Class 10th Understanding Economic Development CBSE Solution
Let's Work These Out-pg-21- Complete the given table to show how sectors are dependent on each other. EXAMPLE WHAT…
- Explain the difference between primary, secondary and tertiary sectors using examples…
- Classify the following list of occupations under primary, secondary and tertiary sectors:…
- Students in a school are often classified into primary and secondary or junior and senior.…
Let's Work These Out-pg-23- What does the history of developed countries indicate about the shifts that have taken…
- Correct and arrange the important aspects for calculating GDP from this jumble. To count…
Let's Work These Out-pg-24Let's Work These Out-pg-27- Complete the above table to show how sectors are dependent on each other.…
- Choose the correct answer: Underemployment occurs when people:A. Do not want to work B.…
- Compare and contrast the changes in India with the pattern that was observed for developed…
- Why should we be worried about underemployment?
Let's Work These Out-pg-29- Why do you think NREGA 2005 is referred to as Right to Work?
- Imagine that you are the village head. In that capacity suggest some activities that you…
- How would income and employment increase of farmers were provided with irrigation and…
- In what ways can employment be increased in urban areas?
Let's Work These Out-pg-31- Look at the following examples. Which of these are unorganized sector activities? (i) A…
- Talk to someone who has a regular job in the organized sector and another who works in the…
- How would you distinguish between organized and unorganized sectors? Explain in your own…
- The table below shows the estimated number of workers in India in the organized and…
Exercises- Fill in the blanks using the correct option given in the bracket: (i) Employment in the…
- The sectors are classified into public and private sectors on the basis of: Choose the…
- GDP is the total value of_______ produced during a particular year. Choose the most…
- In terms of GDP the share of tertiary sector in 2003 is _____ Choose the most appropriate…
- Production of a commodity, mostly through the natural process, is an activity in _____…
- Match the following: Problems faced by farming sector Some possible measures 1.…
- Find the odd one out and say why. (i) Tourist guide, dhobi, tailor, potter (ii) Teacher,…
- A research scholar looked at the working people in the city of Surat and found the…
- Do you think the classification of economic activities into primary, secondary and…
- For each of the sectors that we came across in this chapter why one should focus on…
- Make a long list of all kinds of all kinds of work that you find adults around you doing…
- How is Tertiary sector different from other sectors? Illustrate with a few examples.…
- What do you understand by disguised unemployment? Explain with an example each from the…
- Distinguish between open unemployment and disguised unemployment.…
- Tertiary sector is not playing any significant role in the development of Indian economy.…
- Service sector in India employs two different kinds of people. Who are these?…
- Workers are exploited in the unorganized sector. Do you agree with this view? Give reasons…
- How are the activities in the economy classified on the basis of employment conditions?…
- Compare the employment conditions prevailing in the organized and unorganized sectors.…
- Explain the objective of implementing the NREGA 2005.
- Using examples from your area compare and contrast the activities and functions of private…
- Discuss and fill the following table giving one example each from your area.…
- Give a few examples of public sector activities and explain why the government has taken…
- Explain how public sector contributes to the economic development of a nation.…
- The workers in the unorganized sector need protection on the following issues: wages,…
- A study in Ahmedabad found that out of 15, 00, 000 workers in the city, 11, 00, 000 worked…
- The following gives the GDP I rupees (Crore) by the three sectors: Year Primary Secondary…
- Complete the given table to show how sectors are dependent on each other. EXAMPLE WHAT…
- Explain the difference between primary, secondary and tertiary sectors using examples…
- Classify the following list of occupations under primary, secondary and tertiary sectors:…
- Students in a school are often classified into primary and secondary or junior and senior.…
- What does the history of developed countries indicate about the shifts that have taken…
- Correct and arrange the important aspects for calculating GDP from this jumble. To count…
- Complete the above table to show how sectors are dependent on each other.…
- Choose the correct answer: Underemployment occurs when people:A. Do not want to work B.…
- Compare and contrast the changes in India with the pattern that was observed for developed…
- Why should we be worried about underemployment?
- Why do you think NREGA 2005 is referred to as Right to Work?
- Imagine that you are the village head. In that capacity suggest some activities that you…
- How would income and employment increase of farmers were provided with irrigation and…
- In what ways can employment be increased in urban areas?
- Look at the following examples. Which of these are unorganized sector activities? (i) A…
- Talk to someone who has a regular job in the organized sector and another who works in the…
- How would you distinguish between organized and unorganized sectors? Explain in your own…
- The table below shows the estimated number of workers in India in the organized and…
- Fill in the blanks using the correct option given in the bracket: (i) Employment in the…
- The sectors are classified into public and private sectors on the basis of: Choose the…
- GDP is the total value of_______ produced during a particular year. Choose the most…
- In terms of GDP the share of tertiary sector in 2003 is _____ Choose the most appropriate…
- Production of a commodity, mostly through the natural process, is an activity in _____…
- Match the following: Problems faced by farming sector Some possible measures 1.…
- Find the odd one out and say why. (i) Tourist guide, dhobi, tailor, potter (ii) Teacher,…
- A research scholar looked at the working people in the city of Surat and found the…
- Do you think the classification of economic activities into primary, secondary and…
- For each of the sectors that we came across in this chapter why one should focus on…
- Make a long list of all kinds of all kinds of work that you find adults around you doing…
- How is Tertiary sector different from other sectors? Illustrate with a few examples.…
- What do you understand by disguised unemployment? Explain with an example each from the…
- Distinguish between open unemployment and disguised unemployment.…
- Tertiary sector is not playing any significant role in the development of Indian economy.…
- Service sector in India employs two different kinds of people. Who are these?…
- Workers are exploited in the unorganized sector. Do you agree with this view? Give reasons…
- How are the activities in the economy classified on the basis of employment conditions?…
- Compare the employment conditions prevailing in the organized and unorganized sectors.…
- Explain the objective of implementing the NREGA 2005.
- Using examples from your area compare and contrast the activities and functions of private…
- Discuss and fill the following table giving one example each from your area.…
- Give a few examples of public sector activities and explain why the government has taken…
- Explain how public sector contributes to the economic development of a nation.…
- The workers in the unorganized sector need protection on the following issues: wages,…
- A study in Ahmedabad found that out of 15, 00, 000 workers in the city, 11, 00, 000 worked…
- The following gives the GDP I rupees (Crore) by the three sectors: Year Primary Secondary…
Let's Work These Out-pg-21
Question 1.Complete the given table to show how sectors are dependent on each other.
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)
Answer:
Question 2.Explain the difference between primary, secondary and tertiary sectors using examples other than those mentioned in the text.
Answer:The difference between different types of sectors is as follows:
Question 3.Classify the following list of occupations under primary, secondary and tertiary sectors:
● Tailor
● Workers in match factory
● Basket weaver
● Money lender
● Flower cultivator
● Gardener
● Milk vendor
● Potter
● Fishermen
● Bee-keeper
● Priest
● Astronaut
● Courier
● Call centre employee
Answer:Above mentioned occupations are categorized as follows…
![](data:image/png;base64,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)
Question 4.Students in a school are often classified into primary and secondary or junior and senior. What is the criterion that is used? Do you think this is a useful classification? Discuss.
Answer:Students in a school are often classified into primary and secondary or junior and senior. This is the criteria which are used to easily identify the standard of a student, whether to identify the standard of a student or to know about his nature towards other students and teachers or to know the students’ knowledge. So these are the few basics on which students are classified into different categories or classes. There is no any kind of Casteism it’s just the way to know which student is senior or junior which is average, which is topper or which one is at the low level.
And yes, in my opinion this kind of classification is useful as it is not possible to classify them all on the basis of their age.
Complete the given table to show how sectors are dependent on each other.
Answer:
Question 2.
Explain the difference between primary, secondary and tertiary sectors using examples other than those mentioned in the text.
Answer:
The difference between different types of sectors is as follows:
Question 3.
Classify the following list of occupations under primary, secondary and tertiary sectors:
● Tailor
● Workers in match factory
● Basket weaver
● Money lender
● Flower cultivator
● Gardener
● Milk vendor
● Potter
● Fishermen
● Bee-keeper
● Priest
● Astronaut
● Courier
● Call centre employee
Answer:
Above mentioned occupations are categorized as follows…
Question 4.
Students in a school are often classified into primary and secondary or junior and senior. What is the criterion that is used? Do you think this is a useful classification? Discuss.
Answer:
Students in a school are often classified into primary and secondary or junior and senior. This is the criteria which are used to easily identify the standard of a student, whether to identify the standard of a student or to know about his nature towards other students and teachers or to know the students’ knowledge. So these are the few basics on which students are classified into different categories or classes. There is no any kind of Casteism it’s just the way to know which student is senior or junior which is average, which is topper or which one is at the low level.
And yes, in my opinion this kind of classification is useful as it is not possible to classify them all on the basis of their age.
Let's Work These Out-pg-23
Question 1.What does the history of developed countries indicate about the shifts that have taken place between sectors?
Answer:The history of developed countries indicate about the shifts that have taken place between sectors that from then to now there has been a major shift from the secondary sector which means manufacturing industries to the tertiary sector or service sector, which has become the most important sector of the country’s economy and most number of people are employed in this sector in the developed countries which means a lot of changes can be noticed if we look up at history once.
Question 2.Correct and arrange the important aspects for calculating GDP from this jumble.
To count goods and services we add the numbers that are produced.
We count all those that were produced in the last five years.
Since we shouldn’t leave out anything we add up all these goods and services.
Answer:We count the value of all the final goods and services that were produced in a particular year. Gross domestic product itself shows that what is the flow of goods and services in a financial year in an economy. And to calculate GDP it’s necessary to count all the final goods and services which are produced in a particular year.
What does the history of developed countries indicate about the shifts that have taken place between sectors?
Answer:
The history of developed countries indicate about the shifts that have taken place between sectors that from then to now there has been a major shift from the secondary sector which means manufacturing industries to the tertiary sector or service sector, which has become the most important sector of the country’s economy and most number of people are employed in this sector in the developed countries which means a lot of changes can be noticed if we look up at history once.
Question 2.
Correct and arrange the important aspects for calculating GDP from this jumble.
To count goods and services we add the numbers that are produced.
We count all those that were produced in the last five years.
Since we shouldn’t leave out anything we add up all these goods and services.
Answer:
We count the value of all the final goods and services that were produced in a particular year. Gross domestic product itself shows that what is the flow of goods and services in a financial year in an economy. And to calculate GDP it’s necessary to count all the final goods and services which are produced in a particular year.
Let's Work These Out-pg-24
Question 1.Answer the following questions by looking at the graph
![](data:image/png;base64,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)
(i) Which was the largest producing sector in 1971-72?
(ii) Which is the largest producing sector in 2011-12?
