PXXlvpZ9YuSxjxf5/5/ck4Sx+l0CIxjw1EtYFyOosO9iRPws91xgv/w3SD5fdu64D/Eno16tuzB/AXprysJH6hr/1HyjNkbmryBZRfJf9zcnt9Ifibn52lp3Ed17T/SA8mfVK+XPCOPwX/Mj5b8HvDPpP0k/5G+6s8p6k9crl+jcd0/lwaVZP6A4B2znjH9VDpAstNw8LLoQPLzKXPxefU5oKIWPTTZOXI1U6d1P44a0mo7smMkzx7tjL0D+quSN+MNJG/+OFbyc1c/q3fcu6Vq8Icl29fjwHZy8Ia3NJ9nuTFEO/hVM9e7d3JvWD47QPfHM+Clkvvncfn6JK9Pc/rkdHVjNxblpflTpUslP5oxE6cnDCfAuGRcDh8dZd9pGrtZrZ9IIVk1LU4iv4vqP9h9D1238zD7Rge8zrAExC8qAcblouKn8nkQaBy7fzmPwtuY1TOxap/9XM4zLAIEIAABCEBgwQhUndGCVbxIFT1O9b4uqXtnnfvVGC8ZEyAAAQhAAAJFEWicRhfV2tGN+QfdPkvyjlQ/h/Pz5aePztKbu12yc67RvFHuasl997P9l+VmJN2CEWBcMi4XbLBNuKKJjN2JFDLhjlHc5Alg58kzpcT5E2Bczp8hJSwOgcax27cl6MUxA7VCAAIQgAAEKgT67IBfKBYDyZ9S3sDIgAAEIAABCJRGoGka7fdD/ZK733F1Wp9bfrbm13veJsV3YnW6IOGJof745RjDKl1DN6btgJeojlnJ776WHJrsXHLbaVt3CTAuu2vbrvdsImM3t5DPiObNCdHVdO5NLc7/+QUmvZ3q8xd5PKCh3oVwwDOBgb8BrOSQa+eS+0DbukeAcdk9m/alR41jd5pL0K78MOkE6eXSsO/xnYYx/K1H/o7ni6dROGVCAAIQgAAE5ktgmg44tm2gE8+G/XWTh0t2zNbfSl+S4lcbxuewWyjOXxc5kC6VviFtJaXhSbrw9yz76/zOl74mPTMk8KzbS+Cuw9/1nAZfDyQvl58i+Ssu60JTG9J++D1if6Wgy/TXUT4jKfAtOvdXZjr4qxfdLn84IEAAAhCAAAQaCTROo0MJ1SXoWPCJOvH3/W4o+XnxrpLL/I5kZ+kvz7cztAP2dzX7J7wOlfzhwI77IyHOP3Lg4J8Vs7Pzbw47ON3B0jfDtQ9rSVUHvFOI2zfcv7+OdvROl27CymlD2o9vKf9zJS8xf13y9x/7ZxhjmNGJ62AJOoHCKQQyCeT+/cksjmQQWDACExm7uYVUHbA3XnnG6fwfT7psx+k4fylGDHZOdsRO5x9RsIOLwc7MP57w/hCxg47Onz7f9Qan3f+co94BX6T7fi6chqfqouqAc9rgMmI/UuftWb3Le3xSyUyIwwEnUDiFQCaB3L8/mcWRDAILRqBx7HoT0iTDnVXYIBRoB+zzPaVP11SS/lTfueG+fy3mEumqJL2XqP3LSb7ncJ7kX8M5XvLs2MvY/sWcT/nmkOBfaPJys394IQ3+VqxqyGlDmiddUvYSs4Nn6QQIQAACEIDAUAKTdsD+yb0lQ2u7/Q0v1VbDRopYRxpUbjjOP0HoYOf8SOmfpP2kA6WTpDdJds51IS5fV+u8tiZxThvSbP4wEIOX2h1WXxXFGQQgAAEIQOCOBCbtgO9Yw3gxfv67XPJvs44K3t28m+Tl3xdL75W8yenekn9zthquCBEbVG6sV02o69w21GQlCgIQgAAEIJBHYCF2Qee1ZGWq43TYXFq7kskbqPYOcf4B9r8P57/T8bPSOyQv+6bPjkOSFYfrJH8pyPZppM79qlI15LShmmfUtZ9pO3hDmYPbv5CvZIVqOUAAAhCAQEkESnPABwjOTZI3XMVl3C11/kEpPif2crKXnzcJIJ3OTm2Z5F+0GRZmdcPfjPVmyc+n7yPZcVdDThuqeUZde0bv4N3VrvcIadgHhZCUAwQgAAEIQGDlrt5RHOxMBlJ8n9fnRw3J8G7F/1Ly7jA7Sy8bV4NnwEdKP5P8nu/JUvqTgXZkH5P8k4J2yt7d7Hdt7ys57CJ5U5br8HPj+B6u7+0uDSTPnL0Ba0aK6fxKUgxNbaj2w3U+S3KbXZ6fUx+8qri/eJ/O3Sa3df8kvqTTxh17JTWWtvSGAOOyN6buXEcnMnYnUkjn0HavQ9i5ezbtQo8Yl12wYj/70Dh2S1uC7qeZ6DUEIAABCPSOAA64dyanwxCAAAQgUAIBHHAJVqANEIAABCDQOwI44N6ZnA5DAAIQgEAJBHDAdzL3AAAAAk5JREFUJViBNkAAAhCAQO8I4IB7Z3I6DAEIQAACJRDAAZdgBdoAAQhAAAK9I4AD7p3J6TAEIAABCJRAAAdcghVoAwQgAAEI9I4ADrh3JqfDEIAABCBQAgEccAlWoA0QgAAEINA7Ajjg3pmcDkMAAhCAQAkEcMAlWIE2QAACEIBA7wjggHtncjoMAQhAAAIlEMABl2AF2gABCEAAAr0jgAPuncnpMAQgAAEIlEAAB1yCFWgDBCAAAQj0jgAOuHcmp8MQgAAEIFACARxwCVagDRCAAAQg0DsCOODemZwOQwACEIBACQRwwCVYgTZAAAIQgEDvCOCAe2dyOgwBCEAAAiUQwAGXYAXaAAEIQAACvSOAA+6dyekwBCAAAQiUQAAHXIIVaAMEIAABCPSOAA64dyanwxCAAAQgUAIBHHAJVqANEIAABCDQOwI44N6ZnA5DAAIQgEAJBHDAJViBNkAAAhCAQO8I4IB7Z3I6DAEIQAACJRDAAZdgBdoAAQhAAAK9I4AD7p3J6TAEIAABCJRAAAdcghVoAwQgAAEI9I4ADrh3JqfDEIAABCBQAgEccAlWoA0QgAAEINA7Ajjg3pmcDkMAAhCAQAkEcMAlWIE2QAACEIBA7wjggHtncjoMAQhAAAIlEFgtoxG3ZaQhCQQgAAEIQAACtyeQ42NhBgEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQgUROD/AcPGudz82bkVAAAAAElFTkSuQmCC)
