Class 8th Social Studies AP Board Solution
Improve Your Learning- ‘Damanpur’ is ruled by its king based on a set of rules written down by the priest and…
- Which of the following statement is correct?a. Constitution determines the relationship…
- Match the following leaders with their roles in the making of the Constitution:a. Motilal…
- Read again the extracts from Nehru’s speech and answer the following:a. What pledge did he…
- Here are some of the guiding values of the Constitution and their meaning.Rewrite them by…
- Read the section ‘Dream and Promise’ again. Draw a table with statements that you consider…
- Which aspects of the dreams and promises can you identify in the words used in preamble?…
- Identify correct statements from the following:a. The Constitution defines powers of the…
- ‘Damanpur’ is ruled by its king based on a set of rules written down by the priest and…
- Which of the following statement is correct?a. Constitution determines the relationship…
- Match the following leaders with their roles in the making of the Constitution:a. Motilal…
- Read again the extracts from Nehru’s speech and answer the following:a. What pledge did he…
- Here are some of the guiding values of the Constitution and their meaning.Rewrite them by…
- Read the section ‘Dream and Promise’ again. Draw a table with statements that you consider…
- Which aspects of the dreams and promises can you identify in the words used in preamble?…
- Identify correct statements from the following:a. The Constitution defines powers of the…
Improve Your Learning
Question 1.‘Damanpur’ is ruled by its king based on a set of rules written down by the priest and ministers. He also has divided his kingdom into 16 provinces to which he appoints his officers as governors. Can we say this is democratic country? Is it a constitutional country? Give reasons for your answer.
Answer:No.
Explanation - We cannot say that Damanpur is a democratic country because democracy actually means that the place is ruled by the people itself, not by any king or queen. The rules that are written down by the priests are not a right but it is an order. And in a democracy the order, rule, regulations are made for the people with a consent of keeping them free not bounded. A democracy is run by the people, for the people and of the people. Rules here are not constitution. The place in a democracy should be ruled by the people themselves with the help of elected representatives.
Question 2.Which of the following statement is correct?
a. Constitution determines the relationship between people and government.
b. Democratic countries generally contain a Constitution.
c. To make a Constitution to a diverse country like India is not an easy task.
d. All are correct
Answer:D
Explanation-
a) Constitution though made for people for their convenience and the constitutional provisions governed by the elected government by the people determines the relationship between government and people. So ‘a’ is correct.
b) Democracy is maintained when there is a constitution made by representatives of people. So ‘b’ is correct.
c) India is land of different cultures, religions, caste and creed. This makes Indian constitution to be framed in such a way that no one is left privileged. But it becomes a real task to give everyone the same equal rights. So ‘c’ is also correct.
Question 3.Match the following leaders with their roles in the making of the Constitution:
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)
Answer:
![](data:image/png;base64,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)
Question 4.Read again the extracts from Nehru’s speech and answer the following:
a. What pledge did he want the makers of the Indian Constitution to take?
b. “The ambition of the greatest man of our generation has been to wipe every tear from every eye.” Who was he referring to?
Answer:a) In his pledge he wants makers of constitution to take in account. ‘The service of India means the service of the millions who suffer. It means the ending of poverty and ignorance and disease and inequality of opportunity’.
b) “The ambition of the greatest man of our generation has been to wipe every tear from every eye.” Here Nehru was referring to Mahatma Gandhi because it was his wish to see an India in which there shall be no high class and low class of people; an India in which all communities shall live in perfect harmony. There can be no room in such an India for the curse of untouchability or the curse of the intoxicating drinks and drugs. Women will enjoy the same rights as men.
Question 5.Here are some of the guiding values of the Constitution and their meaning.
Rewrite them by matching them correctly.
![](data:image/png;base64,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)
Answer:![](data:image/png;base64,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)
Question 6.Read the section ‘Dream and Promise’ again. Draw a table with statements that you consider as dream in the first column and promise in second column.
Answer:
![](data:image/png;base64,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)
Question 7.Which aspects of the dreams and promises can you identify in the words used in preamble? Create a chart to show the relationships.