(iii) Can you say which sector has grown the most over, forty years?
(iv) What was the GDP of India in 2011-12?
Answer:(i) In 1971-72 the largest producing sector was primary sector.
(ii) In 2011-12 the largest producing sector is tertiary sector.
(iii) The tertiary sector has grown the most over forty years.
(iv) The total GDP of India in 2011-12 was 2,10,000 crore rupees.
Answer the following questions by looking at the graph
(i) Which was the largest producing sector in 1971-72?
(ii) Which is the largest producing sector in 2011-12?
(iii) Can you say which sector has grown the most over, forty years?
(iv) What was the GDP of India in 2011-12?
Answer:
(i) In 1971-72 the largest producing sector was primary sector.
(ii) In 2011-12 the largest producing sector is tertiary sector.
(iii) The tertiary sector has grown the most over forty years.
(iv) The total GDP of India in 2011-12 was 2,10,000 crore rupees.
Let's Work These Out-pg-27
Question 1.Complete the table using the data given in Graphs 2 and 3 answer the question that follows.
![](data:image/png;base64,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)
What are the changes that you observe in the primary sector over a span of thirty years?
Answer:Graph 2: Share of Sectors in GDP (%)
![](data:image/png;base64,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)
From the table it can be noticed that the share in GDP has reduced drastically from 40% to 12%, as it was 40% in 1971-72 then it increased 9% in 1972-73 and in 2011-12 it has become 12% only. And the share in employment was 0% in 1971-72 and in 1972-73 it has increased upto 74% after that in 2011-12 again it reduced and came down as it remained 49% only.
Question 2.Choose the correct answer:
Underemployment occurs when people:
A. Do not want to work
B. Are working in a lazy manner
C. Are working less than what they are capable of doing
D. Are not paid for their work
Answer:It is very clear that underemployment occurs when various people are working less than what they are capable of doing. It is also known as hidden unemployment because of no job opportunities people are unable to find the other job and the place where they are working is already full of employees so there is no need of other employees still these people who don’t have any other works are engaged in this.
Question 3.Compare and contrast the changes in India with the pattern that was observed for developed countries. What kinds of changes between sectors were desired but did not happen in India?
Answer:Secondary and tertiary sectors are increasing at a rapid speed and especially tertiary sector is increasing and its contribution in developing the economy of our country has been more always. It renders many job opportunities so that people are able to earn their livelihood. If India wants to become a strong industrialized nation then not the growth of only tertiary sector but all sectors must be grown at equal rate so that it can work properly for a better and bright economy.
Question 4.Why should we be worried about underemployment?
Answer:We should be worried about unemployment because if there is no job then how will people survive. Our nation will become poorer and will never be grown at any cost. It is said that if we want a strong and bright future then base must be strong and hard so that no can harm it any cost. So, if there is no employment then how will people be able to get the education and how will they serve their economy and besides this there are many more reasons that we must be worried about unemployment. Only because of employment a person is able to serve and survive without this nothing will be possible.
Complete the table using the data given in Graphs 2 and 3 answer the question that follows.
What are the changes that you observe in the primary sector over a span of thirty years?
Answer:
Graph 2: Share of Sectors in GDP (%)
From the table it can be noticed that the share in GDP has reduced drastically from 40% to 12%, as it was 40% in 1971-72 then it increased 9% in 1972-73 and in 2011-12 it has become 12% only. And the share in employment was 0% in 1971-72 and in 1972-73 it has increased upto 74% after that in 2011-12 again it reduced and came down as it remained 49% only.
Question 2.
Choose the correct answer:
Underemployment occurs when people:
A. Do not want to work
B. Are working in a lazy manner
C. Are working less than what they are capable of doing
D. Are not paid for their work
Answer:
It is very clear that underemployment occurs when various people are working less than what they are capable of doing. It is also known as hidden unemployment because of no job opportunities people are unable to find the other job and the place where they are working is already full of employees so there is no need of other employees still these people who don’t have any other works are engaged in this.
Question 3.
Compare and contrast the changes in India with the pattern that was observed for developed countries. What kinds of changes between sectors were desired but did not happen in India?
Answer:
Secondary and tertiary sectors are increasing at a rapid speed and especially tertiary sector is increasing and its contribution in developing the economy of our country has been more always. It renders many job opportunities so that people are able to earn their livelihood. If India wants to become a strong industrialized nation then not the growth of only tertiary sector but all sectors must be grown at equal rate so that it can work properly for a better and bright economy.
Question 4.
Why should we be worried about underemployment?
Answer:
We should be worried about unemployment because if there is no job then how will people survive. Our nation will become poorer and will never be grown at any cost. It is said that if we want a strong and bright future then base must be strong and hard so that no can harm it any cost. So, if there is no employment then how will people be able to get the education and how will they serve their economy and besides this there are many more reasons that we must be worried about unemployment. Only because of employment a person is able to serve and survive without this nothing will be possible.
Let's Work These Out-pg-29
Question 1.Why do you think NREGA 2005 is referred to as ‘Right to Work’?
Answer:National Rural Employment Guarantee Act 2005 was launched by the government to provide job opportunities so that people might be able to earn their livelihood. It guarantees at least 100 days work for one member of each family. This program fulfills one of the fundamental rights as per the Constitution and the right is ‘Right to work’.
Every citizen of a country has the right to work and if government is unable to provide more and more job opportunities then it will have to pay daily wages especially to those sections of society who are impoverished. This is why this programme is called ‘Right to Work’.
Question 2.Imagine that you are the village head. In that capacity suggest some activities that you think should be taken up under this Act that would also increase the income of people? Discuss.
Answer:Activities are as follows..
(i) Water conservation and water harvesting is the most important things that must be included under this Act.
(ii) To stop the problem of drought tube wells must be dug.
(iii) To irrigate the canals for crops irrigation panels must be set up.
(iv) To make provision of irrigation facility on the lands of SCs and STs and others.
(v) Renovation of traditional water bodies like tanks.
(vi) Land must be developed for agriculture and horticulture.
(vii) To control flood and to protect from any such disasters check dams must be constructed.
(viii) To improve rural connectivity and to provide all weather access to the villages roads must be constructed.
Question 3.How would income and employment increase of farmers were provided with irrigation and marketing facilities?
Answer:(i) All the farmers require transporting their products to a nearby town for sales and if the government invests money in transportation and storage of crops or for the betterment of rural roads so that mini trucks and other vehicles can reach everywhere.
(ii) If any dam is constructed and canals are dug to solve the issue of irrigation then the agricultural land could lead to a lot of employment generation within the agricultural sector itself.
Question 4.In what ways can employment be increased in urban areas?
Answer:To increase the employment opportunities in urban areas:
(i) It is necessary to invest in the basic industries so that more and more people should be employed.
(ii) To improve the local and inter city transportation which will increase the number of people working in the transportation industry.
(iii) Increasing of vocational education courses which will increase the job opportunities in other ways also due to which people can easily educate themselves for the vocation jobs.
(iv) By giving incentives the capacity of industry in the urban areas employment opportunities can be increased.
Why do you think NREGA 2005 is referred to as ‘Right to Work’?
Answer:
National Rural Employment Guarantee Act 2005 was launched by the government to provide job opportunities so that people might be able to earn their livelihood. It guarantees at least 100 days work for one member of each family. This program fulfills one of the fundamental rights as per the Constitution and the right is ‘Right to work’.
Every citizen of a country has the right to work and if government is unable to provide more and more job opportunities then it will have to pay daily wages especially to those sections of society who are impoverished. This is why this programme is called ‘Right to Work’.
Question 2.
Imagine that you are the village head. In that capacity suggest some activities that you think should be taken up under this Act that would also increase the income of people? Discuss.
Answer:
Activities are as follows..
(i) Water conservation and water harvesting is the most important things that must be included under this Act.
(ii) To stop the problem of drought tube wells must be dug.
(iii) To irrigate the canals for crops irrigation panels must be set up.
(iv) To make provision of irrigation facility on the lands of SCs and STs and others.
(v) Renovation of traditional water bodies like tanks.
(vi) Land must be developed for agriculture and horticulture.
(vii) To control flood and to protect from any such disasters check dams must be constructed.
(viii) To improve rural connectivity and to provide all weather access to the villages roads must be constructed.
Question 3.
How would income and employment increase of farmers were provided with irrigation and marketing facilities?
Answer:
(i) All the farmers require transporting their products to a nearby town for sales and if the government invests money in transportation and storage of crops or for the betterment of rural roads so that mini trucks and other vehicles can reach everywhere.
(ii) If any dam is constructed and canals are dug to solve the issue of irrigation then the agricultural land could lead to a lot of employment generation within the agricultural sector itself.
Question 4.
In what ways can employment be increased in urban areas?
Answer:
To increase the employment opportunities in urban areas:
(i) It is necessary to invest in the basic industries so that more and more people should be employed.
(ii) To improve the local and inter city transportation which will increase the number of people working in the transportation industry.
(iii) Increasing of vocational education courses which will increase the job opportunities in other ways also due to which people can easily educate themselves for the vocation jobs.
(iv) By giving incentives the capacity of industry in the urban areas employment opportunities can be increased.
Let's Work These Out-pg-31
Question 1.Look at the following examples. Which of these are unorganized sector activities?
(i) A teacher taking classes in a school.
(ii) A head load worker carrying a bag of cement on his back in a market.
(iii) A farmer irrigating her field.
(iv) A doctor in a hospital treating a patient.
(v) A daily wage labourer working under a contractor.
(vi) A factory worker going to work in a big factory.
(vii) A handloom weaver working in her house.
Answer:Unorganized Sector’s example is as follows..
(ii) A head load worker carrying a bag of cement on his back in a market.
(iii) A farmer irrigating her field.
(v) A daily wage labourer working under a contractor.
(vii) A handloom weaver working in her house.
Question 2.Talk to someone who has a regular job in the organized sector and another who works in the unorganized sector. Compare and contrast their working conditions in all aspects.
Answer:The comparison of Working Conditions in the Organized and Unorganized Sectors is as follows:
Question 3.How would you distinguish between organized and unorganized sectors? Explain in your own words.
Answer:Difference between organized sector and unorganized sector is as follows:
Question 4.The table below shows the estimated number of workers in India in the organized and unorganized sectors. Read the table carefully. Fill in the missing data and answer the questions that follow.
![](data:image/png;base64,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)
● What is the percentage of people in the unorganized sector in agriculture?
● Do you agree that agriculture is an unorganized sector activity? Why?
● If we look at the country as a whole, we find that…..of the workers in India are in the unorganized sector. Organized sector employment is available to only about…..of the workers in India.
Answer:(i) The percentage of people in unorganized sector in agriculture is zero because as the proportion of agriculture sector people out of total number of people in unorganized sector is not mentioned over there so it means that the percentage is considered zero. Also we can consider that people were not engaged in agriculture at that time.