Question 5.In the 2009 Parliamentary Elections, no single party won a majority. How was the government formed? Discuss with the help of your teacher and write a paragraph.
Answer:In May 2009 the UPA won a near majority, with 262 seats, and the Congress Party improved its own tally from 145 in the 2004 election to 206. The president of the Congress Party and chairperson of the UPA, Sonia Gandhi, widow of slain former Indian Prime Minister Rajiv Gandhi, had once again nominated Manmohan Singh as prime minister. Because Singh was elected to the parliament as a member of the Rajya Sabha, the upper house, the party’s senior most leaders, Pranab Mukherjee, continued as leader of the party in the Lok Sabha. While the triumvirate of Sonia Gandhi, her son, Rahul, and Manmohan Singh ran the party, the government was headed by Gandhi. The opposition to the ruling alliance was divided largely between the National Democratic Alliance, a coalition led by the main opposition party, the Bharatiya Janata Party (BJP), which won 157 seats, and the so-called Third Front, a shifting alliance of left-wing-, regional-, and caste-based parties led by the Communist Party of India (Marxist), which captured 80 seats.
The Congress Party named Singh its candidate for prime minister, and the BJP selected Lal Krishna Advani; the Third Front had no candidate. The Congress Party sought support on the basis of its good record of economic management, improvement in relations with major powers, especially the United States (with which India had signed a historic agreement for cooperation in the development of civil nuclear energy), and the promise of a “youthful” leadership under Rahul Gandhi.
Most opinion polls and several exit polls had forecast a “hung” parliament, with no coalition capable of forming a stable government. The results, however, favored the ruling coalition, with the Congress Party performing impressively in the states of Uttar Pradesh and Andhra Pradesh (in the latter the party held on to power in the state assembly with a thumping majority). While the media credited Prime Minister Singh with securing the victory on the basis of his impressive leadership on the economic and foreign-policy fronts, traditional Congress Party supporters preferred to credit Rahul Gandhi’s leadership.
SOURCE – INTERNET
Question 6.Who is responsible for making the laws that are applicable for the entire country?
Answer:The legislature is responsible for making laws that are applicable for the entire country. We call it Parliament. It has two houses, the Lok Sabha and the Rajya Sabha. They make laws for the whole country. Functions: Parliament is the supreme law making body in the country and performs certain vital functions.