Answer:![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAGtAdgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK5PxF4/07SC1rZYv74Hb5UZ+VD/ALTf0HP0q4QlN2iiZSUVdnWVian4x0HSSUuNQjeUf8sof3j59MDp+OK821HXNY1osdV1IwWzdbW3+Rceh7n8SazBq2m2HFtbKzDuRmu6GC/nZyTxX8qO/l+I0kxxpug3UwPRp3Ef6DdVOTxd4slHywabajPcMxH5t/SuDn8UXsmQh2DtVCTVryQ/NM34V0xw1JdDB16j6nfyeI/FmOdYtV+kKf4VH/wlXiyP/mJ2kg94V/pXnxvbg9Zm/OgXk4/5at+dX7Gn/KifaT7nosfxA8TWx/fW1hdJ/sqyn+f9K0LX4qwq23U9Hntx/fhcSD8jj+teWLf3C/8ALQn609dRlxhvmFRLDUn0KVeoup7ppfjLw/rDrHa6jGJm6RSgxsT6AHGfwzW5Xzc00UwwygGtnRPGWt6AVW1uzPbKebef5lx7dx+Brmngv5GbwxX8yPeKK5Pw58Q9I110tpSbK8bgRSn5WP8Ast0P44NdZXBKEoO0kdcZKSugoooqSgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApksscMTyyuscaKWZmOAoHUk06vHviF4zfV7t9J0+Yf2fC2JHQ/69h791HbsevpjWlSdSVkZ1KigrsseLPiDc6u8un6O7W9jna04OHmHt3UfqR164rj/tcdoNsKjdjrVJpcAKvFRZzXswhGmrRPMnOU3dk0tzLMSXc89qipM0ZrQkKKM0ZoAKKM0ZoAKKM0ZoAKUMRSZozQA7Oa7/wX8RJ7B00/WZWmtMBUmPLRfX1H6ivPs0AkHINZ1IRqK0ioTcHdH0zFLHPEssTq8bjcrKcgin15P8O/GD2ciaXePutXbCMx/wBUT/7L/wDr9a9XrxqtJ0pWZ6dOoqiuhaKKKyNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKSgDjfiV4jbRdC+x27Yur7KA/3U/iP64/H2rxXOK6b4i6s2qeL7ld2YrTECcen3v/AB4muXzXs4eHJTXmeZWnzTFopM0ZrcxForovBsPh2e6uV15kLlALWOaZ4omY9dzqCV7cnjk11EvhDSdOOr6rf6Put7SCN4bGC+aRJA2fnD4DBeO/ox5GKylWUXZo1jTcldHmtFemJ4T8O3c9okVm1u+uaa01nG87N9mmVQcA5G4ENn5v7vYHAfo3hDQBfafpF/p/m3h0xry7Z5pFIYsu1eGAGMsDx2H4w8RG2w/YyPMKK9T03wz4X1DWWgFhpjRR2jysLTVpZ13BlALNgbeCfXr7VMvgzwyfFFtYPpwQnTpJ5oFuZWjDB0CsshwT1YfgOKPrMV0Y/YS7nk1Fen2vhvwzf6hPFHY6cyRWMsv+g6pJcjeCuCx+XHfjnOfaoIPDfh6xj0axuNGk1O51K189rlL4REEgcRhmVX5I4znHPNP6xHsL2Mu55vRXqNr8P9Iu9J01VhMV/wDamMyyynM8SSlXU4YqG2/3fT8a4nxhpkOk+Jr21tLdobRJAsQJYj7ozgnryaqFaM5cqFKlKKuzEopM0ZrUyLFpcG2uEkHQHkeor3jwjqrajpSLI2541G1v7y9vxGCPw96+f816l8M78vp6rnLW82xh32Px/wChba58TFSpvyNaMnGa8z02ikpa8c9QKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio3nhjJEkqIRz8zAUJNFJjy5EfP91gaAJKKKKACiiigApshxGx9qdUc/8AqW+lAHzXdytdXc9wzbmlkZyfUk5qvWkdOkSykkK52OVJHYisyveR5AtFNopgamjeItW8PySyaXeNbmYASDarBsdOGBHrz7mtCy8VeLLnWpL2yvLme+ljCOI4g+UHT5MEAD2Hc+prm66Hwrr9po0eo2939qjS+hEYntMebEQc8ZI6/XtWc4qzdrsuLd7XB9R8V6hrR1c/bZ76zYAyLAT5JHbaBhe+RjnnPenR6/4ri1mXWUkuBfTWu55TbA5g4+bBXAX5RyBiugsvH2k27jedXAhvjco+5Xe4BTbtlJYf1wAB2qpc+NNIubOaf7JdxX8ulNpoiQJ5CqWyGBznj0xWV3tyF2X8xWk8T+Orm7dXa6eeOMwuosV3KsmDgjZxnaMfTilttX8e2YtooLe9U2sPlQ504MyR8cZKZx8q/kK0PEXxDstVsdQSyt7q1vJpIvIuFARvLTnDENwQWfGOxFSRfEi0j1rVr14r2eC6iiS1gkIwhVQGz83ygkds1OtvgRWl/iMqbxP46nnRpWumldXt0H2FQWzguoGzk/KPcYqvpvirxhZacLOwurr7LCwiAFuH2EnAXcVJB7AZ+lacvj+NZ/ED28l6RqGHsy6IGgfbtY8Hj5eARk8Cs7wz4ns9F0me0nW7Esl5DOr24T5Qhyfvd/bBH0qre78CJvr8RWudf8UWD2Ud3Pc28lm7TW/nwhXBYncxJGWzk5znPNZupavqGr3DT39087s24g8KD6hRwPwFbHjPxHZeIprSS0jnVoUdXaRdgbLZGEDMBgdSOp7VzNawStdqzM5PW19B1FNorQkdXa/DWdlvr+HJAa1Zhg9CvIriK7P4bx7tRv5Mfcs3/UGoqfAxx3R7ZGd0an2p9Rwf6lfpUleGesFFFFABRRRQAUVE9zBHnzJo0x/eYCnJNFJjy5EfP91gaAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFISAMk4ArgfEnxJSGWSx0BEuJVyr3Tcxoenyj+L69PrWlOnKo7RInOMFdnaajqljpNsbnULqO3iHd2xn2A6k+wrk734kRyM0ei6bNeHoJpf3afUDqf0rzu4ulluDeapcveXL8lpGzj2HoPYVBP4hmxstwI0HTHFejTwcF8WpxTxMn8Oh2Vxr3ie83Nc6xFYI3/LO3QDH4nJ/Wsi5NnIS2oaxeXbdCZJmP8AM1yc1/cTHLysfxquXJ6kmuqNOEdkc7nJ7s6Z/wDhHRnEZJ9S1QMuhv8AdUr+Nc/mjNWSdFFMtuM6fqd1a46eVMy4/I1p2njTxNp/MWpreJ/cuUDfrwf1rigSKesrr0Y1MoRluilKUdmeq6b8WIdwj1jTngP/AD1tzvX/AL5PI/M12+maxp2swefp15FcoOuw8r9R1H4187C5bGG5FSWt7cWNwt1ZXElvMvR42INclTBwfw6HRDEyXxan0lTXGUI9q828K/FDeVs/EJVTwFu0Xg/74HT6j/69ekxyJNGskbq6MMqynIIrzqlKVN2kdsKkZq6PM7bQ45dV13RycSbzPD7hvmx+GSPwrzXUbOSxvpbeRcMjYr2PxZC+j61Z+IoFO2JhFc4HWM9z9D/OuY+I3h9Zdmt2Q3wyrk7fSvRo1eZK5w1Ycsmec5ozSEYorpMRc16vJH4FbZFK2mJ5l3AEkhaP5MRhju/2CVKntlq8norKcOfrYuEuXoenunhQ6HMH/sYIRfb2Vk+0BhKfI2Y5xt6e2O1XLlPCZ1qw2LoQslkJlYPb4I8l+CAc/fI698e1eSUVHsfMv2vkeo6Vf+D9SivLiOw062dfKRUu1giLkZ3Mqs2AOnQ9qZdReD20V8tpiajFpc7fumjKPIQQAMcbwQNvfB4rzGij2Ou4e102PXp4/BP2638w6EIhPH5XkvHyNh3+Zg4xnpnvVK4Xwif7R+2rpSQSQxRQtavAZEZpGDOoQnoCpPfANeXUUlR/vMftfI9Jn1Hw9aXPiJIbLQZ0tUjexZo0YSsVXcBz8wHPA9683zSUVrCHKZylzC5ozSUVoQLmvR/hrZY0+eYr81zMsa/7o+Y/yx+NecxRtNKsa8ljivbfAummCzjbbiONdqZHU9z/ACH4VhXly02zSnFymkdkg2oB7U6q19f2mmWj3d7OkEEYyzsf85PtXmmufETUNX3W2jK1hang3Df61h7f3fw59xXnUqM6j90751IwWp6Bq3iPSdEQm/vY43AyIgd0jemFHNcrc/EW+u226PoxC5/1t22OP91f8a4D7VZWcjStmedjlnc7iT61XuPEN1LkI2xe1ehDBwj8WpxTxM3todlc6x4iugftniEW6nqlsqpj8QM/rWRcf2a5LXmpXd0/cyTFs/ma5OS7nlOXlY/jURYmuqMIx2Rg5Se7Olf/AIR1fuxk/wDAqhZNDb7qkfjXP5ozVEnSRXJt+bDVry29o52X+RrRtPGnibT+YtTW8T+5coG/Xg/rXFhiKcszr0Y1MoRluilKS2Z6pp3xYiDCPWNNeH/prbncPxU4I/M122l65petRCTTr6G4+XcVVvmUe69R+NfPIuWxhuRTobiS3mW4tZXgmQ5V42KkH6iuWeDhL4dDohiZLfU+k6K8t8M/FOVGjtNfUOnT7Wi/MP8AeUdfqK9Nt7iG7t0uLeVJYpBlHQ5DD6151SlOm7SOyFSM1oS0UUVkaBRRRQAUUUUAFFFFABRRRQAUUUUAFNkkSKNpJHVEQFmZjgADqSadXl/xQ8Wtvbw9ZsAowbpx1PcJ/In8K0pU3UlyoipNQjdmb408dTa9cNp+myvDpqHDOPla4PqfRfQfifQcg1yI49kXHvVbfgYFMzXtQhGEeWJ5cpObux7OznLEk1o+HdH/ALf1220v7R9n88t+82btuFLdMj09ay81p+HdZ/sDXbbVPs/2jyC37vft3ZUr1wfX0pyvyvl3FG11fY0ND8J/2z4mvNF+2+T9mEn77yt27Y23pkYz9a2tO+GiX+nWF02syRPew+aqixZ0T5ckM4bC/jjPaq9p470nT9Wk1Sy8L+TczBxK329237jk8FcDn0FWNN+Jqafp+n2zaPLI9hEI1db9kV+MZZAuD+Ocdq5puu/h/Q3iqS3/AFGWnw5hm0m2v5tZlAuM4W106S5AwSOqHpx1IFTWXwwivbWzmXW5QbxC0eNPdlAHPzMGwv8AwLFRw/EuP+zobW50eZmjZmL22oyWwJYknhBnHPQk1HF8SngFjBFpX+hW0MkM1s9yWWdWxjOV4Ix1Ocgn1pP6x/Vh/uf6uMs/A2lXOmXN8/idUWy+W722LsIm7gHI3DPcCltfh9BqNtFqFhr0UumYkNxcyQeWYNnqpbnP1HHNZNn4nhsdF1fSrfTiIdSbKFp8mEDoPu/N9eKj07xKdP8AC+paILXf9uYHzvNxsxjjGOenqK0aq62f5bEXp9vzMi4WFLiRbeVpYlYhJGTaWHY4ycfTNMqW4uVuEhUW0MPlIEJiBBk/2myTz9MVBmuhGLHZrsPBPje40CZbS5ZptPY8pnJi91/wrjc0oYg5FTOEZq0hxk4u6Po+eO11jTflKTwTx8EchlIrjdOcaTO/hjWBuspifsczHPH90+4qh8NvE0gYaZcSboW+5nqjen0P8/rXb69oVtrNk0UqZPVWHBU9iD2NeU06E+V7HoJqtC63PHfGHhC40O8eSKMtbMcqwHSuUPFexQ6m+mn+w/FC+bbP8sF4V4PsfQ1zfif4eyQIb7SWE9u3zALzXbConuckoNM4CinywyQuUkQow6gio61IFopM0ZoAWikzRmgBaKTNGaAFopM0ZoAWikrc8NeGL3X7pRGhW3B+eUjgfT1NKUlFXY1Ft2Rd8GeH5tX1EbVxGmC7+g9B7mvY73UdO8J6J9ouWEccY2oi9XPZQKbo+j2Ph3SzhVijiQu7sfQckmvHvFviibxPq7XBLraRZW3ib+FfU+57/l2riSeJn/dR1O1CHmxdf8SXniW/N1euUgU/ubcN8sY/qfU1ky3jn5UO1RVZnJ47U3NelFKKsjibbd2OJJOTzSUmaM0xC0UmaM0ALRSZozQAtFJmjNAC0UmaM0AOzXSeEvGN74audqkzWchzJAx4+q+h/nXM5ozilKKkrMcW4u6PpPTtRtdVsYr2zkEkMoyD3HqD7irVeN/D3xRJpd6LWaT/AEWU/vFP8P8AtD6d/b8K9jBDAEcg141ei6UrdD06VRVI+YtFFFYGoUUUUAFFFFABRRRQAUUUUAZ3iDVU0TQ7vUWAPkRkqD3boo/Mivna4uJbq4kuJnLyysXdj1JJyTXqnxf1Bo9LsrBWx58pkbB6hR0/Nh+VeTV6mDhaHN3ODEyvK3YXNGaTNOijknlSGGNpJJGCoiDJYngADua7LnMJmjNXv7C1jz2g/sm981ApaP7O+4AnAJGO54FNXRNWdXZNLvGWMsrkW7kKV+8Dxxjv6UuZdx8rO4t/h9pM2gWeoPd3cck8NvIxaSPZl2AKgY3ZOeP5npUtl4A8P3uqX9pDc6lL9ilSF0V4g6kk5c5HKAY7ZyG68CuLvI9f1K0sZbmzu5beONba0kFsQpXOFUED5jn6k1JF4R16TT7m9Om3EcduVBR4mDuScfKuMnHftXPaVtZm149Im/F4V0FNKj1RNQmmAuRaAK8ZDz+ZgEZUjaU+fbzx3rp9P8FaNDq15eSf6YySyReU8UIijxGCAUAHzdxtH4d68u/sLWAcf2TfZyVx9nfqBkjp2FS23hzVLozRraTJcRNEvkPBIGYyHC87dq+vzEZ7ZolBtfGEZJfZO0g8GaPe2ljcXs92ge0seLdIk+aZivOFGecfMcnGc5pkPw90ttGu7p7m9eW3N2NyPGEBiZlUEH5snAPHv04rk9Q8K6nprSxzRM0sdwtuEjhlPmMRkbW27TnPAzk+lTWo8UWaTaTa6ZPHJJAyyxrpw85omPOW2b9pPHX2pWlb3ZheN9YmDmjNauieG9Q17U5dPt0EU0KM0vnBhs28EEAE5zxjFV5NE1SNVk/s+6eF5PLjmFu4SRicAKSBnJ6DrXRzxva5jyu1ylmjNS3VndWMoivLWa3kI3BJYyhI6ZwfofyqHNVcVjT0K8