(ii) Yes, it can be said that agriculture in our country is an activity of the unorganized sector and the reasons are:
(a) People engaged in agriculture are not paid properly and not even on regular basis which is the first negative point.
(b) In the agriculture sector there is the issue of underemployment. More than required people are engaged in this sector.
(c) Farmers are dependent on moneylenders and relatives for their loan requirements.
(iii) If we look at the country as a whole, we find that 93% of the workers in India are in the unorganized sector. Organized sector employment is available to only about 7% of the workers in India.
Look at the following examples. Which of these are unorganized sector activities?
(i) A teacher taking classes in a school.
(ii) A head load worker carrying a bag of cement on his back in a market.
(iii) A farmer irrigating her field.
(iv) A doctor in a hospital treating a patient.
(v) A daily wage labourer working under a contractor.
(vi) A factory worker going to work in a big factory.
(vii) A handloom weaver working in her house.
Answer:
Unorganized Sector’s example is as follows..
(ii) A head load worker carrying a bag of cement on his back in a market.
(iii) A farmer irrigating her field.
(v) A daily wage labourer working under a contractor.
(vii) A handloom weaver working in her house.
Question 2.
Talk to someone who has a regular job in the organized sector and another who works in the unorganized sector. Compare and contrast their working conditions in all aspects.
Answer:
The comparison of Working Conditions in the Organized and Unorganized Sectors is as follows:
Question 3.
How would you distinguish between organized and unorganized sectors? Explain in your own words.
Answer:
Difference between organized sector and unorganized sector is as follows:
Question 4.
The table below shows the estimated number of workers in India in the organized and unorganized sectors. Read the table carefully. Fill in the missing data and answer the questions that follow.
● What is the percentage of people in the unorganized sector in agriculture?
● Do you agree that agriculture is an unorganized sector activity? Why?
● If we look at the country as a whole, we find that…..of the workers in India are in the unorganized sector. Organized sector employment is available to only about…..of the workers in India.
Answer:
(i) The percentage of people in unorganized sector in agriculture is zero because as the proportion of agriculture sector people out of total number of people in unorganized sector is not mentioned over there so it means that the percentage is considered zero. Also we can consider that people were not engaged in agriculture at that time.
(ii) Yes, it can be said that agriculture in our country is an activity of the unorganized sector and the reasons are:
(a) People engaged in agriculture are not paid properly and not even on regular basis which is the first negative point.
(b) In the agriculture sector there is the issue of underemployment. More than required people are engaged in this sector.
(c) Farmers are dependent on moneylenders and relatives for their loan requirements.
(iii) If we look at the country as a whole, we find that 93% of the workers in India are in the unorganized sector. Organized sector employment is available to only about 7% of the workers in India.
Exercises
Question 1.Fill in the blanks using the correct option given in the bracket:
(i) Employment in the service sector _______ increased to the same extent as production. (Has/has not)
(ii) Workers in the ______ sector do not produce goods. (Tertiary/agricultural)
(iii) Most of the workers in the ______ sector enjoy job security. (Organized/unorganized)
(iv) A ______ proportion of laborers in India are working in the unorganized sector. (Large/small)
(v) Cotton is a ______ product and cloth is a _____ product. (Natural/manufactured)
(vi) The activities in Primary, secondary and tertiary sectors are _____ (Independent/Interdependent)
Answer:(i) Has not
(ii) Tertiary
(iii) Organized
(iv) large
(v) Natural; manufactured
(vi) Interdependent
Question 2.Choose the most appropriate answer:
The sectors are classified into public and private sectors on the basis of:
A. Employment conditions
B. The nature of economic activity
C. Ownership of enterprises
D. Number of workers employed in the enterprise
Answer:The sectors are classified into two types which are named as private and public sectors. This classification is made on the basis of ownership of enterprises. Private sectors are those sectors which is the part of the economy, and sometimes known as the citizen sector also, which is run by private individuals or groups, usually as a means of enterprise for profit, the private sector is run by private individuals or groups specially for the means of profit and is not controlled by the state and on the other hand public sector works for social welfare keeping profit at a side it serves the people in many ways.
Question 3.Choose the most appropriate answer:
GDP is the total value of_______ produced during a particular year.
A. All goods and services
B. All final goods and services
C. All intermediate goods and services
D. All intermediate and final goods and services.