Question 7.There are some gaps in the information given in the Table below. Discuss with your teacher to find the missing information and fill in the blanks.
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)
Answer:
![](data:image/png;base64,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)
Question 8.Do you think the parties should be made to put up more women candidates for elections?
Answer:yes, in my view parties should be made to put more women candidates for elections. At least the equality of equal male to equal female should be maintained.
Question 9.Following is a study of women’s representation in Parliament houses including that of India and other nations:
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)
Based on the above information write an essay discussing the following aspects:
• Is there an adequate representation of women in our legislative houses?
• How is the idea of representation important to idea of democracy?
• What solution can be achieved for above? How will you address this issue if you are member of the Parliament? How do you think certain countries have achieved better representation of women in Parliament?
Answer:no, I don’t feel that there is an adequate no. of female participation in the constituencies.
States needed to promote women’s rights, so they could be “agents of change” for sustained socio-economic development and security around the world, delegates told the Third Committee (Social, Humanitarian and Cultural) today, as it continued its three-day discussion on the advancement of women.
Throughout the day, representatives noted recent progress in the empowerment of women, highlighting how their rights had been brought to the forefront of national and international agendas through changes in States’ legislation to mainstream gender perspectives and the establishment of UN-Women last year. Many also detailed efforts to ensure greater numbers of women held positions in politics and Government through quotas or affirmative action, thus allowing them to participate more in decision-making processes.
Countries view on this-
• The representative of Bolivia said all political parties in his country were obliged to offer one male and one female candidate in order to undo old patterns of discrimination.
• Malaysia’s delegate told the Committee that significant progress in recent decades in his own country was made possible by greater participation of women. “As Malaysia evolves from a subsistence agricultural economy to a knowledge-based economy, women will continue to be a primary force in influencing the development of future generations of Malaysians, as well as an important economic resource,”.
• The representative of the Republic of Korea said his country had recently taken action in that regard, launching “Multi-Cultural Family Support Centres”, which provided married immigrants with access to basic information, education for social adjustment and vocational training.
Steps to overcome with this problem
Facilitating conditions conductive to the speeding of equality between men and women so that women can participate in political, social and economic life of their country on equal terms with men and ensuring that their right to own property as well as their other human rights are respected and that they are not excluded from the enjoyment of their fruits of their labor or from performing public functions and being decision makers.
Facilitating the necessary conditions whereby rural women can have access to basic social services and to ways and means of lightening their work load.
Eliminating step by step, prejudices as well as customary and other practices that are based on the idea of male supremacy and enabling women to hold public office and to participate in the decision making process at all levels.
Conclusion
Women participation is now a new way of politics, can lead to a fair political scenario.
Source-internet
Why were the first elections difficult to conduct? List as many reasons as you can.
Answer:
the first elections held in 1951-52. It took four months to conduct these elections. At that time there were more than 17,30,00,000 people who could vote. Most of them were illiterate and lived in rural areas. Reasons behind it are-
• India is a caste-based society in which many people do not accept the idea that everyone is equal.
• Some people said, “The elections are ‘a leap in the dark’, not suitable for a country like India.
• Many communities practiced purdah system under which women did not appear in public.
• People vote based on other considerations like caste or religion or money or other gifts.
• Influence of higher caste on lower caste people would shift election to their side.
Question 2.
Why do you think elections need to be free and fair?
Answer:
Free’ means that all those entitled to vote have the right to be registered and to vote and must be free to make their choice. An election is considered ‘free’ when you can decide whether or not to vote and vote freely for the candidate or party of your choice without fear or intimidation. A ‘free’ election is also one where you are confident that who you vote for remains your secret.
‘Fair’ means that all registered political parties have an equal right to contest the elections, campaign for voter support and hold meetings and rallies. This gives them a fair chance to convince voters to vote for them. A fair election is also one in which all voters have an equal opportunity to register, where all votes are counted, and where the announced results reflect the actual vote totals.
Question 3.
For which of the following subjects can laws be made by the Members of Parliament, which by the state assembly, and which can be made by both - agriculture, railways, village hospitals, police, posts and telegraph, electricity, factories?
Answer:
Question 4.
Name the two houses of the Parliament. Draw a table to show the similarities/ differences between them on the following aspects: term, number of members, more or less powerful, election process, voting for the President.
Answer:
differences
Question 5.
In the 2009 Parliamentary Elections, no single party won a majority. How was the government formed? Discuss with the help of your teacher and write a paragraph.