FpqcZf/VyHa49jXv2k3LXNkokbdLH8rn1OOv4gg/jXzepIII6ivd/CF8LrTrOfJ/0i3Gf95eD+hX8q48YrwT7G+HbU7dzX1PSbbUrd4ZoldXGCGGQa459M1zwtI7aS/wBqsjybOY5x7Kx/r+deg0141kGGGRXnRm47HdKClueU6hL4d8QForqE6bfd45V28+1chqXhae0ZjCwkQdCpzmva9U8LafqaET28cnpuXOPp6Vx1/wDDq4gYtp1/PCOyP+8Ue3r+prthiY7S0OaVCS2PKpLeWMkMhGKirtr/AMKeIomO62huR6o20n88Vg3Wi6lET5mk3K+pWMsP0roVSD2Zi4SW6MfNGasyWNyn3rSdfrERTVsbp/uWs7fSMmquibMgzRmr8Ph/WLg4j0y5/wCBRlR+ta9n8PddusF444Aeztk/pmpdSC3ZShJ7I5nNS21tPeTLDbQvNI3RUGTXpWlfCeLKtfTyTHuq/Iv+P613eleFtP0uJUgt44wOyrjP19a554qK+HU1jh5Pc828NfDOa7Kz6tlV/wCeCH+Z/oPzr1bTNJttNt0ihiVFUYCqMAVdSNYxhRgU4nAJrjnUlN6nVGEYrQ89+LGvNaafBo8EgDXXzzDvsB4H4n/0GvJM10Pj2/bUPGN++4lIXEKAnoFGD+uT+Nc7mvVoQ5KaR59aXNNi5ozSZozW5idX4W8EnxHp01/JqBtYY5hCojtmnYtgEkgEYHzDn65xin2ngZZ7jUpZdbtV0vTxlr+Eecr5GRhVPXHUZ4PAzUfhTxDo+j2ksd4mqW1yZVdbnTp8FwP4XRm2kDnscgnp315viHpepXWr2uoabOmmaioANuV84FRgMc8ZIC/TAHNcspVeZ22OiKp8qvuUH+HV3LqWmw6ffx3dlqMZlju/LKBVABJZecdRgZ59qguvCOmiWGPT/E1reMbxbWaMxeVIhLBdyqWy4Geo49+uNQfEa00+/wBIj0uynOm6dEYmE5XzZQwAJ44BGM++e1Zs2seD7W6gutM0zUGuBepcPNcuoMSBwxVFVsHoR83r1oUqvX9PxBqn0Fi8ByTeNLrw6uoAR2kYlluzDjClFb7ufVgOvv7Utn4BluPF974elvvJNrCZln8nd5i/LjjIx971PStWTx9oH2nXbv8Asu8un1Uxx+VIwiBiWNVILKSQc7+gPbn0nT4jaAfEFvrL2N9HL9ha1nRQrc7lZcEsM4w3JAPSp563bp+JXLS79fwOR8I+G/8AhKdXfT/tf2XbCZd/l784IGMZHrWxpHw+S/0S21S81lbNLlWdMWzSRoq93kyFToev8+Kd4f8AEXhPwzrqX2nx6zJE1vJHKLhYi2SUK7cEccNnPtUnhnxloWi2dnvj1eC4tt3mRW0++3uCRjcyu3B/3QP8KnKq78v9bkxjT05ivoXgbTtbinCeJY1uLUMbiOO0aRUAJGQ+4BgcZ49a5fUoLS1v5IbC++3W642XHlGPfwCflPIwcj8K6Xw94ysdN1TXL26tZkGpq3lxwAMELEnByRxz/wDWrmEhszprzteFbsSbUthESGXj5t+cDvx7VpBz5nzbES5eVWK+aM0maM1sZFiyuWtLuOZT91ua968KXv2nSY485CorIc/wHoPwII/AV8+5r174cX3n6PanPzQSNA+fQjI/VR+dc2KXNT9Dag3Goj0GiiivIPTCiiigAooooAKKKKACiiigDyH4uOZNesosHCwE/m3/ANavPnGGxXqPxHsPP8S6YxBxLG6Z9CCD/WvOdWtHs714n6ivYw7/AHSPNrfxGUs1o6DrD6DrdrqccSzG3YkxscbgQQRnscE4PY+tZtb3gm1sr7xdp9tqEImgkcgozYBOCRn1GQOO9aTa5XczjfmVjrbH4k2Un22a5t3thHapFbQG5leSYhiSDMBkHnqf1pU+JtrFpb3f2YSX815I/wBkWWRFjUrtUsQMP05B788Yp9/4R0q40SOKS3ksLyCK/nTyhG27y5BgSMAN2AQAAOhPIxzh+JPB+l6PoX2u1uruaVREyy+U7QTBgMkMECryePnbjjrXIlRkzpbqJEkfxIdNIs7H+y8vb/Z1eT7S211hYMMR4wpO0Akf4Yrx+PpS+qNd2Ru1vbhZ4FkuD/oxRiyDp8wHHHHT3rY0XwrpUXgi51dv9KuLjTJn3SrG0cLA/wAI+8GHr/LpTbvwL4dsry1t5rzUds1wkImCN5cm9PlYP5WwfN2DNx34NVeldqxNqlk7kcnxSRrlJo9D8vbJJJgXZOSybTzt9eaoT/EKSeJw1gTK8Vmhke43EtA5fcfl53Z/D3q/beBNGa8vLWa7vJZtPSBbiOD5mMj8uVCxsSoBAAx1ByRVu38IaTf2GlWLF12yX3zxRLFc3XlvhU+fGGxzhumCOOoL0V0/rcf719f62M3/AIWSsV2bi10VYi98Lxw1yXDHy9jD7vBIJOex7Gqy+O0DqslncyWqxiL7K0lv5bKG3bSot8Y49MjnB5robb4Y6JNd3MRvL5xFcLHtSSLdGDGGIbIxkE5OO3bvVW3+HugvpsU8moXzuYPPZ4dhRkV8Nt+o6c8deelLmodg5apzGmeKF0zxDf6slgpW8SVRAsm0R7zng4PT6flWtH8SHTSLOx/svL2/2dXk+0ttdYWDDEeMKTtAJH+GL0fw90hLjUI57y+lW2vfIUW8bO8aGMOrMqRsWOTj+EcHnPFQTeCNFt9C/tBrq9eWKygu5EO0IwZiGA4yMgccce/QU5UpPVdiVGojkdb1afW9WuNQnZ/3sjFEdy3loSSEB9BnFUM10vxB0u30nxVLb2loLa3aKNolDgqwxjcMdOQeuSSCc81zNdEGnFNGUk1J3HZr2D4dyt/wj1gfSaRPwIz/AEFeO17L4DgaHQtKRuC4kkx+K4/rWWJ/hsuj8aO9opKWvIPSCkIB60tFAET28T/eQH8KhfTLZ+sYq3RQBnnRrU/8sxQNGtR/AKuySpEheRgqjuaWORJUDxsGU9xQBVTTLZekY/Kp0t4k+6gH4VLRQAgAHSloooAKZMcRMfan1HOMwsPagD5x1QmfVb6Y877iRvzY1RzXU3GjM8+rBRh4Ll88dtxx+mK5ZwVYqeoNe7HZHkvcTNdZpHgmK+0S11W/1qDT4byR0iMgTaAuRlizr3BGFDdjXJVtaX4w8QaNYmx0/UnhtySdmxWwT1wSCR+H1qZ87Xujhy3943V+HYexW/i1hJrQ27P5sUQIMoYKI1+cA5OQGyPpS3Hw8t7a7Wxk8Q2q3gmhiaFtgLeYVyUHmFjjd0ZVz2rl21/VX0mTSnvZHs5ZfOeNsHc/XO489RnGcZ5rQm8d+J7iGCGXVpWS3kSRPkQEsvK7jjLc4OGzkjJrPlrdy70+xst8OoZrm7stP1wXd7ZyxpNCLUrtDvtzuLc4HzHH0zWdpXh22n8fDQFuY7qJJJIzLLEwViqMT8quD1BHDds+1R6P4yudK1K91h4mudUu0ZPOaQLGMkEkoF5OQOhA9qxtP1W+0rUk1GznMd1GWKyFQxyQQeCCDwTTSqapv/hwbhpZHZH4arLCjx6zGtxPavcxW5t2AIXGRu3HA+Ycnnnoav2Xw+0yx0/UUv7lL3UIrSOYRhZEFuW3Y5DAODj26ds1x6+M/ECPE66hhoYWgjPkx8I2Mj7v+yOetPPjrxMbMWjao7QiPytrRoSV9yRknjr1qXCs/tf19xSlSXQ6S6+Gy3mr3NvY30UbW91HDPEkDBYkaMP5g3SMT16E9c8ioj4Bt7xNNFtqFvHbyQXM8t2sD7mjjZQGKmQgk7hwNuBnrXNf8Jdr32y+vBqDLPqEYjuXWNBvULtHQcHHcYNFr4t16z+xfZ9QaP7Ajx24EaYVWxuB4+YcDrnoKOWt/N/Vhc1PsdbrXgPTDoUV/ptyIxbaYt1I4R2+1EjO7DN8mcZxjv0qrN8NRb3skEurSbUWMiRbTAyxwQWZwi4yOrZOeB64g8e+KBcC4GrP5ojMWfKT7pOem3BOe/X86R/HfiSXd5uoLIGKkiS2iYZX7pAK8EevXgUKNZdf6+4blSfQ1vEnhO18P+EjIyrJfxaobdrhWYB49jMPlzgdv8a4rNaup+J9Z1m2a21C886JpvPK+Ui/Pt254A7fhWTWtNSS956mU3Fv3Rc16P8ADKQ/YL5eoWaFh9d4Feb16Z8NICuj3EjDie6RV/4D83/stTWf7tjp/Gj1VeVH0paReFH0pa8Y9QKKKKACiiigAooooAKKKKAON+Idq39nwalGMtYzLKf93o36HP4VyXj3R47jT7fXLRfklUFsfrXquo2qXlnJC6hlZSCD3riNCiV7e78Iajy0QLWzt/Gh6f4fhXbh6llbt+RyV4a3PHjxSZrU1/Rp9G1KS2lQgBjtJ7isqvQucYuatx6TqUtot5Hp909szBRMsLFCScAbsYznj61Trr1+IEi+E/7E/s8eb9lNqJ/tDbNhPJ8rpuxxuzn8OKmTkvhRUVF7szdS8K32la7Bo1xLE1zMqkeXHKwGenRMt/wEH06g1SudE1O1SWWSwuvIiJzP5DqmAduckDAzxzitK48W+f44TxN9h27ZI3+z+bn7qBcbsd8Z6VrXHxKlmsZrRNPaNJbeeH/j5yA0jbg+NvJXkfj2rO9RW0LtDXUxoPB2ry2UN1NEbVZrn7MkcsMvmE7C4bYqElcA8jP9appoGqPdLB9huVzsO828mAjHCvgLnaT0457c11tz8VPtNzaTnRiDb3YuSDeMwY+WyYGV+UfNnjjjpkk1mjx/P/Z9namyBa3vEneXzfmljSQusR+XgAnr7dKSlV6obVPuQ2GjeIrnTtR0mEmPTrdpLiV5YGSOR4uCFYpu3cfdOOnIFY50PWFOG0q9B3KmDbv95vujp1Pb1rqh8TD/AGddWh0kn7QbrDC7YBRM7NyuMMQW6n8MZNF78SLe/t/IuPD6sjvE04+1sBLsGCPu8AjAx+ec0KVRP4Qag1uc9b+FtWlF551s9k1natdOl0jRsyDg7QRyf0rHzXZ3XxBimsZLOHRxDG1lNaLiZQFEjA5wsajjHQAZri60g5P4kRJRXwi5ozSUVZBLbxNcXEcKcs7ACvefDdsFZFVcJbRLCvuRyf1JH4V5D4SsWn1OOVVywOIwR39fw617no1mLOxROc45JOSa48XNKKidOHg3Lm7GjRRRXnHcFFFFABVS+1G3sIy0jDd2UHmoNWv57WPbbwl2I+9kYFclN51x581y7b0GcHvmrik9xNljUNXmvnOWKp2UUun6vNYuAG3J3U1j+ZR5lakHodlqMF9Huibnup61brzqyuJ45Q1uWDjng12elX813Hi4h2OO4Iwaykki0zSoooqBhSMMqR7UtFAHnz28Vj47uLa5UC31WL5Sem8DB/pXnfi7RX0bWpYdpCMcrXrXjXSJbuzS6teLm1cSxH1I7fiOKw9dsofGvhdNStkxdwjEiY5DDqDXo0Kt0r+n+RwVoWk2eR0ZqSeF4ZWjkUqynBBqKuw5xc0ZpKKAPVLTw9puoadoC3lvcXKvpcsuGnkkWNxswwjDhiOvyx8nI47jmvEWg6NZePLfTEnFnp03lGU7yTCG653cqe/zZxnJ44rkKKxjTkn8Rq5prY9buPBPhuLWLWzu9Mlskmu2WGTz1VJ0CnCYMzOSTjkBeoGBU8fgXw8zWiT6KLWe5juP3BvXfDqRtAYNg4GT/PpXjtXrnWdQu9MtdMnuN9paEmGPYo2Z68gZP4modKf8xSqQ/lPRx4F0yCztpH0pZp49NElzGs8kjNL3Koh+c5GMBlXnr0qTxJotnoXgrxBbWEbRQSNayhCxO0llBxkk9vU15NRVeyle7kL2kbaIXNGaSitzEXNGaSigBwySAOSa9o8DWRg02ytx/wAs1Mkn+83T8gD+deTaJZm71CP5Syqw4H8RzwK958OaebOyDPzI/LH/AD27fhXNippQt1ZvQg5Tv2Nmlooryz0AooooAKKKKACiiigAooooASuU8WaHNP5eoWDeXe2x3RP0z6qfY11lNdFkUqwyDVRk4u6E0mrM4C6trPx5pDI6iDVLcbZIzwwYV5Xq2k3Wk3b29zGVKng44New+IfDdxHdLqmlSeReRchh0cf3Wqh9t0rxWraZrduLHU1GPn4D+4PevQpVU1/