Answer:
In May 2009 the UPA won a near majority, with 262 seats, and the Congress Party improved its own tally from 145 in the 2004 election to 206. The president of the Congress Party and chairperson of the UPA, Sonia Gandhi, widow of slain former Indian Prime Minister Rajiv Gandhi, had once again nominated Manmohan Singh as prime minister. Because Singh was elected to the parliament as a member of the Rajya Sabha, the upper house, the party’s senior most leaders, Pranab Mukherjee, continued as leader of the party in the Lok Sabha. While the triumvirate of Sonia Gandhi, her son, Rahul, and Manmohan Singh ran the party, the government was headed by Gandhi. The opposition to the ruling alliance was divided largely between the National Democratic Alliance, a coalition led by the main opposition party, the Bharatiya Janata Party (BJP), which won 157 seats, and the so-called Third Front, a shifting alliance of left-wing-, regional-, and caste-based parties led by the Communist Party of India (Marxist), which captured 80 seats.
The Congress Party named Singh its candidate for prime minister, and the BJP selected Lal Krishna Advani; the Third Front had no candidate. The Congress Party sought support on the basis of its good record of economic management, improvement in relations with major powers, especially the United States (with which India had signed a historic agreement for cooperation in the development of civil nuclear energy), and the promise of a “youthful” leadership under Rahul Gandhi.
Most opinion polls and several exit polls had forecast a “hung” parliament, with no coalition capable of forming a stable government. The results, however, favored the ruling coalition, with the Congress Party performing impressively in the states of Uttar Pradesh and Andhra Pradesh (in the latter the party held on to power in the state assembly with a thumping majority). While the media credited Prime Minister Singh with securing the victory on the basis of his impressive leadership on the economic and foreign-policy fronts, traditional Congress Party supporters preferred to credit Rahul Gandhi’s leadership.
SOURCE – INTERNET
Question 6.
Who is responsible for making the laws that are applicable for the entire country?
Answer:
The legislature is responsible for making laws that are applicable for the entire country. We call it Parliament. It has two houses, the Lok Sabha and the Rajya Sabha. They make laws for the whole country. Functions: Parliament is the supreme law making body in the country and performs certain vital functions.
Question 7.
There are some gaps in the information given in the Table below. Discuss with your teacher to find the missing information and fill in the blanks.
Answer:
Question 8.
Do you think the parties should be made to put up more women candidates for elections?
Answer:
yes, in my view parties should be made to put more women candidates for elections. At least the equality of equal male to equal female should be maintained.
Question 9.
Following is a study of women’s representation in Parliament houses including that of India and other nations:
Based on the above information write an essay discussing the following aspects:
• Is there an adequate representation of women in our legislative houses?
• How is the idea of representation important to idea of democracy?
• What solution can be achieved for above? How will you address this issue if you are member of the Parliament? How do you think certain countries have achieved better representation of women in Parliament?
Answer:
no, I don’t feel that there is an adequate no. of female participation in the constituencies.
States needed to promote women’s rights, so they could be “agents of change” for sustained socio-economic development and security around the world, delegates told the Third Committee (Social, Humanitarian and Cultural) today, as it continued its three-day discussion on the advancement of women.
Throughout the day, representatives noted recent progress in the empowerment of women, highlighting how their rights had been brought to the forefront of national and international agendas through changes in States’ legislation to mainstream gender perspectives and the establishment of UN-Women last year. Many also detailed efforts to ensure greater numbers of women held positions in politics and Government through quotas or affirmative action, thus allowing them to participate more in decision-making processes.
Countries view on this-
• The representative of Bolivia said all political parties in his country were obliged to offer one male and one female candidate in order to undo old patterns of discrimination.
• Malaysia’s delegate told the Committee that significant progress in recent decades in his own country was made possible by greater participation of women. “As Malaysia evolves from a subsistence agricultural economy to a knowledge-based economy, women will continue to be a primary force in influencing the development of future generations of Malaysians, as well as an important economic resource,”.
• The representative of the Republic of Korea said his country had recently taken action in that regard, launching “Multi-Cultural Family Support Centres”, which provided married immigrants with access to basic information, education for social adjustment and vocational training.
Steps to overcome with this problem
Facilitating conditions conductive to the speeding of equality between men and women so that women can participate in political, social and economic life of their country on equal terms with men and ensuring that their right to own property as well as their other human rights are respected and that they are not excluded from the enjoyment of their fruits of their labor or from performing public functions and being decision makers.
Facilitating the necessary conditions whereby rural women can have access to basic social services and to ways and means of lightening their work load.
Eliminating step by step, prejudices as well as customary and other practices that are based on the idea of male supremacy and enabling women to hold public office and to participate in the decision making process at all levels.
Conclusion
Women participation is now a new way of politics, can lead to a fair political scenario.
Source-internet