Wn/AOGpTaZ47Xe+E/Aul694dTUbq4u45GeVGaN4xHGFGQzbucdjjPUdBzWZ4i8Caho8rNEhmg6qR6Vgy6lfnS00iSU/ZIpTKsRQDDkYJzjP61tK8l7rM42T1R2kHgTR5NM02Zrq+aS8S2cyxRs0RMjhXXIj2oQDwS5OeoFOt/BOg319e2didVke0uTbs83yRArnefMWJ144wG259ea88ozU8kv5iuaPY9ET4f6Q3h3TtQN5d+Zcm23Sb4/KkMrhWRBjcGUE9Rjj64dd/DvTkngFi97dK0txHIjyJGR5bYyCFY9OwViT0A7ec5ozRyT/mDmj2PWLXwZpmnG9swnmiSawaOWeFHkiDvhgCyYPQ9VHoRVabwroNxaaektvNDHNqtxaz3cUsasH3MqArsxglRgKAF59a8wzU9jfT6deR3dsUE0RyheJZAD64YEZ/lS9nL+YfPHsb/AIj8JSaU05sleeHTooVv5mkXCTuBkKODt5Hr7muazTp7ia6nkuLiRpZZGLO7nJYnqSaZmtY3S1M3ZvQXNSQRNPKqKCSTgADJPtRa2s97cLBbxNJI5wFWvVfBXgQWTC7u8ST4444T6e/vUVKsaa13KhTc3oXvAvhc2Nuk9xGBKw6H+Een+P8A9au9AwMCmQwrDGEUYAps11DboWkkVQPevLlKU5XZ6EYqKsiais6DUxeXASDiNfvMR19hWhUtWKFooopAMaNH+8oNcnr+2K4uFUYBiX+Zrr64/wATW93Jdt5EO9XQKTnpgn/GqjuJnL+Z70eZ71N/ZN7/AM8G/Oj+yb3/AJ4N+daXRNjX8J7ZdSYMMjZ/UV3Cxon3VArjfClhc22ovJLGVUpgZ+tdrWctykFFFFSMKKKz5tTW0uPLnHyMflf09jTSuBcmjWWMo3INcHqEVz4R1eTVLZWeymb/AEuHsM/xgfz/AD9a7uK4imUMkind0561HeWcd3EUdQciqhJwZEoqSPNfFnhK21y1/trRGWQMMsq15jPDJBI0ciFGU4IIr16fT9S8J3rXWkx+bauf31nng+6/4VFeaRoPji1aaxItr5fvxN8rA+mK9GnVTXl/W5wzptM8izRmtjWfDGo6NMyzwsVU/eArGPFdFzMXNGaSjNAC5ozSZozQAuaM0maM0ALmjNJmjNAC5pUUuwFLDFJcSrFEhd3OFVRkmvTPBnw/ZJIr3UVDSD5lj6hPc+p/Ss6lWNNXZcKbm9Cx8P8Awm8QS9vIdrHmNWHK+59/5V6aihFCjoKjt7dLeMKgAxU1eVObnLmZ6EIKCsgoooqCgooooAKKKKACiiigAooooAKKKKAGsocYYZFc9r3hS01WHDx5KnKsDhlPqD2ro6KabTuhNXPNnHiPw+phA/tWyH/LKX/WKPY9D+lczqp0LUpSWhewuD96KVSpFe1TW0Uww6g1ian4TsNQQrNBHIOwdQcfT0rphiXH4kYSoJ7Hht3opiYmKQOvYg5rOkt5IzhhXrGofDO3bJtmmtz6RvlfyOf0rCuvhxqK58q+3D0kix+oNdKxNNmDoTRwBBFJXYSfDzWu0tsfruH9KjX4da2x+Z7YfRmP/stX7an3J9lPscnRmu4t/hhfOR512FHcJGT/ADNb1h8K7JSGmE03s7YH6YqHiaa6lKhNnlccck0gjiRnduAqjJP4V1OjeAdT1F0e6H2aInlerkfToPx/KvWdN8IWNggWKCOMeiKBmt2CzhtwAigVzzxUn8JtHDpfEc14d8GWWkQgRQhScbmPLN9TXUIiQphRgCpKhum2W7n2rlbbep0JJI5zVfEE6XDww4UDv17ViS3csz7pJGY+5qveT+bdyv2LnFQ+ZW2xBuaTrH2Cb94u+JjzjqPpXY29xDdQrLBIHQ9xXnVrE9xKqIMsf0rvdKtfslkkXTArOdikXaKKxdU8XaFpDmK6v0MynBiiBkcH3A6fjSjFydkhtpbm1TGiR/vKDXFTfEaSdiul6HcTr/fncR/oAapy+LvFc2dkGnWi543BmYfm2P0reOFqvoYvEU11O/8As8X9wUfZ4v7grzSTxH4r76zax/7sKf1BqL/hKfFkf/MUtZR7wr/TFX9SqeRP1qB6ksSJ91QKfXl0XxA8TWx/fW9jdJ6hSrfocfpWjafFWEOF1PSJ7cHjfC4kH1IOP61EsLVXQpYim+p6BRWLpXjDQdY2raajEJW6RSnY+fQA9fwzW1XO4uLs0bJp7Ec00cETSSsFRepNc9qV/A7iSZMKv3Ij1b3b0+lbGq2xurJ4x6ZHsfWuDulkilZJM7h1z3qoWBloajNHO0kLeXk/dXgflW3pfiGWeZIJlBJ7iuS8yp7G48q9hc9A4zWjSZB6JNBHcx4ZQQa5LXPBkdxN9rtnkt7lfuzQthvx9RXW2rb7dCeuKl61im4u6LaTWp5hdX+uWEZttWsRqlsOPNjX5wPcdfyzXKX1tol+7G1l8lz/AAOMEH0r3K4sILgHegrn9U8FafqGfNt45D2JXkfj1rqhiWtJI55YdPY8RuNKkhJ2sGHYg1SaJ0OCK9TvvhlFkm2muIfRQ25f15/WsW6+HOpqf3d6rj/biI/kTXQsRTfUxdGaODwaSuvf4ea12ktj9Sw/9lpq/DnWm+9JbD6Fj/7LV+2p9yfZT7HJUZrubf4X3rkedeADuEiJ/Umt6w+FdkjBp/Om9nfA/TFQ8TTXUpUJs8qjR5ZFjjRndjgKoyT+FdNo3gPVdScNcKbWL/aGWP4dvxr1zTfB9hp64ht4oh32IBn6+tbsFnDAMIoFYTxUn8KNo4dL4jlvDfgey0eIbIhvP3pG5Zvx/pXWxRJEoVQABT6K5G23dnQkkrIKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAExmkMaHqop1FAEZgjP8A/KkFvEP4B+VS0UAMEaDoo/KnYApaKACiiigArO1ufyNPdu+OPrWjVa7tFulVXGQDnFNaMGcL5BNqsd1H5Z/hk9PZv8az2t5I7nySpLE8Ad69GuNNhmg8soOnpWXZ+HEt73zmJIUYUE/dHtVc5NhfD+ji3iEsoy7cmo/EfjbTfDp+z83d72t4iMr/vH+H+ftXL+MPiDhn0nQJcYyst2h6eoQ/+zfl61wH2lYNzZLyseXY5JNdlHCuXvTOariOXSJ1Op+JNZ10Mb+9Nlanpb25Kgj3PU/jx7Vlf2npunLtt4Fd+7MMmsKa7lm+8xx6VBmvRjGMVaKOKUnJ3Zt3Hii8kG2PCL7VRk1a8k+9M34VRoqiSc3k56yt+dILucf8ALVvzqGigCyt/cL/y0J+tPXUZcYb5hVOigC00sUw+ZcGt7RvHOu6G42XbXluODDcsXGPY9RXL0oYiplGMlaSKjJxd0e7eGfG+l+JVEKn7NeY5t5Dyf90/xfz9qd4h0fz4zNCMOvSvCVdkYOrFWU5BBwQa9P8ABfxB+17dL12UFj8sVy3GfZ/8fzrzq2FcfegdtLEc3uyKMm5GIIIIOCD2qSCKWQGREJC8k11Op+GFur4SoSFP3gO9bFro8EFsI9g6elcnOdNh+jTi4sEcHORmtCqdhZiyVkX7pbIHpVyoe5SCiiikAmAe1NMaHqo/Kn0UARfZ4j/APyoEEQ/gH5VLRQA0RoOij8qXAFLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWJqfjDQdJJS41CN5R/wAsof3j/kvT8cVUYuTskJtLc26K4aX4i3E+f7M0GeRT0e4kCfoAf51Rm8UeLZ+fM0+yXsFTcR/30T/KuiOEqvoYvEU11PR6K8rl1zxOfveJUHssEY/9lqH/AISLxRH9zxErD/agjP8A7LV/UqndEfWodmetUV5QnjbxXbc/abO7HpJEB/6CRV+2+Kd1C4GpaMCnd7eTkfgf8aiWEqopYmmz0iiua0v4geHdUkWJbw20z4xHcrs59M9M/jXSKyuoZWDKRkEHINc8oSi7SRtGSlsxaKKKkoKKKKACiiigArz34l+MG0+E6HYNi4mT9/ID/q0P8I9z/L68dtq2ow6RpVzfzn93BGXIz19APcnj8a+dL2+n1C+mvLmQyTTOXdj3JrswtJTlzPZHNiKnKrLqN8zYMLTCxNNzRmvVPPFzRmkzRmgBc0ZpM0ZoAXNGaTNGaAFzRmkzRmgBc0ZpM0ZoAXNORyjAimZozQB7P8PfFH9p2SaddMWmiT925P3lHY+4/UfSu3rwTwTeSQ63HCkmxn/1Z9GHSvdLO5F3aRzBSpdclT1U9x+B4rysXSUJcy2Z34epzLle6J6KKK4zqCiiigAooooAKKwNb8aaNobmGWY3N0OPs9uN7j69h+Jrl7rxx4g1HIsLSDTYT/y0lPmP+uB+hreGHqT2RlOtCO7PR6r3F/ZWYJuruCADvJIF/nXk93cXFzk6r4iup1P3o0kKof8AgIwP0rNMvh2A8Q+YfVjmuqOBfVnO8V2R68/ibQE+9renj/t6T/GnR+I9DlGY9ZsG+lyn+NeNvqeij7lmn5VC97o7/wDLsoqvqMe5P1qXY94huILlN8E0cq/3kYMP0qSvn7dp4fzLd3hf1RsGtCz8Ta9ppDWetTyIP+Wc7eYPp82cfhUSwL+yy1il1R7jRXmOl/Fe4hYR61YB0x/rrXg/ipOP1Fd1o3iPSdfi8zTrxJWA+aM/K6/VTzXLUozp/EjohVhPZmpRRRWJoFFFFABRRRQAUUUUAFc74j8a6X4e3Qsxur3tbRHkem4/wj9eelc14z+IbxTSaVoUg3r8s12Odp7hPf3/AC9a87+0rb5bJklY5Z2OSTXdQwvN709jkq4i2kTqNU8Sa1rwP269+xWjD/j2tyVBHox6n8ePasoanpunjbb26sw/iIzWFNdyzHLMcelQ16UYxirRRxOTk7s2rjxNeS8Idi9hVCTVLuU/NM1U6KoklNzMesrfnSC4lH/LRvzqOigCZbudekhqRb+YdTkVVooAtG4SXh1FaWjeJ9X8PyBtPvG8odYJPmjP4dvwwaw6UHFKSUlZjTad0ez+G/iVpusutrfqLC6PTe37tz6Bux9j+ZrtK+Zc5ruvBXxAn0qRbHVZXnsmOFkYlmh/qV9u3b0rz62E+1T+47KWI6TPYKKjgniuYUngkWWKQbldDkMPUGpK847Qoqvc3Hk7D/tgH6E4/rU29QASwGeBk0AcJ8W782/hyGzViDdTgMPVVGf57a8dr1H4wB3bSlH3C0mfr8uP615lcxNDJtavWwqtSR52I1qEWaM0maM10mAua0YNA1q6gSe30i/micZWSO2dlYexA5rNzXsNlrtl4e8CeHb++e+2KSFjtCuJDhuHBIyvf6gVlVqOCXKjSnBSvc8fzRmvSZrvS38H2us3Ok2Ik1XU5UmmlhDtDG7uWIbGSVA4Pb0rQ8R+H9Kgs7mNtKiSzkeAWF1EtvAqHABBk8ze4bJzlSepAOAaj26vZor2Ol0zybNGa9j1Xw/YPo1/HJodlaSWbQGNoLXHcbh5pwZQR1O0DnHJGal1Gx0S0/tx18PaY39nvC8YNuPmLKM59vYcd+9L6yn0/rT/ADK9g+54/FY3k9tLdQ2s0kEP+tlSMlU+pHAoisbye2luobWaSCH/AFsqRkqn1I4Feztp0Vh/wkltpWm2khcwGO0lAWF3IHBHAwT24yfrVbUbPR7XT/E9tbBLa0/cfaVgGBGTjdgAccYOAOtSsTfp/Wn+Yewt1PGc0Zr1TxXomlWOiag66TH9i8qI2F1BHboEYL18zzPMk3Z5yvbjPWvKs1vTqKaujKcHB2YuaM0maM1oQWLK4a1vIZ1ODG4bI+tfQmiTCSNiDkSBZlHswGf1DV86A81794XZvstoG6/Yos/m9cmL+A6MP8Z0VFNLrgnIOKhtZ/Oj3ZyCSQfbPFeWegWKKKyPEniSy8M6a13dHfI3EMIOGlb0HoPU9vyFNJydkJtJXZY1jWrDQrJrvUJxFGPujqzn0UdzXmGu+OdU8QMYbVn02w5yFb95IP8AaI6fQeveua1bXL3Xb9r7Upt7fwRjhIx6Af5NZ0t075AOBXq0cNGGstWefVruWkdjUXULSwB8iMNJ/ePJqncazdz5HmFR7VQzSV2HMPaV3+8xP1NMzRRQAZozRRQAZpwdl6MRTaKAJRcMBg8inRTvDKs9vK8MqHKvGxUj6EVBRQB6R4W+KM8Lpaa/++iPAulHzL/vAdR79frXp9vcQ3dulxbypLFIMo6HIYfWvmnNdR4P8Z3nhu48o5nsnbMkBPT3X0P8/wBa4a+FUvehuddLENaSPc6Kgs7y3v7SO6tZBJDKMqw71PXl7HeFFFFABXnnxK8ZGyjbQtPkZbiRQbiVWx5an+Ee57+3147DxFrMegaHc6jIN3lL8iZ+8x4A/P8ASvnq5upry6lurhy80zl3Y9yTk12YWlzPmeyObEVOVcqDzNi4FRlie9NzXpU+geG7DwfY6hNp1i9zPY+c32jUpIXdtgPyJyGOT047etejOooW8zijByueb5ozXrl/4M8K2um3E0mmpHHDYiZ5oruVpkY5wfL5G3g/MTjg8YBNZNh4EsrnwOkhspX1a4tHu4p1L7Rggqn93LKR19/SsliYNXNHQlex5zmjNd/aReE5fBdx4gbwtlra4FuYf7Ql+c4X5s9vvdMdq0dT8N+F9N0aCY6fp3nSWfmn7TqssMjNtz8iYIbn6c8U3XSdrP8AD/MXsXa90eX5ozXrl/4M8K2um3E0mmpHHDYiZ5oruVpkY5wfL5G3g/MTjg8YBNMg+H2g3V5pDwwKEFuJL62Mr5kV0O1wc5GHHQev5z9aha9mP6vI8mzRmvQ9Q0bw3o1jpN1Non2v7ZNJC6/apE534Vs5PQdu9LrVr4P0fxbBok3h0+S5QSXAu5SRuHGFz2OO54zxVqunsn+HT5i9k1u0ed5ozXXeMtF0nw/5Oi6fayXN+ima4u2ZshSThdoOOmMnHp61f8N/D6x13Q9L1BrqdZLiST7RGrqP3asy5T5eoOzOc9TTdaKjzPYn2UnLlRwWaA2DkV3tp4E0cmys7y8vhe6o1x9kaEIYoxHnHmZ5J78Y9OOtcJNE0E8kLYLRsVJHTIOKuFSMthSg47noXw68XPZyJpd04Nq7YUsceUT3+h7/AJ+ter9a+arK5NrdJJ2B5HqK968K6kb7SYxIxZkUYY/xL2P9Pw964cXRS/eL5nThqv2GO16XZZTYODlQMfXP9K5hbmRpRIzszjkFjnmtrxNKRaYGfmk5/Af/AF65lJMMK5Y7HU9y78QolvNM02+YZSO4Xd7Kwx/PFcJ4w0N9NnSdTuilAKn616gLRNc8JzWb9Shjz6EdD+HBrEitF8U+Dnsp126jp+Y5FPUEV1YepaPKzlrw9655HRUt1byWs7wyKVdDgioa7jlFopKKAFopKKAFopKKAFopKKAFopKKAFopKKAJrWE3F3FCvJkcL+Zr3zTG+yQTNgbbaJYgR32rk/qSPwrxrwjamXV0uCm8QkFV/vN2Few3wNjoO0n55SAx9STkn+dceLeij3OjDp8zZmQakIciSMMeu4Eq35iul0mRXtoSg2qU4Gc45IrhGkyxrsPDrlrGDIPVh/L/ABrinsdi3Na+vbfTrKa8upBHDChZ2PYCvAvEviG48S6xJfzjYgGyGMfwIOg+vc+9dv8AFrX3TyNDgchXXzZ8HqM/Kp/In8q8vzXdhKVo873Zx4ipd8qHs5am0lFdxyi0UlFAC0UlFAC0UlFAC0UlFAC0UlFAC0oOKbRQB6D8OvFDWF19iuJCbWXhgT9xuzfT1/PtXrlfNen3Zs72OYdAeR6ivffDd79q0uNCcmNF2n1Qjg/zH4V5+MpL+IvmdmGqa8jNiiiivOO08u+MGqNusNKRyFwZ5F9ey/8As1eY5rrviXM0/jW4UnIiiRB7cZ/rXIHrXs0Fy00eZWd5sXNXb7Wb/UrW0tby482Gyj8u3XYo2LxxkDnoOtUaltGgS8ha6RpLdZFMqKeWXPIH4Vs7bmaubA8aeIRe/bBqJ8424tiTDGVMYJIUrtweSecZ5p//AAnficXSXK6vMrRpsVFVRGB/1zA2nr1xXXXOt+AW1C2dYbB0Xzdxj05o0VSvyqy4O5s4+YDsenepHrPgz7XNcC1sUlktLYhWtiIVkBPmqAY3xkbeQpz6g81y80X9j8Dflf8AOcadd1E6ZcaZ9oAtLmbz5YhGoBfjnOMjoOBxWwnjfxgmlqy3sgsl/wBHEn2WPZnb93dt647ZzUOnX2kQ+Kb24kt7EWUiyCJJd7RoT0KZibkdtyY9RXUWfiLwhAr2EzW9zYyakZGE1mcLH9mC71VVAB8wY+73JwOtVNr+S5MU/wCY5EeNPEIvftg1E+cbcWxJhjKmMEkKV24PJPOM81JZ+J/FFzqsFxZXE017DbmCIQ26sfLHJG0LgjjPI7Vu22r+Co/CtrFLbW7XaJFvi+xEz+YHy7GU8MpH8Ppx7DUj8ReCbHVLe4sJrePbPMzyR2LRkI0RAXhckbiB/SpclraH4FKL6yOGudZ17U9PjaZ5ZrTT5N6usC7YmY92A7n1qDUNU1XVbsaxeyPLKGVBP5QVdy8gcADOO1ddrGv+GH8EXGnaU0MNxNDb5hS1dGLKwLbn6MRzz+p7L4d8Q+Hh4d0mx1i4gH2O6kaa3lsvNDoQ2DkKccke5xVKdldRJ5bu3Mche+INW1C/kv7i+kNzJH5byR4jLL6HbgYqWy8U61p0dpHaXzRJZb/IARTt38tnI+bPvmumttd8KT6W5m03TYrp3lWWJomRSuAEKMsTkcDsU+bJ71JFq/hWx0+3eO4tZ7yC4tpUdbAIygMPMHEY6Ln7zuTjOc0OWluQOXrzHOxeLvE2lwXGnJqE9sru5kjaNQyM33sEjKc5PGMHnrWDmtnxfeWmoeJ728sblbm3mfesiw+V1HTGASR0yevWsWtoWte1rmcr3tcWvWPhxf8AmaTCc5MEphfPZW5H6gD8a8mrvPhlOwOpRdQI1lx7q2f6VFZXptDp6TTPStVtVkVlk/1UgwT/AHT2NcabC6FxJCsTExtg4HFeiPGJ7YAjORXO31g8lzCjMwG7Y3zYDDHH4jGPxHpXkRlY9NoXws7xvcWkoKtw4B9+D/IVn67bXPh3W/7fsk3xMAt3EB99f731A/T6V0+m6WlkMooGfQVbubZLmIo4BBFOM+WV0KUVJWZ5r4w8Lwa7ZLrmjbXDruZVry+WJ4ZGR1KspwQR0r2Cezv/AAdevdafG0+nyHM1oBnHuo/pVTU/DWjeM7M6hosqrcYy0fcH6V6FOqmvL+tzhnTaZ5PmjNX9U0S+0mdo7qFlwfvY4rOroMh2aM03NGaAHZozTc0ZoAdmjNNzRmgB2aM03NGaAHZpUUuwUU1QWYKoyT0Ar0HwX4DlupI7zUoiqZDLCw5Pu3+H51E6kYK7LjBzdkbHw98NPGiXlwuFIyikf+PH/P8AOt/xfchDBbg9ixH6D+Zrpra2S2iCIMYFU9T0uO+GXVWx0yK8qdRzlzM9CMFGNkcJYW73t2kK8A8sfQdzXcabDtTeq7Y0G1B6D/PNZel6WsUsoRcB3weOir2/MH8hW5qDiy0i4kXjy4mb8hSk76DWmp4F4m1FtV8SX94zl1edghP9wHC/oBWXmlwSu496bXtpWVjym7u4ua1PDXkHxDZ/atPn1GEOWa1gTe8mATwvfHUj0BrKp8M8tvMk0EjxSodyOjFWU+oI6UPVWBaO56//AGDaXOu6JdtpWmLZTTyxmE6Y1tKD5LsFdGJDgbeuByBjrT20PR7zxBaW1xYWSwpM7JHHo8lp5jKDtQyMdsgxk4HXbnpxXmUF54k1SQ3kV9fzvYxPL5zXLZhXHzkMTxxjIHJqGfVteu3gS41DUJ3VhLCJJnYhuzLk9fQiuX2Mv5jo9pHsegaZaf2hrWjyat4Ls9Lja5liL7FRJf3TkKYSMnkA7jxkcdak0nw/aW1jc/2jpEMckmvrHB59sAWiLpwuRypG7px1rze61DWLwpc3d5ezm3bCSyyO3lt7Eng8CpZNT1+8aCWW+1Gdo3DQO0sjFWzgFTng544qnSl3Eqi7HT6h4Pubz4itappU1vpkt0BvSApFsAywUgAdAeldbqXhSybxDol8NFtraD7TLbz26woUdcOY3IHHIXPPqB2rzs3fjQXlxZtqOqrcWsTTTRteOCiAZJ+96Gsu0v8AWbGKSKyu763jR90iQyOgVumSB0PGPwpOE5W97ZApxXQ9D8b6VYN4fH9m6XZyzSXrxx3FlarAIQmQUf5sk8MM8A46DjPIaX4PuNT0VdVW9gSIybWQBmdF3BSxAHvn6DrWW1zrLQzWrTXxiuJi00Rd9sknBJYd24B554FMhv8AVBAdOhu7sQsSDbJI209z8o47VcISjGyZEpRlK7R1N78O5ludRWyv43jsjhfNRlMhCB2GcYzj0J/rT7j4byHUZLaz1SAxQwxM804K5kfOFAxwOM59/XNc5/bPiNlY/wBpamQ5wx8+T5jwvPPPYfkKZ/bGvW7eZ/aWoRNtEO7z3U4UnC5z0BJ47ZotU/mC8OxRmjaCZ4WILRsVJU5GQex70zNIWLEknJPUmitzIXNex/Dq/Nxo9o27mMtbyDP/AAJT+h/OvG816N8MJj9jvYuyTROP++gKxrq9NmlLSaZ61RSDkCivGPUPF/GunSXHji/wud0SOB6jaB/SuKmQxyspGCD0r2DxTaQ2/jPTbyVcRXSNbyN2BHK/zavP/GuhyaPq7cZjk5U17FCacEebVjabObzW54R0GHxFrLWdxcm3jSF5SVGS23sODjrn8Kw6t6Xqt9o18l9p85guEBCuFDcEYPBBBrSV3F23M42T1Opvvh9M2j2d/pEyXJe1jlmR5QGdnbGUBAIX/ex/SsrxB4O1Tw3bR3F4YnieUwlo942sBnHzKMgjOCMjg81HL408QzRuj6i2HjER2xIp2g5GCBkcnORzVPUtbvtXJa9MDuW3NIlrFG7H3ZVBP4ms4qonq9C5OFtDp7j4f/aIbFdJuPNkewS7uZJGdlG84UKix7sEhsdTwcgcZs6Z8O4Ge3ttVlnjuW1CW1lEEi7dqwNIrLlT1wOvY9Aa5aPxTrMe3F2rKtqtp5bwxuhiU5VSpUg4JPJBPvU9h4k8RD/kHNhbV3uytvZx7Yvk2M5CrgDacHtznrUuNW25SlTvsWl8A6odOgvWurFBMImaIynzIklOEZ1C8DJ9/wBDT7j4ea1aWz3FxJaxxRRzSSMXb5BGcc4X+Lqvr3xWf/wkXiLVNLh8PLczXNthUjto4gWYLyo4G44x0z2HpT9V8T+Jpxd2GqXc487YtxDLEEPy8gEYBH6Z75qv3t90L93bZjdI8LXOr6bLqP27T7G2jl8kPe3HlB3xu2rx1xjrjr9a2rbwLDLp4urq6FpjTXvOZTJuI4ycRjaAcZA3H0rF0PX/ABJo9jdDRp547UEPcFIQ6oTwCSQduemeM49qSDxj4gtpIZItQIeCA28bGJCRGSCQcjnkDk80SVRt2YJwS1RqTeBZXufKhvLS12WSXcn2iaRwEOctuEQA+h59zUf/AArzW/sUF0TAFmMPynflBKwVSTt2nkjIBJGelUW8aa88DQSXUMsTIiMktpC4ZU+6DlDnFQN4o1Zxb75oXe22eTK1rEZE2HKgOV3YBHTPt0otV7oL0yXX/C1/4diglupbaVJ3kjVreXfhkOGB4GD/AJODxWLmr+oa7qWqwpDe3PmxxyyTKNirh5G3OeAOp/8ArVQzWkea3vbmcrX0DNd38NI+dTkI4MSx/wDfRx/WuEzXqHw6s/K0VSRh7u43EEdVXn+e2orO0Gxw+JI9Og/1CfSmyW6uwYgZBzUiDCAe1Orxj1RAMCloooAint450KuM5rjtX8IPFdtqGlTvZ3XUvH0f/eHf+ddtSEA9RmqjJxd0JxUlZnmN5rdwENr4n0nzABj7XAu5fqfT8a5PUNB0y5Jl026RlbkDODXt1zplvcg5QZ9a5TVPh3p10xkjg8p/70J2H9ODXXTxKWkkc0sP/Kzx240ye3Yhl6VTKspwRivSL74ealH/AMe187KOizJn9R/hWFd+CteQ/wCpgm91fH8wK6FXpvqYulNdDk6M1uv4Q14f8w0/hKn+NNXwfr7n/kHlfrIn+NV7WHdE8kuxiZozXS2/gDXZ/vRwxc/xPn+QNbVh8K55CDdXTkekSY/U/wCFS69NdSlSm+hwGa1tI8M6prLL9ntykR/5ayfKv4ev4V6vpHw50ywZZPsoZx/HJ8x/XgfhXWWul29qBtQVhPFfyo2jh/5mcV4W+HVrpzrcT5nnH8bj7v0Hb+dd7Bbx26BUGMVKAB0GKWuOUnJ3Z0qKirIKQjIIpaKkZDDbpF90YqrrkZl0W7jUZLwuoA9wa0KiuF3wMvtTQHzm1qy6asxXhuhrOr0ay0EXOn6vpsYzLYzttU917foRXns8TQTPE4IZDgg17iknseS1ZkeaM0UUxHWaT45OleHhpX9neaVjmQMZ8Rt5hBy6bfmIxgcjgkd60H+Jxe9S4GkH5UlX5rrc6+Zt+4xT5QNvTB61wdFZOlBu9jRVJpWudnqPxCOo6Tf2Emmt/pZYhvtAATJB6Kgz07nmodN8ey6b4ei0hLIuIonRX8/A3mTzA+3HUdOv4iub0xrVdVtGvcfZROhmyCfk3Dd056ZrsJL3wLNpupH7JFFcs8qwKolBKj/VMhwQCep3Y568VMowjpylKUnrcz5vG8jeJb/W4baWKW7tHgRTc5MJKgBlO0dMZx+taJ+JUZbUGOjNm/JLj7WccxLHyCmO2cjHp2rfm1Lwv4mv5baFlvJWmlmhjdJFTIhUKxX5cjIPC8/zqpq1x4Ns3l0mRol+z3EjxQkStCjmIbS+3OV3ZyBzWV4OycWXaS1UjIj+JU63cE76cCVtmjm2TbTLKwUGXO0gHCAYwep55rOtvGPk+K7zXnsnZrmNlWNLjYUJAGchcN06FcZOa2Jrj4fNDdQxRovmLL5cmybch2Lt2+2/djPQdetcDWsIwd/dsZylJdbneT/EuS6aWJbJrSK4jnRytwSEaTbiTAUZKbSR67uorK8c+IbbXL+3SxYPbW8ZJcRlBJK53SMAeQCcdfSuYoq40oRd0J1JNWYZozRRWhmFei/DGM/Y7+QA8ywr/wCPg151Xrfw6sjDodr8p3XEzTN/uqMD9WH5VlXdqbLp/Gkeip9wfSilHAFFeMeoc/4y0htV0WRIv9fH+8hPo45H+H41zOqWsfjLwdHcRjF5artkUjkMOua9FdA6FT0NcJqST+EtcfVYUMlhdYF3GP4e28f1/OumhOz5fuOetC6ueOTRPDI0bqQynBFR16X418Ix3sI1rRwJIpBuIWvNnRkYqwIIPINelGSkro4WrDa1fDb2CaxG2pXKW9uFOZHtxMM46bSGHPTJVsZzj0yaKbV1Ya0dz0Y6r4P/ALROwaakMtvAss/2Y7o3Ut5hRTbshyMfwpnjp25zQ7zQ4dT1mS+SM20tpMtmJYN2JCw2YAB2nGee3rXOUVmqaS3Kc2z1JPE/g621q2urOOytRb6g2JYbJlLW5g5J+X/noccYPHTqTl3uteFrnw/MsdtZG9lin8zzIjG/mFso6lYT+A3qMHBHpwNFJUYrqyvas9Ev9f8AB1xc6tF/Z9iLNTb/AGQ29kUkmXcDLzgbTjIH3ePzq7c654B/tCKRYNPlVYp8mPTmjj5xsUqQct/tY9emcV5dRS9iu7D2r7I09XFjJ5N7bXkUk91ukuLWG2MSWpzwi54I5PT0rNpKK2WiMnqLRSUUwJ7WBrm4SJerHFe3+DbDy7aOTbhEQLH9PX8ev5V5v4J8PPql4WYERKcOR39q9vsrZbWBY1GMCuLFVVbkXzOrD09edliiiivPOwKKKKACqmpXgsbKSbI3Ywo9T2qHVLq4tAssBBI6ow4b/wCvXM6zrZ1IRKqGNVGWXOctVKNxNhaardWjlkmPJyQ3IP4Vv2fiG2nwtwPJb+91X8+1cX5lOExHetHFMlM9GXypkDqVdT0IOQaa1rC3VB+VcnpElxE8TxztH5j42DoR3JH+etdiDkA1m1YpMrmwtz/yzFAsLcf8sxVmipGQrawr0QflTz5cSFmKqoGSTwBTicAmuH1i9umvZI55WdVb5AeAB24qkribOgvfEUEOVtV81v7x4Uf41kLqM17dqLmdtpPAHAU9sCsQzE96BMVIIPIrVRSJbPQ7K4NxbhmxvX5XA9RViuUs9cFpB55XzPMG0rnHzDv+X8hW1pd3cXamSfAJ6KowFrJxsUmaNFFFSMKQjIIpaKAOE1Jf+Ee8aQ6l0tdQ/cXHoGx8p/Lj8BXGfEXw+2naobyFcwT85HSvV/EWkRavpktvIudy8HHIPYj3FctpzJr+lzeGtXIF/agqjMMeYvYiu6hU09Py/wCAcdaGtzxw8UVqa9olzol+9vOpAB+VvUVlV3nKLRSUUALRSUUALRSUUALRSUUALRSUUALRSUUAT2du13dxwKMl2Ar3bwjZCO1WQLhFQRx/7o7/AIkk/iK8w8EaDLqN8G2HYCN7eg9Pqa9vtIFt4FjUYwK4sXUVuRHTh6evOyeiiivPO0KrXtnHeQNG6ggjuKs0UAeeMl/4Mu28qJ7rSJD+8gwWMXuPb+VUta8HaZ4mtTqmgzKXYZKD/CvSbm1juYyrrmuK1HwreaZeHUNCuDaTdWTGY5PqOx9x+VdVOvbf+vU5qlH+U8h1DTLvTZmiuoWRgcZI4qnXq17rlneL9l8UaYbSc8CdRlG/GuU1TwpBuMunXKSxNyu013xlzK5yNWZymaM1YnsJ7dyrociq5BHUVQgzRmkzRmgBc0ZpM0ZoAXNGaTNT2djdX8witLd5n9EGcfU9qG7Ba5DXQ+GPCt5rtwj7Gjtt3zSEdfZfWuj8NfDV5WSfVPnPBEKngfU9/wAP1r1LTtKgsIVREA2jAAHSuOriUtIHTToN6yIND0S30q0SKKMIFGABWvRRXBudgUUUUAFFFFAFa9txcW7IRzjiuA1SBrW5ORgE/rXpFcz4n03zITKg+tVF2Ymjj/MqSANNMsa9WNRLaXDfw4/GrUGm3Ibcrsp/2VNa3JOq0O2E0xmx+7jGxPw6n8TXRVyOiWt/Zyjyrh0Qn5kZMqfw/wAK65TkCsZblIWiiikMK5LxXYlMXSL0+9j0rrCcAmuR1y1v7uU+bcO6A/KqphR+H+Jqo7iZzHmUeZViXS51Ocn8VIqu1ncKfug/Q1rckvaXC91cKoyVU8D3rv7K3FvbqoHOOawvDOmeXCJXHNdLWUndlJC0UUVIwooooAQjIxXJ+KPDslwUv7BvJvLc7opB+oPsa62kZQwIIyDTjJxd0JpNWZwG+x8Z2r6bqkItdWhGCrcbvcHvXm/iHwrqGgzss0RaLPDgV694i8KRahtuIS0NxHzHLGcMv+I9qw/7elso/wCzfFlr50B+VLxFyP8AgXoa76Va+i+7/I4qlJrU8gpK9D1rwJaXkTXuhXKTRkbtqnP6Vw11p11ZuVmiYEHniutNMwKtFJRTAWikooAWikooAWikooAWtbQNDu9bvkhgjO3PzyEfKg/x9q0vDvgbUNZdJZ1a3tm7kfOw9h2/GvY9B8O2mj2qRQwqgUdB/nmuWriFHSO5vTouWr2E8N+H7fRbFIokwcZJPUn1NblJS15zbbuztSsrIKKKKQwooooAKQqGGCM0tFAGbfaJa3iFXjUg9QRkGuO1L4c25LPZNJaMTn9y2F/756flivQ6TGaqMpR2ZLipbnjGoeDdehGEmiugP76lG/qKwbvw5rUeTJpTn3jYNn8jmvoJoY3+8oP4VC+nWz9Yx+VbrEzW5k6EGfOUmj6kvXTLsf8AbFj/AEqIaTqTfd027P0gb/Cvow6Pan/lmKBo1qP4BV/W5difq67nz3D4Y1ufGzTZh/vYX+da1n8O9auSPNMUIPXJLH9OP1r3JdLtV/5Zj8qnS2iT7qAfhUvFTexSoRPL9K+FdspVrxpLhu4J2r+Q5/Wu40vwvZadEscUKRqP4VXArcAA6ClrCU5S3ZrGEY7IZHEkS7VXAp9FRzTw20LTTypFEgyzuwVR9SagokorkL74k6PCWj0+K41GUdPKTamfdj/MA1lT+MfE92Sbe1srCI9DJl3H4kgfpXRHDVZdDGVenHqeiUV5RcajrM3zXnimdT6QERj/AMdArPlmjbPmeINQkPctcOc/rW6wMurMnio9Eez0V4iLgIcwa5fofa4Yf1qSPWdYt+bXxJeEjtLKXH/j2aHgZdGJYpdj2qo5oVmQowyDXk9t4/8AE9mR5s1tfoOokjCkj6rit7TvivYuyx6rYTWZPBkjPmIPc9D+hrGWFqx6XNY4imzr00i1U52ZqwlnAnRBUOmaxp2sQefp15FcoOuw8r9R1H41drnaadmbJp7DRGq9FAp1FFIYUUUUAFNMat1UGnUUAQPZwP1jFV30i1Y52Yq/VHUtZ03R4/M1C9itwRkB2+ZvoOp/Cmk27ITaW5ahhWFAiDAFSVw938SUlYx6NpU923/PSb92n1xyT+lZs/iXxZdcm8stPXHSKMMf/Hs10xwtWXSxjLEU0elUV5FPeXr5+1eKb5sjkRzFR+mKoyyQH72t3z/707H+tarAy6sy+tLse10V4iLqSP8A1PiDUEH+zcuP61NH4i8Q2g/0XxFM4xgediT/ANCBoeBl0Y1io9Ue0UV5VafErX7M/wCmWttfR+q5jb8xkfpXR6V8TtDvnEV4JdPlP/PYZT/vof1ArCeGqx6Gsa8JdTsSM1RvdJt71GV0ByMHjrVuCeG5iWa3lSaNvuvGwYH6EVJXObHnuoeB5rOY3GkXMtk+c4j5Q/8AAf8ADFc3qdvrseft2nJeKODJD94/h1/nXspAPUVXmsbeYfNGK3hXnEylRjI+eLxLPzCrxyQP/ckUgj86z5IEB+SQEV9C3XhmyuRh41YejAEVjXPw60mc5NlAP91Nv8q3WLXVGLw76M8OKEd6YRivZn+F+kt/y54+kjj+tLH8L9JXrZg/WRz/AFq/rUOzJ+ryPGKnt7K7uzi2tppv9xC38q9xtvh9pMBBWytwV6Exgn8zW3b6BawgfKDioeL7IpYfuzxXTPh9rF8QZgtsp9fmb8hx+teg+HvhzY6cVlkj82Uf8tJeSPoOgruI7aKIfIgFS1zzrTnuzaNKMSC2sobZQEUCrFFFYmoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTJZY4InlldY40BZnY4CgdSTXkXjDx7ca3PJYaXK0GmrlWkHDT+ufRfbv39BrSpSquyM6lRQV2dT4g+JNpZyNZ6LGt/c9DLn90h+o+9+HHvXB3t7PqEv2jXNQlun6+WWwi/RRwPwFYhuhAgSEY9TVWSV5Dlmya9elRhT23POnVlPc3JPESwDZaRKijoQKzp9ZvJyS0xH0qjSVsZEj3Ej/ekY/jTNx9aSigBdxpRIw6MR+NNooAlW4lXo5p4u2PD8iq9FAFqG4e3nW4tZXgmQ5V0bBB+td/4c+Ks8TJba/H5qE4+1RLhh/vKOD+H5GvNqXNZ1KUKitJFwqSg9D6VtLu3vrZLm0mSaGQZV0OQamrwDwv4pvvDV75lu2+Bz+9gY/K/wDgfevbtE1yy1/T1vLKQlTw6NwyN6EV5NahKk79D0aVZVPU0aKKK5zYKr31/aaZaPd3s6QQRjLOx/zk+1U/EHiCx8Oaa15eP7RxA/NI3oP8e1eMa74jvvEl79pv5SIUP7q3U/Ig+nc+/Wumjh5VXfoYVayh6nW638Rb3UmNvoKm0t+j3Mqjef8AdHQfz+lco9xZwzNdXUr3dyxy0krFiT+NZEt85+WM7VqoWJOScmvVp04U1aKPPnOU3qbc/iW4KlYVCL7cVmy6ldSk7pm/A1VorQge0rt1Yn8abuNJRQAu4+tOErjoxH40yigCZbqVf4sinfaQ4xIM1XooA1dJ13UtCn87S7x4QTlo85R/qp4P869M8L/E2z1R0tNXRLK5bAWQE+XIf/Zfx4968fzijNY1KMKm61NYVZQ2PpoEEZHINLXjvgjx9No7Jp+pM01iThW6tD9PVfb8vSvX4pY54llidXRxlWU5BFeTVoypOzPRp1FNXQ+iiisTQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoornfHGvt4f8NzXETBbmX91D7Me/4DJ/CqjFyaSFJqKuzhfiT4xOoXTaJYSMLWFsXDDjzXHb6A/mfoK4IyYG0VGWJJJOSepNJmvbpwVOPKjypzc5XY7NJmu6+Gtpp9xba3PqFvZutvCjrJd24mWL7+TjrjjnBHSuwTRtI/t7UIjodkpg0+NxJ9hEkUjEt86RKSSOMYB3HGPQnKeIUJONtjSNFySdzxXNGa9hs9NsZJ9WkfTNHBgs4mhkutJa0hVsyZLLJk44GWHb6VVvNO8P6nB4jXQ7GyuriO0hK/ZYQ4WTD58vA9Av3e/vS+sq+wewdtzyjNGa9n0nQdJT7Bb3Ok2Quk0dZJ45LRXYP8o3MuMk5De55o/4R7S5Nfs5P7HsTHNpcxIFp5QeRXTnyWHykbuDyfmwegyvrUb7D+rvueMZozXb+GtAkg8PeJZNW0ho5Y7Lfbtd22GU4fJXcOO3I9q3dT0qK1ePS9L8HWupaa+niT7YMRvuJPzeeeOmDjrz6cVo66UrEqk2rnleaM11fhPw3b3Or6jZa9A0Ag06ScFt2YjlcPhSM4BJx3rX1HwJpk8dpJp14sNtHpq3M1yRzOScBgsjqFz15YAU3WgpWZKpSaujz3NGa6+x8BpfX01rHqwdBK0cN1FEjQS/LuGGMgJbAOQgbb3NT3Pgu10zwPeatPL9quXt7aaFhG6LDvcZAbO18g/h6DIodaF7XD2UrXOJzXTeDfElzoepBozujkwJIieHH+Poa5inI7I4ZeCDkVq0pKz2ITad0fTFvPFdQJPC4eORQysO4qO+vrfTbKa8upBHDCpZ2Pp/jXKfD/VvtWmrGzkq/KAn7rD7w/rj/erA+LXiAtJDoMDfKMTXGD1P8K/1/KvI9g/a+z/qx6Ptl7PnOO8S+I7nxLq73twNka/LDF2jX0+vrWQ0hb6UzNJXrRSirI85tt3Zu+D9GtvEHiODTbuSVIpFcloiA3CkjqD6V1MPgLQr+506Syu9QFpcXc1rMspTzAyI7AqQMYzH6Hg9q4rQtbufD+qx6laJE80YYBZQSvIwehHrW2/xF1c3lnPFaafAlnI8qQQwlY2dlZSzDdnOGboRyaxqRquXus1g4Je8dEfhzpA1W2s3h1m3jlZwZZprchgqk/LtyfTqOlRTfDSyhsdUkNxcmaJnNiN6gSIFUgt8vq2OMVgr8QbyK9S9g0XRre4VmJkhtSrPuBB3ENk9c/WmS/EDWZ9PNlIlsyG0+yb9rbtv97O773A56e1Z8lfuXzUuxtyeA9DbUJ9At9QvjrMFqJzK6r9nJ44x97kH149+lVLzwt4Y0aC1s9a1W9t9SubXz/MjjDQRk5wCACx5BHHXHbNUpviLrU1u6+RYpdvCIGv0gxcFOMjdnHOPT6YNNtviFrFtZwwiCxluLeIww3ssG6eNSMcNnHA9vrmmo1ur/r7hOVLsdLY/DjQ59Esr64udQjWe0E8twJYhDEdoPIYBsc/pyRWXongO11Tww1891ML+dZnsolICyKnHIIzyffuKzrb4h6zbfYwsVqyWlsbYI6MVlQgcuN3J+UenU+tSwfEzXrQWsVpHZ29raoI1tkiJRgBgZLEt+TCly1+4+al2LWkeH/Cd94WuNZnk1kGyCLcqjRcucZ2Ajpk9zVqL4f6ZfXOi/Y7u7jtr63kupzMVLBF2YC4GATv98e/Q8uviq9TTdU09Le2WDU5vNlwrZQ5zheeBx3zViPxxq8L6S0PkRHSYzFFtU/vEIAIfJ5ztHTHr1xinCrfR/wBW/wAyVKn1QuoaTot7DC3hWXUr25JPnWcsBeRVH8eUXGOnvyK590eKRo5FZHQlWVhggjqCK37/AMcavdW8NvaeRpMMTFhHpqmAEnucGufeR5ZGkkYu7kszMckk9STW0OZLUzly9ADYORXpXw38VvE6aVdSZt2OIy3/ACzYnp9D/OvM6uaVd/Y7+OQ/dJww9qc4RqR5WKM3B8yPpKisvQL03emxh3LyRqAWJ5YY4b8f55rUrw5RcW0z1YyUkmgoooqSgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8e+LepG41y2sFbKW0O8j0Zj/gB+dewHgGvBPHkhn8a6ieylF/JFrrwivUuc+IdoHOZozSHrRmvUPPJ4L67tYpore6mhjnXbKkchUSD0YDqOT19atx+ItciVFj1m/RUXagW6cBV9BzwOBWbmtTwzqtvoviKz1G6hM8MDksigE8ggEZ4yCcj3FTJK17XKV77lmzn8T66l2IdQvJ444c3JlvSqiP/aLsARyePrVfR7XXDm90j7TD+8S3M0Mvl/M5AC7sjqcf1rrdQ+IdhP8A2j9mS/V7nT1tknYIsjyAt8z7SAMBsce/FZfhbxdZ6Pok2nXv27m7juIzbEYO0gsrZI4O38ay5p8r900tG+5jXOo69pmrXIn1G9hv1PlTuLli528YLA84+tRHxBrRuRcnV74zhCgl+0vuCk5IznOMgcV28vxH0ia7hnksZ2eNrkJL5SK0SyH5Su1gc9jyp5Jzmucv/EkN34utNZVgog8ss/2MZYr0JQytuPQZLg/QiiMm94ikktpFSLUfEmrJcomoajcokDPcBrlyoiA53ZOMe3fNVYdU1eS2XTIb69aB/wB2tqkzlWyfuhAcHJPTFdinj3TF1KeRjqgiurBoJpY3Ik80tkMgeRtoAJx8xwScAc5QeOtJt9Lhtrf+05JYpreVGnOdmxsuAfMIAK5ACqoxwaXNL+UfKv5jjHOoaLeXNt5ktpOoaCdY5MEjupIPI46dKntdQ1kg3Fvqk0RtIdik3vlssf8AdQFgSOPurXaD4h6VHPeyW6XqtcXfniS4h83cpTaUZVlT5Qc4BJGO2ea53wz4ks9Gi1VJo5Ab1UERjiV1TDE8qWHHtmqUpNax1FypPRmYniLW42kaPWL9DI29yt043NgDJ55OAB+AqB9W1KSz+xvqF01ttC+S0zFMA5A25xgHmtnxf4itNf8AsjwG5aaNpWmebcqksRgIpkfaBjoDj0Arm81cbNXasRK6dri5ozSZozVknoPw0vykd3bhvnhKzqPYfe/8dzXH6/qT6trt7fOxbzpmK5PRc4UfgABW38N3/wCKnEP8MsLqw/CuWKbQfYkVmkvaN+RV/dsNzRmkzRmtCRc0ZpM1s2XhHXtRsYL60sDLb3DbYnEiDcdxXoTkcg9ewz0pOSW7Gk3sdcNB8IS+FI76Pyt0cdobmeO7Z5Iy8iiTcnRTjdjr344yU1LSfA6ana2sMllELqOeMyQ37SxwHH7uVmJGDxjaeOe+M1hDw/411C3XTx9qurZIo3SIXqvDsJwhX59pHHbpjtVQeCPErRtINLfaspiP7xM7gwXGM+pHPTHPTmuZJdZ/ibtvpH8Do7Wy8ETS37eTE6w3nkxxG7CFogmPMVnlQHL5Octxj5RnNOg0/wAD4s7eSOBmksWmlnbUMFZAMBCA20Mc5/DgVyx8Ia6JChs02iJpTL9oj8oKrbWzJu25B4IzkUyHwprdxC0sNmJEVmVSs0Z80qu4+WN37zjn5c1XKv5/xFd/ynbx6R8P1uGd2tXjkeHbGdRx5YZcNzuyQDyc9+4HFVG0fwSL638u4hKfYph5b3gdXmRgEZjvTBYZONyg4GMd+ZHgrxB5NvcSWIit7ho1WZ5U2jzCNpODwOR+dS3ngrVIdZm0y0e2unjfYv8ApMSNIdoJAQvnIz0qUlf4/wAR3f8AKdNZ6X4FkuG89Iole9CKkmooPLjMOSco7Aru75znAJ7HF8SPpj+DtGSwex8y3lmjlRJMzZ3EBioOCGCgkn/ZxgcVFD4FvHg06R5tzX8UkgigEbPGFGeQzrnvn06deKot4O8QK6p/Z5JaRI0xKh3s43KFweeOSR0AJOMU48t7839bCfNa3KYuaM1c1LSL/SGiF7CEEy743SRZEcZwcMpIPPvVLNdKaexi00LmjNJmjNAj2rwDfi40iym3clDbuPVl5X9N1dtXlvwymb+x5h1EV2hH4gj+teoryorycSrVGehh/gFooormOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGt90/SvFvEmltceMtVC43EK6j1G0f4Gvaq4HxBBFYeNLG9mUeRdKbeUnpnkr/AOzV04WXLUMMQrwPIZ0aKZ0YYINRV1XjvQTo+rlkH7mXlTXK16iaaujz7BRSUUwFrQ0HSZNd1u10uOVYWuHx5jDIUAEk478A8VnU+KWSGVJYnaORGDI6nBUjoQexpO9tBq19Tu7HwVpnlakovrfUnWxaSErKA1vKGx84jdh3Hc9+OKhl+HUa6xb6ZHr1u9w8xiljKr5iARl94RXJI4I52nOOMHNctNr2sXIYT6teyh0MbB7h23KeqnJ6e1LJr+sy+V5mrXz+SweLdcudjAYBHPBwT0rHlqdzTmh2OutPA2nxvq0c017dmCx863/0KSFyxJBPluQzYwMc4OT6YqF/hyqXVtY/29aC9keNZIG2ggMuSUAcs2PdVz1rlf7b1b7U13/al59odPLabz33sn90nOce1Wb698Rab5Wn3t9fwCJY5I4HuGxGMBkwuflI4wOo9qOWpf4gvC2xseOPDlj4dtNIjtVZpZUl86VldDKQwwdjH5eD0rka1ZYNc1a1gu7uaaa3eVooZru5ATefmYBnbA6cnpn3rLdSjshwSpwdpBH4EcGtIXSs3dkz1d0hKKSirIFopKKAOv8Ahwu3XprnHy29s7k+nFZP9nu+hrdoNwYndXUfD20K6fdS7TvunWJMf3erfhgY/GtTR9Ihm/tnw9MMSxSGWDI6qeR/PH4Vi5pTafYtRbjfzPK6KtalZSWF9LbSDDRtiqlbEC1uWfi3UrAaQIFgH9kGUwEqTu8w5YNzz1I4xWFXaeGtP8Kz+HxNqWya8MzrKhuUidE2/KU3yovXBzhvTFZ1HFLVFwTb0Y/TfiG0EGoNeWvnTyxItujvJPFlWJO/zZGIHP8ADVC4+IGt3M1tMwtlktrprpGWM8scjaecbcHHr755rogvhfU4LB9Rntrma10ezjSE3KoM7n8xcmRBvAxwW4znB6VVTSvBp0O8lia0M4lnB+1akY5YAD8gjVAyy8c55BPGT2xTp3+E1anbcxn8dajJfLetbp5qqwX/AEu7wNxBOP33A4HA49uBUh+ImtOkySLCyyztMNjyw7C3UAxuuR/vZrop4fCeqCxnuJNNXbpKCG3S427ZQcsrjzEAI3cAuCctknAqz4ah8GadqUl/BPb208V04j+1agm6KNouAu0srjLEZJ49cjFJyhb4RqMr/EcZL431SW2aDyrVA0NtFuVGyBAxZCPm65PP9Kux/ErVIr2W8j07TY55pBI7xxyIXIGBuw43Drw2Rnmp/h7LpJsNas9WntY4bkQL5dxc+SJAHOcEc8cdP061dl0jwf8A2HrGpW1uJV02WWGMmZyJmYjyjwegJI46gZOetVJwTcXElKbV0zFtviBqltHbKtpYu1r5vlyPExYCTOVzu6c/oOtQR+OdZii0mNGhUaScw/J/rONuH55wuV4xwfXmtjwPdaWnh+8huJtPgulvYJQ11J5bNGGB+U5GcbScdMnmtjU7PwRqetx3txeW++W4uBNi9BWYgfIWwRtX0wVHTJPWk5QUmnEaUmr8xwOt6/da7JE9yu0xA4Anmk6/9dHbHTtisutjxRBptvqiLpcflxNAhdRMkih+Q20rI+AcZwWJGfTFY1dEbcuhjK99RaKSlGSQByTVEnqHw3iZNCL4wJrxR9QFJ/pXqCfdH0rh/Blj5Gn6fbDrFGZJB/tNjH6D9a7kV5OJd6jO/D/wxaKKK5zoCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnPGOj/wBqaTIqcSqN0bejDkH866OmSIJEKnkGmm07oTV1Znn1xBH408JFXXZqFkNkiHqGFeTXVtJazvDKpV0OCDXr2r2l34b1k6zp8e+NuLqFR/rF/vD3FUPFHhm18TWC61opVmK5ZV/lXp0qia8jz6kGmeU12OieNodH8PWOnLDK7x3vm3KlF2yQ5BKgk5zkA9B0rk7i3ktpWilQo6nBBqGt5RUlZkRk47Hqdh430y91e5upLhoo4NPuijSxBJTuZGCKzyyB24OBgAdhg4FHUviPYSw34sbOYNd3MbsJkTEsYRUcN1wWAI4B4NedZozWSoQuX7WVj0a9+IdhcajDdQmWMRSSMnmWHmPGHTaVD/aAQOn3dnQe4Lbb4gaTaXF89tb3cTTTRSJPKpmeQKm0q481WIzkgM7Dk+1ed5ozT9jCwe1kehXHj/S5NAk02O2nUmzaJNsCKqy79yMPmJUL1HPB/Op3+IGiya22qGTWlZo4R5W4eXlCdwwsinGOmSRlmJU8V5tmjNHsYB7WR6PZfEPSYNqyx6kqQ6pLdRJEE2tG5YhWG7qCx4HGQDmqkvxAtG0yKM2cst19oRZnkCgSWqStIsec+4UjGMetcHmjNHsYC9rI7jXvFWg+IpVW/wDt5t42leIxW4WZSxyFLvK+V9gFxgYA6VxFJmjNXGKirImUnJ3YtSQRNPMsa8ljUVdb4L8Nyard+Y6kQr9446+wpykoq7FGLk7I77wNpey0hkwfLRcIMdfU/j/ICneKYJNF1m18RW6ErD8lwB3jJ6/gf5muusLRLS3WNVAwO1F/aJeWzxOoYEYwR1rynVbqc7PQVNKHIeY/ELw/HeQR67pw3xyrubbXmjDBr2Gxn/4Ru7Oian8+lXLEQSNz5R/un+lcp4z8EzaZK17ZL5tq/wAw284r0ac01Y4ZxaZxFFBGDSZrYgWrWm6dd6vfxWNjD51xLnYm4LnAJPJIHQGqma2fCWsW+g+J7PU7pJXhgL7liALHKMoxkgdT61Mm0nYaSvqSyeC/EMN21rNp5ikWJZmMk0aoqsdoyxbaCTxjOfalj8EeJZYbqZNJmKWjMsuSoOVGTgE5b/gOc9quD4jayspKQ2kUJt1t/IgV4UUKcggowZTyehA56UkPxE1iCGSNYLN2LO0M0yPLJbll2ko7sT0/vZ646cVler2Rpan5kEPgfXSlpcXNm0FlcyxJ9o3owUSEBTgNn+IVNqPhfxFElxZRPNd6fZSzeUrTBQwQ4d0iLZ4zyVB61c1P4hyPa2drplpCscMFsJpJ4R5jvCwYDcG5TIB9eT0zVOb4g6xcW8sEiRbHklceXLNFt8w5YfJIAwySRuz1NJOq9WgtTRy9FJmjNdBkLRSZozQAtaOiWn2nUIywJRGBIHc9hWeil2AFeneAPCzjZeXMe3PKIw5Huf8AP/1s6lRU48zKhBzdkdz4bsWtrXzJB878t/h9B0/CtymRoI0CqMAU+vHbbd2emkkrIKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK93apdRFWGa4S607UvC2oNfaShkgc5ntM8P7r6H2r0OoZ7eO4Qq6g5q4zcXoTKKktTz270nQfHVs01iRb3y/fib5WB+lec6z4a1HRp2jnhYqD94CvWtb8HrLOLu0eS3uV+7NCcN9D6isa51bVbKI2+u2A1G3UY+0RL84HqR1/nXdSrJ6HHOk0eTUV1+oaZoeosZtO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Question 8.Identify correct statements from the following:
a. The Constitution defines powers of the Legislative houses.
b. The Constitution cannot be changed under any circumstances.
c. Ideals that are in the preamble are reflected in the design of institutions.
d. Laws for the entire country are designed centrally.
Answer:Statement ‘a’ is correct because constitution shows parliamentary system of government.
Statement ‘b’ is incorrect because there has been many amendments in constitution by changing time period.
Statement ‘c’ is incorrect because ideals are the designs of individual’s loyalty of the state not the institution.
Statement ‘d’ is incorrect because laws are designed centrally as well as state wise too.
‘Damanpur’ is ruled by its king based on a set of rules written down by the priest and ministers. He also has divided his kingdom into 16 provinces to which he appoints his officers as governors. Can we say this is democratic country? Is it a constitutional country? Give reasons for your answer.
Answer:
No.
Explanation - We cannot say that Damanpur is a democratic country because democracy actually means that the place is ruled by the people itself, not by any king or queen. The rules that are written down by the priests are not a right but it is an order. And in a democracy the order, rule, regulations are made for the people with a consent of keeping them free not bounded. A democracy is run by the people, for the people and of the people. Rules here are not constitution. The place in a democracy should be ruled by the people themselves with the help of elected representatives.
Question 2.
Which of the following statement is correct?
a. Constitution determines the relationship between people and government.
b. Democratic countries generally contain a Constitution.
c. To make a Constitution to a diverse country like India is not an easy task.
d. All are correct
Answer:
D
Explanation-
a) Constitution though made for people for their convenience and the constitutional provisions governed by the elected government by the people determines the relationship between government and people. So ‘a’ is correct.
b) Democracy is maintained when there is a constitution made by representatives of people. So ‘b’ is correct.
c) India is land of different cultures, religions, caste and creed. This makes Indian constitution to be framed in such a way that no one is left privileged. But it becomes a real task to give everyone the same equal rights. So ‘c’ is also correct.
Question 3.
Match the following leaders with their roles in the making of the Constitution:
Answer:
Question 4.
Read again the extracts from Nehru’s speech and answer the following:
a. What pledge did he want the makers of the Indian Constitution to take?
b. “The ambition of the greatest man of our generation has been to wipe every tear from every eye.” Who was he referring to?
Answer:
a) In his pledge he wants makers of constitution to take in account. ‘The service of India means the service of the millions who suffer. It means the ending of poverty and ignorance and disease and inequality of opportunity’.
b) “The ambition of the greatest man of our generation has been to wipe every tear from every eye.” Here Nehru was referring to Mahatma Gandhi because it was his wish to see an India in which there shall be no high class and low class of people; an India in which all communities shall live in perfect harmony. There can be no room in such an India for the curse of untouchability or the curse of the intoxicating drinks and drugs. Women will enjoy the same rights as men.
Question 5.
Here are some of the guiding values of the Constitution and their meaning.
Rewrite them by matching them correctly.
Answer:
Question 6.
Read the section ‘Dream and Promise’ again. Draw a table with statements that you consider as dream in the first column and promise in second column.
Answer:
Question 7.
Which aspects of the dreams and promises can you identify in the words used in preamble? Create a chart to show the relationships.
Answer:
Question 8.
Identify correct statements from the following:
a. The Constitution defines powers of the Legislative houses.
b. The Constitution cannot be changed under any circumstances.
c. Ideals that are in the preamble are reflected in the design of institutions.
d. Laws for the entire country are designed centrally.
Answer:
Statement ‘a’ is correct because constitution shows parliamentary system of government.
Statement ‘b’ is incorrect because there has been many amendments in constitution by changing time period.
Statement ‘c’ is incorrect because ideals are the designs of individual’s loyalty of the state not the institution.
Statement ‘d’ is incorrect because laws are designed centrally as well as state wise too.