Answer:GDP or Gross Domestic Product is the total value of goods produced and services provided in a country during one year and is used to measure a country’s economy. The data is collected by the Central Statistics Office (CSO) that falls under the leadership of the Ministry of Statistics and Program Implementation.
Question 4.Choose the most appropriate answer:
In terms of GDP the share of tertiary sector in 2003 is _____
A. Between 20 per cent to 30 per cent
B. Between 30 per cent to 40 per cent
C. Between 50 per cent to 60 per cent
D. 70 per cent
Answer:In terms of GDP the share of tertiary sector in 2003 is 50% to 60%. Tertiary sector is also known as service sector as it provides services to population. It employs many different kinds of people. At one hand it limited number of services that employ highly skilled and educated workers and at the other hand large number of workers are engaged in services such as small shopkeepers, repair persons, transport persons, etc. In the year 2003, the tertiary sector has emerged as the largest producing sector in India replacing the primary sector.
Question 5.Choose the most appropriate answer:
Production of a commodity, mostly through the natural process, is an activity in _____ sector.
A. Primary
B. Secondary
C. Tertiary
D. Information technology
Answer:Production of a commodity, mostly through the natural process is an activity in primary sector. As we all know there are three sectors in an economy named as primary, secondary and tertiary. Basically primary sector belongs to the sector where agriculture is the very first activity we notice always. Products which are used here are milk, minerals and ores which are natural. These products become the cause of production of any commodity.
Question 6.Match the following:
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PmWJ1nwX1Pd9MdVrZvkmKLm7KFQ+FBVikxqSIOg+ZMNXZSDpFwJqy4mEjRvqirnvRVCfuCxEQFmyMxeDIBi8/JmMj8asHd8VvT9tM0J/rkdtJXpFgNR5tgwkmbYeJOG9xWoq3uImE453AYj9E5z4VjnKXzGOij7zWJsyDhBtakLZfJjJpdmX6T60MV6bcp4lt1jEkPOwe8ExMYbJhxp8m4x3dm/jel/WwdmRTRPjdIYcMemo7rTco2bN4ji8/MeJBtrJvEqdJaFQ/u0ScuA3Vus3TB4HGTdJfEtsjJEhUTxkooz/djuqYC75ZwEIdLD0+R2ZYry5hv1T5d978rkQ+d4NcS+eezLxpImcaWFWF7KuzaivBHKuyLEitHyvdnCWeIg2eCMcj6cYvBBGfKbJ6yny7tLOVlDYdFHgzWOC1mnH+XKCuDeLlq3kZhdDI4MSH6pcRWXb4NyM7Ee6TrJAZDuL1dyvO+Qtf9rOTEs7+RSIsjzr/K4v2ok7w8VXG7GAa/OltfEViRULc3SEwiqU8cKQ71UVJuOC/iM+OnTtmmYzdjxyxSVTubq/tMzvI65fkdijDuH5ql1aT9ZNEXOj0hS/vVOr9SGtQmnqv77FbRThkvbpS+JDEhDHuHTtjtot1HPyfdudKDU6QmcarGAepimLZcxfmUVAYOY2XHGJbXE+dVYxR5leMncckXo+0wfsIR7j3pB9LGUm5Nx52m4x5j03yJOvy9RDsuy0m7q3rPfIyLMjYZ15uWLdJsemzSh2vTGkkitbk4ggkMRwBnwkDIqmg62kzvd7kDZlVqM4GuEajtw1N1C7proF3eySGwlLKJLXtW+tdIX5+crJ2LCZiACYyWgB3waHk6tYklwEca35P4TJnPo3DIZ05slk7dBEzABNojULuMbq9oznmGEVhV73u5xOfmfM65wTR+/5nc78rPUmExZxrXtV9tehIYSR8eSSLTk6/fygQmjID73YShdcImMCkEavuwt6AnpR6ciQmYgAmYgAksTMAO2C3CBEzABEzABFogMEoHzP/f4ie9+L9bfEbH/7XL/09gC69XmeV+qXz7VN51oAmYgAmYgAlMEQK1+9gqJ/+JPb448fN0zQ9LVP3H6LZfix8r4J1ub7sgLeS/tfKcm7RsC/k7y+YEmvS75qk5pgmYwGQTGEkfbpLIU/VmxEMHprfEKfMXc6aaHZfKedRUK9gklIdfv4p6mjUJ+TmLsRNo0u/GnrqfNAETmGgCtX14VFvQ/F5wWPym8r8UcN1Ev+EY0udn7VaWdh7Ds37EBEzABEzABCaNQJ0X/6BKEquq/HhEKuH+Ol4q8Zui/E4tnw0fLz0l3efA57L5s1zzg/786D/h/BZo+furz1AYv2OLw+c3g18rLS7xQ/T8zis/ws7PFMaPrev0AWksRmBFOL8fym8gU15+lPzN90Zb6N+X6OoiifxvkN4olf9/8ZEVz0UQefxQoqz87im/43y+dEDxDL/jyo9N8Ln6ndIl0k5FHC75YYrTpPh9aX6T+VhpqxSX3/+tqqfd0n0O/O41rKkrfmnqjxI/fPEsbiZrUldZdJ+OkUBdvxtjsn7MBExgkgiMpA83SWS2XigGdwbo3HCc8WPvS+icv8pCXD6DXTFFXE9HHE+kgcM+S+KH+X8h4RRwsLkT+amu+eH0yySeY8V9koTDxwlHWnN1ntv87F444A0VhmOLZ76t85dKTBQijDKGbaqT/6R7lIO4x0g4bOLjVDeWIn2dLmQP1xV/jIG475XYiYAN7OAVhlOP/PnRicdKTCwIY4IShkP+bwrn/fnjBMtJZ0jn3Bfr3j/AEOnNysI5XV2KtD+ncz5C2FkiPmyZCGBN6ipF9WEcBOBuMwET6C6BkfThJonMFqMY2EsHzMCeG6upiJs7kTwNVsnxF25eoPO9UgLzs2fjV5ByJ/WNLCNWjOTDqjK3+Smce7mDzMP5yyYYTjTK+v4UxoHJQYSHY+ZLTf9O4axmBxl/uSWef2sWkRX8kema9+cvuxCPFX7Yt1IYf8kGR048VqrEIyz+qgvxyaepA+Yb7FGmtXhYxl86ip0HVsUPSuGzdYy4/eoqRfVhjATgazMBE+gugdo+PKrPgAch4s9a8aevGMDZrsV5heV/6i8LXrA1S1zsDOlT+c10zsoYw0mFRRjXsZKMVXYWrfb06hQjX42ulMJw2vmfRGTbGSMuK8gmlsc7TA+wXcxxI+l1KQEmAY9I5zjYsHiW30HGwbIVv3y6SVlYrYbhfDfLrvud0g62yG7elM5pQHwMgK0sPS2d54cmdVXxmINMwARMYGYTmGgHzF+uOU1ii5aVKJ+J5p8n5qu1vCbqVpDEDUfD1mtY7nwiPFZtefp152wllxbp4PjylXNMFIjPZ7lNjK10topjhsQuASthJhusRFl55p8fP1PX5IP4PJrtb8S3zPN4fG6bG+lXvUsR7b6VdITz95SrzlcoH9R1k7qqeMxBJmACJjCzCUy0A+YLQPzlGuyzEl8iamI4l6lqvEPu6OP9KC/Ouamxpc0OAJ9z84euY8LwCp3PlvgcOYzPp9lqRmxTMwFArJrz1fFD44Ehj2xd5xMJPo8Oy8/zvOL+VK6rITE4ugmYgAlMHoGJdsC5Q/pneq2lJ+/1JiQnPudlNR/GL4BhbAPnq9H7IlScsL3MF73Y6j1UYofg3Vk8VpoXSXyOja0i5St5rs+T2N6/UIpteFbS+ep8m3RfhwUWdcA5dc/kYU46/xGByR6XjqzEY+udrWi+8GYzARMwARMYAYGJdsD8V56wV+tkGeltIyh320l8WAWIFeshOufdvizlK+NBZWQl+0rp9RJ1gNN8YnqAbeyzJbaT90lhOPd3SThhGH5GwiHyTWq2i7nHdjMTnn0ltvb57JvnvymFxefVXONk+YLbxyUmFe+RwpG/Refktb1EfqxyqTevdgXBZgImYAKTRSA+p+yX3x66QZxSfGkHw1nxOSEO5XRpZymPe46u+6WRr+bi27j5s1sWaXFvTwlHU5aH1WlVGqxG+4WXaeQrX1atF0s4QL5gtkuWb93norMUl28z82UvvlQFG46nSBtIubGKZSJzp4SD/KX0EQknnttmuvixxLv8WbpS2n3hKAu+1MWXpthyRr+QeI+wWTr5qsTKnIkA2+AnS/mXzprUVaTn49gJ0PZsJmAC3SUwkj48kkS6y3CokrMqhddvh3rKkU3ggQTc7x7IxCEm0CUCtX14oreguwRrmLJuoch8hpsbW7WPSQH5SnmYdB3XBEzABEzABO4jUOvFZyArtr75vPcVEl9UwvmydQsrtm3ji1k6tZnAmAi4340Jmx8ygSlDYCR9eCSJTBkkoykIX5jiV7f4rJnPZfl2cU/6orSKZDOB8RJwvxsvQT9vAu0SGEkfHkki7XJw7ibQOQLud52rMhfYBBYiUNuH/RmwW4wJmIAJmIAJtEDADrgF6M7SBEzABEzABOyA3QZMwARMwARMoAUCdsAtQHeWJmACJmACJmAH7DZgAiZgAiZgAi0QsANuAbqzNAETMAETMAE7YLcBEzABEzABE2iBgB1wC9CdpQmYgAmYgAnYAbsNmIAJmIAJmEALBOyAW4DuLE3ABEzABEzADthtwARMwARMwARaIGAH3AJ0Z2kCJmACJmACdsBuAyZgAiZgAibQAgE74BagO0sTMAETMAETsAN2GzABEzABEzCBFgjYAbcA3VmagAmYgAmYgB2w24AJmIAJmIAJtEDADrgF6M7SBEzABEzABOyA3QZMwARMwARMoAUCdsAtQHeWJmACJmACJmAH7DZgAiZgAiZgAi0QsANuAbqzNAETMAETMAE7YLcBEzABEzABE2iBgB1wC9CdpQmYgAmYgAnYAbsNmIAJmIAJmEALBOyAW4DuLE3ABEzABEzADthtwARMwARMwARaIGAH3AJ0Z2kCJmACJmACdsBuAyZgAiZgAibQAgE74BagO0sTMAETMAETsAN2GzABEzABEzCBFgjYAbcA3VmagAmYgAmYgB2w24AJmIAJmIAJtEDADrgF6M7SBEzABEzABBZtgOCeBnEcxQRMwARMwARMYGECTXzsQGZ2wAPx+KYJTAgB97sJwepETWDSCNT2YW9BT1pdOCMTMAETMAETuJ+AHbBbgwmYgAmYgAm0QMAOuAXoztIETMAETMAE7IDdBkzABEzABEygBQJ2wC1Ad5YmYAImYAImYAfsNmACJmACJmACLRCwA24BurM0ARMwARMwATtgtwETMAETMAETaIGAHXAL0J2lCZiACZiACdgBuw2YgAmYgAmYQAsE7IBbgO4sTcAETMAETMAO2G3ABEzABEzABFogYAfcAnRnaQImYAImYAJ2wG4DJmACJmACJtACATvgFqA7SxMwARMwAROwA3YbMAETMAETMIEWCNgBtwDdWZqACZiACZiAHbDbgAmYgAmYgAm0QMAOuAXoztIETMAETMAE7IDdBkzABEzABEygBQJ2wC1Ad5YmYAImYAImYAfsNmACJmACJmACLRCwA24BurM0ARMwARMwATtgtwETMAETMAETaIGAHXAL0J2lCZiACZiACdgBuw2YgAmYgAmYQAsE7IBbgO4sTcAETMAETMAO2G3ABEzABEzABFogYAfcAnRnaQImYAImYAJ2wG4DJmACJmACJtACATvgFqA7SxMwARMwAROwA3YbMAETMAETMIEWCNgBtwDdWZqACZiACZiAHbDbgAmYgAmYgAm0QMAOuAXoztIETMAETMAE7IDdBkzABEzABEygBQKjdsCr6B3Olm5q4V2c5XAEVlb0nvQP6YQBjz4oxbtTxwsHxJuIW+co0TukP05E4tMoTfrxXtKKQ7zT8or7fon6tZnAWAi8Ww8x1t8jbTmWBCbxmSk5lozSAW8nmGdKjx0B1J7S+LNExf5O+miR5sW6vl36q0QDWKK4X3f5AkX4k7ROXcQh7v9YcY8ZIv5Yos7VQxuO5cGKZ+A2S6pzqv9J8b5bkcZEB22sDA6d6Ew6nv6iKj/tbk3p1iHe5TbFZRJ2vNR0HNhAcWkHPelG6TrpVGlPaVlpWJujBxg3SputgL3LQF0/QmI82KXi3nQMou3T/x43RV/uIJVr9hQtW1msKTmWNO145cuU1zjAXaXnSZeUN8dwPUvPfCo993Qd9ynSIOx90hckBpG7i/t1l6zmrpf+XhdxiPs3K+4tQ8QfS9R99dCoHPBY8vczU4/A21Uk+gNOiQnrMPY2RcZx40DrbH1FYBVxRXoGp7C2xGSYvrpWXQIV9+cobBgH/G/Fv0Fi8j3dbXG94DYSY/RO0/1lZ+r7jcoB/1MAN5HoHF2wC1TI9aRrRljY1ymtJgPZCLN0UjOcAP33vRIrEVZKwxoOm2fZvq7bisYJMNFlMhwT3rt0/gHpKmkyjB0vJqDHTUZmLefxMuXP7gRjlB1wy5UxUdmPygHTkf87UYVsmO6xikc5EJ2UrTIGCAaHl2Zp7KDz+NyCVTvGMZ59i84/Iv0hhfH5aJ72s3TNAMBgwDO7SawC/iKVW4CsEk6W/iaxOj5Y+oTEYEkZXihhdLCzJLaDL5VOk1hxhLF9QnxsbjqPLWTC2Ibk85irJd6XTssOAeG5PVcXlJWV/6+kVxb3h7lcTJH3ky5KukzHo6THZImUXPfXPVYv7BZ8MIsXpzkv4nxIKt+h4rEZG/QcvTkf+fy0IED4dyR2oxATztcUceLydJ08UuJjmUHGWMFOV9VW84sUTv3n9mJdkO+vpZ70JYktZAxnT/t9trR5OueaMp4ovUtaOgs/ROerpWucP/0RY9Ud/ZYwVtM9iTZ2tLSUlBvlJy223/mIizGCvkca9N2qNqngBeH/l+KtS4CMctNGeXbOvUGLRD9lpf4Z6ZMSW+b0t+9Lj0/xmhx2VqTDpS9Ka0gb9XmIPtaTGOvg/TyJMsGAPEtG2yqMOmEMyr9bsZmuz5OulVhIwY+21dRgPU8iX3SYtGT28Mo6511oJ4xBjHNzJeokt0108TOJOJdLp0hbLhxlkUFtK6JOm7GEyoRAGOgAACAASURBVBzGcFh0pvEajZ688wE9T5OGd2AWsILOabQ882PpFRKd5QcSDeLhUhgNg3ikgXFvzRRGxe8rPVWis/I+edpn6HqHdP8cHXeTsAMkOnEYAxYN6JfSEyXy3F2i4+cNn/gXSrkz3ErXlPnR3MyMMu9RhHGJU2cCEIMD78KA8fEsLp2ficC3JAZCNE9iEOEd64wOSTnDltLJn6RVUwCD6qekc6VwmjlXnn2nBFfKxbswIQjrx+s6RSh5ZY9N21P41BntlMEedrkdqIuDs/DVdf57aYsiXlziIPK2UhWNNkmZGKQZJMs882eY8DLAvz4F0g5oF2cXz83XNU6wtLkKuKMMTNfn63hsOn+wjrOkS6RfSF+Q6AOvlXDU+0i54RSYODNhWEzaVLpB4r3WziNWnM9O8aKPEWXZFDaniM/4Rz9/j0S/Z/JA+a6U6nYaSIp+z8QIW16ifnBepeFMKTuTb/JhnGFMImy3FLlkBDsm9ztKjBEYDo12RBi2uPQd6TfSMims34G2RX68H+0LriwseP8jsoe21Dlt4GEpjAnWfOmALA7vfZcU7ZQ2Rlv+YRanSduaKmNJkz6cvVr16bCJnKBkaIDjtWEdMPlRcXnjI+xZKYyZYRiNlXi7VoQx4wrD8UZjiLTzbWY6Iw4FoyHdms45ROdg4MqNAax0KKsWcbi8UYpOFLcpc+mAV1TYv6TPFmnsp2s6LoMExuDzT4l3CuMeTpk6q7OjFeHCLBKNfFbxEAMNZVw7Cw/WeR4MQndKrHDDhuGVPTZtT5v0OwY4dmpKY9L60CLw67ruV8+0tSPLRCqu2VWhTVE22jrP4MTKXQoczWXF88TjuehP3J4vfbeIx+Vc6Y6KcILOl44t7hFGeRj8w07VSb4zsJKuaf9MTHLbXxdlmy2iLLicneI1dcBMCnJ7SXqeVXqdsQPAJCKMuoMHfSk3OJf5bK4w3qccO2CEw83TYPWPXSGxes4t+jIfMQyy1XWT/EqurP4Zl1iJYkzC8rGHsDdI+VgYbWSNex9Z8C9teZfsuknbmipjSW0fHjSLzd65c6d5Y7oplZ7ZVRNj+yOMBpvPvgjP71+qa2Z+Vcb2GobDze2i4ppLZpzflK6Wrpd6Eg2vyjEreCF7vq4YeJhd5kbHpLOxHYlRHraXYtZLGJ36twvuDm//1SNrSj+ReknzUzJV5c7rhNXRLVJeJ8PwStnM+MOjROAfFRRY/X1EYgfmBqknvUKqqhceJ40m/WN/xWNb8q0SO0U4Cer/TGk5CaPdPlmqao/cf+G90Ub+L+2dVVwY/T5/p2fomtVgk/6YJTPm03yySiLBI9r5oIRZ5eWTpSN0zUo03yVjBQnnYd6HOsvby1G6pr6eIpUOmNXvbRJOEVtKYsIeYhKdW9X7Mi7FR2l36fzV0v9K0SYP0DkrfN4FY9LGypnV/17SKhITqy9wU9a0bXVmLJnKDpjZE0anqTKcFjPaKqMSwxjssbLB3B9j4bPb+91I4XX34/EV+8QvZ/Z8/jZfooNtJNHoZkk4Yt6xzngeYwXcy8Q1HBikMcpTVfayPCl67QHHz/Y+AwAz1llSNPyqcud1QuLUS14nTXnxrO1eAjiccvXJneOlbSQGPD56mCXx0UNVvSh4QRrR37geZLShwyVWdDjjA6XnSvumh6I9vkbXvUxMPGkD4ahT9JEdplr7KstDP2PSCrNB9nTdfKZ0jdRLOkZH6meOFDaW/lLV/6O+qu7xEVPcP03nxAlRxtzK9+VZLN73/To/WGJiGGPcO1OcaJcsDjaQcMC0p57E5G6dFK9p2xoLm5TF5B7yLZvJzbk+t1iprayoN1ZEJ/yWivCpEhRlY8Dh87cwZpC5sSJgps7nuMw4h7XYwnmzHjxpwMOUp2rwozzMMoe17fQATpQOla88hk0n4jflNdb0p+NztKtyq5m2RJuaK/2q4UuTRt5Gqx7bUIF3S5dkN2mvrFS2lGJAjvb4VYWxlTpVLG9feZnK/tivvDGRzyc8rAr72TLFjUfomgXP7/o9kMJ31pHPZPOdNm59TNpbWkm6WRrv+5AmFvVVNTYQFjt8jC+xUuU5toJzK9+XlS0W77u9zs+Rvp8/VHHOxGOOtJvEBHI/6UcSE8mmbaszY0kbK+DVBbJq1q7ghYytCozOXRrlJvzn5Y0pdH1eKkusCqNo6xVlrFrhszLMt8/ikXzFs5YCnyTNl5gdP60iXWbOMQOlPKtJK2Tx6DSrFs81vawqd93sflDaTXkNSmOm3WNiysCer2yr6gUu/eqGtsbKgi3bQbaFbu7aJwIT+RgcmcxdIZXtkUfnSptladBuYyygXW6c7uXh0dcp53iMFTjp1vXHfnn8Id2IVRiXbAH3M1ayuW2ULqKdVz1H3TF5qorD5BoWO6YH/6IjX/Ac6/tE/tQXzrRc0TIu4ERZ+WKXSzjQ0F9TeByq3pfx6sIUoapdlm3yOYr7phT/Th2/In1AYiykfTRtW9NqLLknAWl6OEER+3XmV+ke6TGTa2JscTLrfo+0psRnAM+S2GIDcunIGSRIH+cUxjOEsWILWzKF5QNKVVj2yH1f8MrTzu8foAsaSBidhUZL46Yx0wDJ73opBiviMqOlsTEzZCXCO82VKPOhUm7X6uKgFHCijm9L5x/VkbzXTtcMiJ+U2MoJY9vnb9KxEo6XL0UcKdGRqbM6O1oRojMRdyuJMu4rUeaHSdQXYdtIYf24XqUIR2Tx+vFiayvnlT0yrU/hWGdPVQTiccyNVWpPos4xnB6DIY6xNNozaaxf3iiu5+r6nxL9iLrCHiLNldhaZdUW9iKd4Ozo72Fb64RxIXdgX9Y1jhF7h0S/xnaQWHHSTnHk4fy4d75EG86tKoy2RRvL7TBd0N5xcrzD8yRY8f7Rd/L4+Tl9ivJ/TaK903++KfHsHCk34tHPd5eYHM2SYiwYNJF4peLBpMrI8xYp39XYVtfkz1Yu+VDf30lhu+mYWxWjuE/d0T52SgGMVYwJv5Wog0G2um5SBiaDm0hwnS3Rb/P+fbCuyWNTCZslwYhno00wblwnhWOGFU44r8cmbWuqjCW827itaSKA6kl3SYDm/OIi99m6pmJiFlfcfsAlDunjEhXwDwlnjBP6jFRuHX1YYWyjUd6bpe2ll0k0DMLY0j4whUfF36ZrOj0NMA/r6ZqVRViZNlsiuV2gC96LQaMnMZPDVpZOknB8lGNfifeJ7XXiYAwIDER8bkJaH5FoiAwW86UwBjE6BZ35FAmnF0aHo3OiyyScd9l5nqsw8vm7BMddpHMk6qwnwbs0OgH37pTgz/lqKRKD5m+k30nnSu+WYM2AeYBUcv2cwpjJ9iQGaGbR5B+W87pFgYdIn5CCKx18pljTfscqaO8Cyqq6ZkJ3u3Sp9HXpuxIOtCc9RgrbUyfUYZ3NUgRWI9RXT6I9045/Im0ulUabpk3QjhkHyJ8dm9y4xgEySf25FCvKh+ic9k0bvUJiYKbN9STaYLTXRxZh9B3sdIm2RRvrSbQrbAnpsxL9DB0jkTasnyLV2fMVgS3ZW6UzpA0knmWCeHT2MA6YseZ90g0S/Y3JKduo/Ywx5g6JcjGW5hZ9kHTIj7Fq/RRhFx17UvSldVKct6X7jGPcz7nRL0vDsZ0n0RYoM2xYHAwy+jvvSpneIOH8aXOIyQ6T7zDGqs9LsLtGYgw9SOJZ8nuFRD0dKlHntFvaxfES7Tm3Jm1rKowlvNu4bSSJjLsU0yeBw/UqDJo2ExhEoGm/20qJMKixIhvWmHAxWc1XqsOm0fX4r9YLwPpRI3yRcMAjTLJxUo9O7zOT67QxrAmOWNuHWarbJo4AK4+SMVtqzOxsJjAKAt9TIqzqTpZY4TU1thl59kvScU0f6ni896v85VYz/ZEVbL7N3ZXXZCW7Y1FY3gfzGNOVWqwpZ60Xr3l+Jt/u6eXzz2K20zXbqU+fyVD87o0IDNvv2JZbrlHK90ZaWocthog/HaLO00t8Q1o8vcxTdWQbffcRv9xkrYDnqNx8PMdWPMZ2M9vIbAXb2icwbB+uLPFIEqlMefoH7qlX5DNXPtO4TuJzrpdM/9f2G46AgPvdCCAWSWypaz4fxmkhPovkc8xFR5TVxkoH5/tvic9k+ex7Io3PzL8l8R58Ns1nqXzExeTK1j6BkfThkSTSPguXwAQ6RcD9rlPV5cKawAMI1Pbh8vPJB6TgABMwARMwARMwgdETsAMePVOnaAJdJMB/netJbJ/yX2iwqrB0ywcTMIHxErADHi9BP28C3STwAhWb/3PK/xvFfibNkvgvTWFVYdltn5qACYyHgB3weOj5WRPoLoE7VXR+0IEfd7CZgAm0QGCxFvJ0liZgAu0T4Fej1mu/GC6BCcxcAl4Bz9y695t3m8CuKj7fskRvkfaX/izxX1H4cQb+a80nJX7ekJXu66WwHXQSPyFIOmMxfuqQnwu8ROKnUY+U+H+1NhMwgRESqP0q9QjzclImYAL3Eqjrd/z05JoS8VjN4hBxgPMkfuzlYGmPFIZz5HeR898i5nd6ebZ0wFU/IlGG8f9p+b3f+E3ppXR+llT+JrWCbCYwYwnU9eFGYEaSSKOcHMkETCAINOl34UTzn5J8nBLgWf4ISBg/qk/Ya7Ow8Tjg/ZQOK23+SEAYP0LBr3HZTMAE7iVQ24e9Be2mYgLdJ8CvrYXxl6mwMozBgB/qH4WdrUT4azP8tSP+hN2y0jkSvzJlMwETaEjADrghKEczgSlMgM9+w9h+xvIwnC9/szdfsUb8sRz5U3L8+To+Xz5S+r3EHx5ZfiyJ+RkTmKkE7IBnas37vU1gfARO0+ObS3yu/AmJP+vHX1aymYAJNCRgB9wQlKOZgAncR4Avbm2Yrvh7wh+SjpXyb0Evo+tR/o1d4zeBaUfADnjaValfyAQmnAB/U5dvPD8k5cRf31lXyj8D5s/i8ReHHjrhpXEGJjCNCdR+k2sav7tfzQTaIlDX7/hj7Pz/XuLdJn1OYlXaS2H8zOQXpfWLMFaq20v5s8frOv/dZz4/5r82VYUpeEE+fPOaP/rO/wX+pfRpKXe2p+qaP5H3YMlmAjORQF0fbsRkJIk0ysmRTMAEgoD7nduCCXSbQG0f9hZ0tyvYpTcBEzABE+goATvgjlaci20CJmACJtBtAnbA3a4/l94ETMAETKCjBOyAO1pxLrYJmIAJmEC3CdgBd7v+XHoTMAETMIGOErAD7mjFudgmYAImYALdJmAH3O36c+lNwARMwAQ6SsAOuKMV52KbgAmYgAl0m4AdcLfrz6U3ARMwARPoKAE74I5WnIttAiZgAibQbQJ2wN2uP5feBEzABEygowTsgDtacS62CZiACZhAtwnYAXe7/lx6EzABEzCBjhKwA+5oxbnYJmACJmAC3SZgB9zt+nPpTcAETMAEOkrADrijFedim4AJmIAJdJuAHXC368+lNwETMAET6CgBO+COVpyLbQImYAIm0G0CdsDdrj+X3gRMwARMoKME7IA7WnEutgmYgAmYQLcJ2AF3u/5cehMwARMwgY4SsAPuaMW52CZgAiZgAt0mYAfc7fpz6U3ABEzABDpKwA64oxXnYpuACZiACXSbgB1wt+vPpTcBEzABE+goATvgjlaci20CJmACJtBtAnbA3a4/l94ETMAETKCjBOyAO1pxLrYJmIAJmEC3CdgBd7v+XHoTMAETMIGOErAD7mjFudgmYAImYALdJmAH3O36c+lNwARMwAQ6SsAOuKMV52KbgAmYgAl0m4AdcLfrz6U3ARMwARPoKAE74I5WnIttAiZgAibQbQJ2wN2uP5feBEzABEygowTsgDtacS62CZiACZhAtwnYAXe7/lx6EzABEzCBjhKwA+5oxbnYJmACJmAC3SawaIPi39MgjqOYgAmYgAmYgAksTKCJjx3IzA54IB7fNIEJIeB+NyFYnagJTBqB2j7sLehJqwtnZAImYAImYAL3E7ADdmswARMwARMwgRYI2AG3AN1ZmoAJmIAJmIAdsNuACZiACZiACbRAwA64BejO0gRMwARMwATsgN0GTMAETMAETKAFAnbALUB3liZgAiZgAiZgB+w2YAImYAImYAItELADbgG6szQBEzABEzABO2C3ARMwARMwARNogYAdcAvQnaUJmIAJmIAJ2AG7DZiACZiACZhACwTsgFuA7ixNwARMwARMwA7YbcAETMAETMAEWiBgB9wCdGdpAiZgAiZgAnbAbgMmYAImYAIm0AIBO+AWoDtLEzABEzABE7ADdhswARMwARMwgRYI2AG3AN1ZmoAJmIAJmIAdsNuACZiACZiACbRAwA64BejO0gRMwARMwATsgN0GTMAETMAETKAFAnbALUB3liZgAiZgAiZgB+w2YAImYAImYAItELADbgG6szQBEzABEzABO2C3ARMwARMwARNogYAdcAvQnaUJmIAJmIAJ2AG7DZiACZiACZhACwTsgFuA7ixNwARMwARMwA7YbcAETMAETMAEWiBgB9wCdGdpAiZgAiZgAnbAbgMmYAImYAIm0AIBO+AWoDtLEzABEzABE7ADdhswARMwARMwgRYI2AG3AN1ZmoAJmIAJmIAdsNuACZiACZiACbRAwA64BehTPMtZKt+p0pXSr6VvTvHyuniLLEI/3ktaUXq3dJN0j7RlDZw36P7aNXF82wTqCDxIEXrSndKFdZF9fzgCdOQ6oxMfLv1K+oX0S+nz0mPqHuxzf77C/ySR9x+keX3idTn4Bekd15liL/ETlefEVKZldcQJ2yafQJN+R6kWlZgkfTmdE7a61MQB02+vkzbmoSHsxYr7fekG6VbpZukk6c3SMkOk0/Wos/QCc6Wqce7HCj+m6y84ZPmPVvxROeDZSmvvivyn6rhZUdQFfXDc1iSRS5XLD6SlU24r6HiRROdeaowl2EHPkfeGY3x+qj/2TBXwEmmNKVRQBvO/S3tkZXrIFCrfTCpKk34Hj3dIV0usQsKaOmDiv1q6RYq+myVTefpphf5eerkUeS6n849JlBnHM1NsdnrndSte+EiFHVgRPp2DRumA5wrUHRWwpuK4WVHMBUFN+3C/5xsnggMuG+H/pAJsPzD1/jenuwPu/+bt3Vky1dmu7RXBOScCTTovW8+sPll55jaMAyaNnrR7kUbV5esVSLmeV3VTYV+VTutzbzoGz048yrFvOr5rk3eaDAfcpBxTJU6TPlxb1iaJLF6RyrNT49yt4l6ToGEcMKsAtr9ZCfxG+rgUZVpP5/8n8R7M3N8nYQ+W/iy9Nl1z4LOzf0oMalXGVh1x/i19Rvqk9DuJVSNbco+XwtiaI0+OT5XOle5OYWytkA73S2fH4MkW8PUSExu2dD4g5SuUNXXNll9Puk7iM9unSLltooufSRdLl0unSFsuHGWhK3hHmW5P5/nnv4MYk9Cg92Wrs58Net+19BCM0LHSthJb4v+R/pglOKhsrNJ4r7skWO4sXSNRZ+xAzJZyG5Zb8fjILpv0u+cqN+LBMDeuCd9OmidRn+gwiUlWaUcq4JwysLhmd4Q2ecGAePS1/Yr7m+n6POlaiS3ro6XHFnHYJTtE6knUDR9jUU9hw/Q7nqGv8BFYTyI9+sDLuZGMthTt6lk6P076awpjvFpM4j3YxUOXSUdJ+VbzXrrOxxXaWLAhv79I9AmMMSfSJ94LUzjjx5/SPdLD6sqeoi10KPsJuxqwps4Pkqg7xjnC6DeflfIdk5V1/UWJ96TsjDtzpSWksDpmxKNu6WNh8GDM4x3PzsLrxq8TFRd+/5XghWgf+Ri1a0qvfHfafE/i3SkPbSu3x+niZOlv0i3SwdInJMaUvG7yZ8Z63qQP16Y91kToQDyL8xmLNXXAOFsq+GkpEzo3ne7bWaZApyw7ZWEMDITlToYGhyOvMyoK5/0eiQFtNYlB40opGjZ5Hi5RNpwzA/tGEp0Wh8Rz5B8NSaeLrCTxmfeXpP9HgGxzCYcfW/F0FjrRkRJx6Fw0TsL4Eg72aAmHs0W6Jt6B0g/Tdb9DVZmI25TxoPetyrPufZkkzZJwlPBlEFhf2lGCI9akbMSjMzIIHi+xZbqsdIyEI36ChI2VW3p8pIcm/W5f5UjbiLYSBVhdJzwPM9rAYhKDPm32iIiUHZkQMthR//3sybpBmrS1psZnxZSP+sKYFH9H+o20TAqjv5wlMXA/IoUxsaBe3p6u49Ck35EeE0+cSKT3PzpngI3+sILOd5Z4nzMkxhrGqXOk3SQGbfrtqhJGmp+SmETT38Jm64Q0qlbAByj81iwuDpC4T8/COKXPvCaFNSl78fiCy7KfHKowxsN3SOSJw8XBriPBlLDIU6cLJua828O4kC0tzZd4h7A6ZsSjj1GPYXCnbh+ehTUZv4g+V7ojey5OyzGqfPcvKCL1AW+c/z5ZGvSTyyW+o/REibR2l+gXjJ+jNjiP28aSCI2UxkyFjNWaOGAczr8kOkdur9cF5X5OFsggfkJ2/TmdXyExU2KAwl4iMXOuMwYC0suNZ8mTGVgYDZgwnEbYS3WCAygbEvfpODSa5e+Lfe8JjnODFMYqhnemQ4TRwJnRRYfZVOfku0YWh9n7Ltl11WlVmYZhPOh9q/Jr8r48d76Ew6V8YUymhikbbfGfUs6NeviHFE5prNzuL9Xozpr0O8rNhK201RXA8wcXN1hx0XaYHOb2Bl0Qf5UiPL+M9v3+AXHKW/SvC4pAJqvk9YEUvk26pl/kdpQuGBgfmgU26XfbpvReWaR3jq5pR2FbpHh7ZmEM3DhiBupZWTinUe61s/DZOuddmjhgvkuBQ8knMLTnnhTtumnZ9Uil8X6/k3DkYUx2cC5MfsJ+rRMcchjjR94vCKdNlE5pEDOeoY+FA95a52dLOPPcmoxfxJ8rNXHAkTbvfqu0WJbZqTr/aXYdfLfKwjg9TyrftYgypsvaPlzOnMeUS8VDeyhsWeltFfdGGfR8JQbwspP/PGXCgBp2kk5eJEVD3ETndD7KGZ9pvVznxGti+UyP+MwgsWcXD+NQ87jf1zWz6yqjvL+Vbitu0vDjnV6o82slHFIYKzs6GvewyyQGr9OlvSQGVhons8NhbRjGpD3q943yXqwTnGUYA/SwZWMLNedGPVwlRZ2NkltW1Ak7fZRSzpmUGVW1UfpLPiHkmUiDHYA6qx1UUgJM+J4ilX2Tdkr7jr4ZxzIe7Z3B+5lFgareiShRh9EHoj/G40yYmcTmqzHusVoOu1Qn7BqwG7Cm9BOplzRfR2zVdBz2wIr+W9JrJFZtGJOEH0rBf9iyp2QWOtCGWe2H4ZB5JyafYTfpJK/ru3T9aul/pRuknnSAxEKgdKAKqmRGeBjO91hpV+kv+Q2dNxm/ikcaX1LH7LiEle8ZbQSHm9tFxfWkXU6EA36VSv9WCaeBE5hIe2RKnFVsbuHg4j73cKx0vhdI60jXSKdJPPsyiVX7bOkMqYmV78ZsjY772OLhqllcv/Qpbz/nHM8Qhy3TXqEVdR2dBSfDYIMD3jfFO1NH3ntYG4YxaY/6faO8ZR0TPmzZyjojDXhHnY2SW5R7Io8MNvmWaJlX+b7Rtso2GmmwOu5nTF4wHGsT61c3PEs54n6/eFV9mGfLdyr7XaSHM+llYvWDMyjLX9WumNj9QGKgZhdplhSDd76SVPBQNk+xKR/jDTZHmpfOOQxb9uzR+05LPjjjqrAHZQ+zq3Gw9BGJyfos6Z3pftX7VjGL5FbXybsk6uVTEZgdece68avisUZBde/JGImV5R9mzGpUkKaRmA2P0tjz/6jELIfZx0QZAwaKbYPlioziOt9WYJZzs/RyidUgDpkBjI5Gh/iGdIXECq6JLVNEeoSumdAw4xyrUV7SGWTEYZb69EGRdI8JxhxpN4nZ7X7Sj6THS/lsWJcDbRjGAxOquNnkfSseuy9o2LKVdUZCzPLzOhsVt0HlHtU9vlSYb9GW6ZbvGx9tlG000iC9fvZL3cAJhyOqireaAnFYbP31qxueo3+yKsPyeHn+VX2Y+OU7lf0u0nua4uJwx2Lb6SEcFw4pX1GNJa38GRz61dIciRU+n4een0UYRdnz/Jqeb6+I50jszo3X2I17qfQi6TjpddKRWaK8Y5Pxa7zlqHr+lhRI28rbGrugrdgoV8Bb6w0+Lm0mARijs7ICy40ZEs5zPPZuPUznOFOig5TbVHHNCje3k3WxpUQDOSXdwBEzcOwtcd7USge4UXqw3N5omh7xKO+qUumEv6YwGjTGthjlLQdeZvh7pDjP0fFN6fxOHb8i8Zkb204rpPCmh2EZN02XeE3ed1B6w5aNyUc4IdKlI64pRZ2Nktugco/q3o1KiLayeJ8Eq9oo/eXCIj6rQiZl7AD0M7ae95HoW9HW87j06aOkOSmQSe6VKX4ej/ZNHUTfjGNVH2ZFU25NV70T6Ucd0j8wHHBuT9bFF4uwfpexRZzff2xF5NgxiPGM9sPHAoOMvvxiaS/p60XEUZR9UN797jV9337P5+E4Nurt+KRP67hSFoF3rBu/iA7b4IqfYtx+UJbOWE6jjZSTyPXGkthkPdPkMx+cL59xvF/aIdMndT4vKyjb06SHs6sz0iHuhhUR91QYKzoMp8921Trpmm0GZpnfTtf5gYZPmsz2wpbWCYMPA1M+OGdRHnDK6v56aXeJwW+WdLnEgJM3Ej5HYSCqsiUVSFn4nCSMhvoH6QgpJkewvU5aKkViICDNQ6TIay2dM+mZneJsoyPPxKBBPJzwVel+v0NVmYjblPGg963Ks8n78tz50rFVCQxRtqMVF25HSqyiqHfCaLdPkLCxckuPj/TQpN89VTkSj2NuTHIJx0FvItGWZksMjLSt0mAbE9LyXnm9vwJ+J20hxQCJAz9K4vsLj8seoL/Rr3ZKYQz0J6R4sZKlbZ4lMSmIiefGOv+b9Pb0XBya9DvSmy+dnaXHCoePY5hAhFF+GK2VhcXpVunevjryjg+T2CkjPm0kahTDWQAAIABJREFUjHcljB00xgFWWE9JN/v1Bdo8q2u45I6Jx5qWPWXxgENVP5mvWN8tYjLpyev7YF1Tnk1TvFk6Mr7xbo9MYRwGMeM+/Smf3DHZZzzL82oyfpEW4z+caCdMpkgHW1KiXLum6zhUvTttPR/z6AcxTq+qc9oj6fCurMxHbZRz3NYkkRuUC/GqNC8rwWydMwjsWFMqOguzcdKjUfcK4XD3y9LAEQIax8sgwCBRtSpYQuFskbw3e5ZTZmUMAk2NgeBA6X0S784gTgdlhRX2I53wrjSinvTh+28tsr3Oo4HfpnNmi2FP1Ml3JNK9RGLVTlhuq+mCCQYD7MUSg81Lsggr6/xQ6QrpUomJAXnQ6PpZWaaeIuaTnzrGg963X56ED3pfBmTKcbd0VzpnUC+trmzEj8GBmTRcGOBhMztLbCzcssdHetqk35EhW8N7ZzmzO0T75Pk3SLSl25MO05EBLDeu6WvhJIvblZe0tR9LtNGeRN/7lMQOS2kvUsB50m8k4h8jlY7n4QpjQtmTrpF+Ic2RSmvS73iGyepnpJ7EgEsfeZcUEwb6Iis1GN0s0XZLe4cCKDOTjXMluBIfR3BAFvljOqcv08eYqGIXSHnff04Kj8MPdYKqrK7sVc+U/YT8sZ70D4m2DgfsWonxirDevUELJhifl26V4A+PgyTelzp7hVTHjPTvlOirPQnny5jDeBvpRN+tG7/0yCIPkXDclJf+uo1UjlGk3+/d8SHk/S+pJ9G3MY4nSbw/4+e+EvVGHxi1Ne3DA/MdSSIDc+jezRgIulfymVvicnY+1Uk07Xdb6UUYOHFiYzE+tmDwXGwsD0/yM+53kwx8hmR3uN6TieyorbYP/79R5+j0TMAEJpXA95TbZyV2SpYYMufNFX8XCSfOFqTNBKY7ga/rBUu/xxY3OxiTbl2Y9U46FGdoAh0jsL/K+3OJrUS2AJsa/21uI4ktapsJzAQCz9VLvlXiIzpsO4mP2p6ZrqfcoXYZPeVKPHEF2lhJsw3GaoHPF/hsyTa1CTxIxaPO+AyZL9txzmdQU93c7+6vIfe7qd5au1O+PVXUiyQ+V75OYuKaf39mlG8ykj48kkRG+VZOywRmAAH3uxlQyX7FaU2gtg+Xe+HTmoZfzgRMwARMwASmCgE74KlSEy6HCZiACZjAjCJgBzyjqtsvawJjJvABPcn/i636//V1ic5VhPz/lEf88aRZl6fvm8CUJ2AHPOWryAU0gSlBgB+M4Qcn+Ob0sLavHqhywONJc9gyOL4JdJJA7QfJnXwrF9oEpjaB6dTveJf4nfKpTd2lM4HRERhJHx5JIqN7J6dkAjOCQJN+t6pI8FOTl0mXSD+T+MnF3DbTxXkSP+nHzwryi2DxG+F5PH568VcSvwjEf9E4TpqdIvATlvxUH2VaK4Vx4Kcd+YnGqyV+jpKfMXxfCud+/PchnrtD4r+AoVnSWNMkXX6mkB8f4ScreW/0SWk5btpMYIoQaNKHa4s6kkRqc3EEEzCBnECTfscP3/MjHGH8ohW/8xsWfwwhfnudz29x2HyWu0wWj9/C5ffV10lh/KAHvwec/17xFrouHfAnFPYXad303Jo64qjjN5FT8ILnqlbAY02T32E/S3pwyoD/102+VdvcUQYfTWCyCTTpw7VlGkkitbk4ggmYQE6grt/hfPg89s0Ftn2za1ayFxT3cVakzRegsBUlfrAep5Ybq1d+tD6sdJbxHCvR3PbTBZOAZbPApg64aZrnKO1vFPnO0fUqRZgvTaBNAnV9+AG/idlmYZ23CZhAcwI4zfOlg6VPS89Ij/JXa7DHSE+RSgfM6pcvP216b7RFnq/jYhXxcHIvT3GqDvHcucVNtoOXlMq/AFSVRhnWNE1Wv6+RjpeYGDAZmSfxJTGbCXSGgL8F3ZmqckFN4AEE2GLmz+7xe7ZsR/MZ7KtSrEem4+0PeOre7ea4H0e2oIexeI4VcC8T13+WHjVMYilu0zRZve8qrSGdKt0qsfLnZ0dtJjCtCNQuo6fV2/plTGBqEBim3+F4WAmy2mVbms9kWQGTBn9qrbQ/KuCMFIjzJl447jJuXJdb0PHcoFVyPEv6TT4DHibNSJt3ZTuaPPgimc0EpgqB2j7sFfBUqSqXwwSGI7C0oh+SHvmPjnxh6tUS30xm65lVIX9irfwrL3xzennpNAk7U+KPi6yfruPAFvIJRVh+OV8XbIM/rYjDdvAxUv5Na9KnXNha0pPSeXmYr4AmafIN6oelhy/V8bUS3/B+apmgr02g6wRqvXjXX9DlN4EpSKCu37Fdi7N6Xlb2OTrnC1A4WSy+Bb1TusY54lR/K5XfguZz4XBgOHcc89vTcxzKFTBhH5Vw9GuneHyWzH8HOj1dx4H/AnVQujhRx7el87GmyZfL9s7ywKH/TWIFbTOBqUKgrg83KudIEmmUkyOZgAkEgbp+hzPdR7pIYhV4uXS29IIC4Yt0zf8D5stXrBJZna5UxOFyd+kqif8HTHr5lvHndP17iTLdLPF/f8N20wn/fxjx/5EPlXLnTrytJZw+ZTxFYvU6njS31/M/lfh/wJSVfN8i2UxgKhGo68ONyjqSRBrl5EgmYAJBwP3ObcEEuk2gtg/7M+BuV7BLbwImYAIm0FECdsAdrTgX2wRMwARMoNsE7IC7XX8uvQmYgAmYQEcJ2AF3tOJcbBMwARMwgW4TsAPudv259CZgAiZgAh0lYAfc0YpzsU3ABEzABLpNwA642/Xn0puACZiACXSUgB1wRyvOxTYBEzABE+g2ATvgbtefS28CJmACJtBRAnbAHa04F9sETMAETKDbBOyAu11/Lr0JmIAJmEBHCdgBd7TiXGwTMAETMIFuE7AD7nb9ufQmYAImYAIdJWAH3NGKc7FNwARMwAS6TcAOuNv159KbgAmYgAl0lIAdcEcrzsU2ARMwARPoNgE74G7Xn0tvAiZgAibQUQJ2wB2tOBfbBEzABEyg2wTsgLtdfy69CZiACZhARwnYAXe04lxsEzABEzCBbhOwA+52/bn0JmACJmACHSVgB9zRinOxTcAETMAEuk3ADrjb9efSm4AJmIAJdJSAHXBHK87FNgETMAET6DYBO+Bu159LbwImYAIm0FECdsAdrTgX2wRMwARMoNsE7IC7XX8uvQmYgAmYQEcJ2AF3tOJcbBMwARMwgW4TsAPudv259CZgAiZgAh0lYAfc0YpzsU3ABEzABLpNwA642/Xn0puACZiACXSUgB1wRyvOxTYBEzABE+g2ATvgbtefS28CJmACJtBRAnbAHa04F9sETMAETKDbBOyAu11/Lr0JmIAJmEBHCdgBd7TiXGwTMAETMIFuE7AD7nb9ufQmYAImYAIdJWAH3NGKc7FNwARMwAS6TWDRBsW/p0EcRzEBEzABEzABE1iYQBMfO5CZHfBAPL5pAhNCwP1uQrA6UROYNAK1fdhb0JNWF87IBEzABEzABO4nYAfs1mACJmACJmACLRCwA24BurM0ARMwARMwATtgtwETMAETMAETaIGAHXAL0J2lCZiACZiACdgBuw2YgAmYgAmYQAsE7IBbgO4sTcAETMAETMAO2G3ABEzABEzABFogYAfcAnRnaQImYAImYAJ2wG4DJmACJmACJtACATvgFqA7SxMwARMwAROwA3YbMAETMAETMIEWCNgBtwDdWZqACZiACZiAHbDbgAmYgAmYgAm0QMAOuAXoztIETMAETMAE7IDdBkzABEzABEygBQJ2wC1Ad5YmYAImYAImYAfsNmACJmACJmACLRCwA24BurM0ARMwARMwATtgtwETMAETMAETaIGAHXAL0J2lCZiACZiACdgBuw2YgAmYgAmYQAsE7IBbgO4sTcAETMAETMAO2G3ABEzABEzABFogYAfcAnRnaQImYAImYAJ2wG4DJmACJmACJtACATvgFqA7SxMwARMwAROwA3YbMAETMAETMIEWCNgBtwDdWZqACZiACZiAHbDbgAmYgAmYgAm0QMAOuAXoztIETMAETMAE7IDdBkzABEzABEygBQJ2wC1Ad5YmYAImYAImYAfsNmACJmACJmACLRCwA24BurM0ARMwARMwATtgtwETMAETMAETaIHATHLADxLfnnSndOEIWT8npftvHQ8cYbrDJnWOHrhD+uOwDzp+5wnQj/eSVhziTfZR3OWGiO+o04vAJnqdi6TLpV9L7x7wesPEHZBM41vbKGZPukfarfFT0zQiEOpsNUU4SLo46Rodfyq9oO7BPvfnK/xPEnn/QbpJulX6hfQZaVVprHa0HmzigGcr3t5DZEIZ23TAFHU/yQ54iEqbwlGb9DuKv6j0TenL6bzpK71WEX8lPap4YL6uy75Hm+pJX5BWKOL7cmIJzFbyw4xDTUrzcEW6Tdo9RX6hjsf2eXCYuH2SGFPwYnqq6w64aR8eCKhJIsxSfietnlJitXmw9A/pqQNT739zB90i7w2zKOvo/ETp7xIDyFisqQOeq8RZUTY1O+CmpByvCYEm/Y503iFdLdHnhrXD9cAPKh6q6nvrK97vJfJasuIZB00MgblKdphxqEkpGFNpX+umyEzilujz4DBx+yQxpuAZ4YBHtQV9sxB/VLo2of6PjqyIqdQXjwl/9UOXKXhr6Xjpa9Kzq6M51ARmBAH673sl+hp9blhjx4b+ycS2ztg1OlRaQ3pZXWTfn9IElk2lY4GE4Yzv7lPiYeL2ScLB/QiMygF/Rxkwm85t6XQxEVuifN5Fo5lb5MlgcoHEZxo96UvSI4o4cbmlTq6UWE1fIs3O4rHKfpfEO7CyRYdk9wedvk83b5RI9/vS41Pkh+pIOjT076YwDj+S/ir1sjC2g3g/9CzpuBSHa3YbsMdJJ0t/k5gAfUhiJlsaYXy+w8rlKomPByhjxN1V55HXW3S+v3S7RJoflGxTlwDfP3isxMc9pW2mgPMkJsV8dHO69Poi0m903ZO2LcL7XRIXW1kq281HFMbHRbSlE+6NtuBfVuhsddP+yO/j0uIL7txv7JzR566XLpVw9h+Q6H9sj9JvSHcPCYt++U+dz0thHPiYingc2Xk7V6K/Eba2hK0pnST1pOukU6WncCNZ3vdY/X1PuktijHiGxHjC83yXhLI+U8qtrr+tpcjR38hrO6kn0eeOlpbKEhvLOJSz/K3Som3ku4iH6frrKY/5OsKWOqqyurjD1m1VeSJf2lNPgvU50pOrCjQTw2gsw9oT9MBp0pnSEsM+nOJXbYPlSTG40LmWTIEv1ZFVQAwyfHZBBzxbyicaNHI6KEe+hMIM7xgJh0m5w+bq5I7suu6UhtyT3iNRptUkBj6cfL49OF/XuQPW5YLPtXucJFtBx50l2J8hwYIBhYaJA+Z9+PLEL6UnSuS3u8SAUk54PqGwv0jrShgD0P9JDIQYnAgjLwa+d0rkxX3CnivZJp9Ak363r4r1b6mcSDMRJXynVGycAjtUseLJ3+aHuqCf5Nav731YkSjXK6S83Vysa8pCu2GiGg6YNvQn6WkSxmSBCeC30zWHlSQcN5PleI/NdU75c8dBvuGAeQ7DAc6LCx2ZlLIQIM/vS5tIG0m0dxwwEwf6x5ESecGF8hK2ooTlfQ/nzLjC9jvviAP5svRyCWd8kcSklnTC6vrbgxVxloRDZ3z4gkTf5CM1xrN9pNzm6qLpOBQsv6hnguWeOqfe84nCFrqGJ5OBOusXd5i6rSvPtqk8LBQYyxjTmORQRsa7rlqTPlz7bsMkAjgcEc+cKD26NvX+EfoNAvHEsSmfcJo4Oraoc9s0xaERheF4mTnT0cJwxDTSI7KwuTpv2vB5jPemU+X2El3AYrsscL7Ov7twtAc4YG5Hw6cDhdFRGeSiwW6V3eOUSUnugBlU/iV9toi3n66ZcCybwmn0lDMGToKZNDDLZ2Vtm3wCTfod7RXnVdoVCmAylRsT4VvKiLpmNXRdEV72PQbz50u3STg9nAgW7eaUdM2BfkXbjbb3qewep6+XeDdW7xjb2jie5dN1HJgYbJCF8cweRRzKMq8IO0DXxMVphuFE6eOHSfSHvO8zkWAXiefCou+9NQvbUeek+64sbPsUxsQCa9rfiHu+dKu02L2PLvgXh1/uZsxVWNNxKFjyrmHUXU/6SRYW77dWFtbvtCrusHVbVx7G7nLsZBIG72ntgMuZc79KaBr+a0Vklkln4gsbzPDyjtA0nSbx8lnnY/QAWxblTD4qlW2s3K7XBbPiMGbMzGSfnUcaw3k56EV5xpPuz7JyMODANNLD4ebGjDw3Bk06eBWXJRUeg2A8c0H2MLsJDNjjmUTlZfH56AnwDWYmjrnRF54i5XXJfZwcA2dpPN+vjr+jez2JySUrRVZ/z5NwYrnlbZR+hfOMtleW4+fpQSbHGEdWljj33Bj4I25xq/aSd8374vd1TR9nHLhWyvv+X3XN1ng5RpBJ3p9+R0ARBhcs+A3b3xifWOmHkV6/usii9T2FJe/Cu4b9VyewiLJlt8Z8Okzd1pVnaZWCsbtuLBtzYafyg/nsa5TlpAEwc9lMouOyDTRqW0UJspLFSayeEn+NjuWXvv6ssHwGRlTCSqPMrC7HY2W6zFzpADFDHkvat1c8FANpea+cKT8yPcsKmK2xMOqdspb/BaUsP0443z7PkvDpFCDA4J1PRClS1Hk+CA8qKs+XDjXiv1InrNTqrGyHxI9ylPeiXHGf49V1GQx5v+wH8Th5LSX1ivQIKycARMn7A32hX1j0kbb7Wz+WMGfXYhmp6j3TqzU+jLdu8/L0S6tfHTYuZBcijsoBP0Qvy0yaLYMwGiyrtdIhZlHGfMos/+kS2zXk+8eU0ld1zLeI+mVAQyyNVXvMcst7Ta/LdB+hB9llyNOFSzloMgAMY0w6MCYW7DSELZudcxpc3qzzk4p7vuw+Aer+oX3qnLbXxHg+b0NNnmkSJ9peOfmN67jPsUlZmciOt9+Q1w0SY8dEWNv9jfxL3rwnYUyyygn2WBkMU7d15YnJXxmvHMvGWtYp/dyotqD5fKHczuTFHyeVM3FWq2VHGhbSJ1Mac9ODfJZyhfS0ioSIw0o8t8frIv/MicpfU8q3QWgYUU44bSnVrQbLjh0r/zzdPyidmPVFmdiCGcYivXJre70ikfm65j1KLsyGj5HGszIfpryOOzEEblSyOK/Fs+TpC3ymtn6R5cN0TbvJP/8kCpPZ2EotHhnX5Zl6mhX6M4tU4vq0FM5xVal0wl9T2IuyZ8t+w2e3fNw1jDFOrSaVk5ZtFbbHMAn1iTtf4aPub8OMQ8EyH9sYw54hRX30KfpQwcPW7aDy/EU582XSurFsqAJOp8j5qrbfe52jG2dJ+Zbm23XNs3wrOOxVKWzvLKzf6Q4p7oZZBD7bOkHiC0TbFw/SWWms5BG2tU4YXHKHd7Su+dwHB8SKdWmJMNJ8ghRG/qxWiYMDYwAYZOTDDHN3iQFxlnS5xGCYO+636JpVO++CUUZm5b10HYeqLz/EPSYEkTaDFw51V4n8Y3YacT+qEwbltVMAux5MYE6PCDryeTB1RRq5XaWLI4owX04OgSb9jo9MiFd+dMKuE84v+gjt5SDp2xVFp23sWYRX9b2KR/u2m4j7cZ0wAV8nBfDRCdvNeTlW0jV9i3YWCwL6xHXSUuk5Dt+SmGTTH4m3v8Rz86TcDtAF71RlTDi5d4gUfXItndP/ZmcPbKFzuHIvjPuErZuFbZzC8slOk/5GEudLx2ZpcQoD+lxuw4xDwfJLSiBYvkvnjDf5RKjq/Yps77vsF3eYuq0rDxMg2L5TYuxcRZqfwna7ryTdO2nSh2vfqkkiNMR5Es7mMokZzVkSYHObrQucxI5FeHmJc+CLEuTNdmtPulmiA35GYhZbZS9U4LkSnfdi6bvSk1JEOlxPulO6UHqd9Gvpb9Kl0mwpt4fo4hTpWol8tynux+VzdNKTGPAoGwPd7yQc+g8kVtu5LaGLL0oMHgxGH5B4jud7Ep35wxLbgrw/7/0jqbSVFXCSRPlhxKDyCYlJQ0/aRAqjEf8qifo5VIrtcgbr6yXyuk36nLSC1JP+JTFZYYJlm1wCTfodJaKv7V1RNCak50m0X+r889LDi3i0NdrLrCy8qu/RZksr201PEcpVLM8wIcWp0Nb5stX+EoNsbk/UxXckHOEl0skSYbmxm/YTiTZ6kfQyiX5Lf+YdMfoJ40v0AfpRaYwdTABulBgjzpZekkUq+972usfqGMdNndC3Xy/Rp+h3EUacsEH9DUY96W7pLim+pAZ3+hp9jvv0b6zpOJSiL+AWLBkHz5Dy1SX9Ox9bevFgxbEu7rB1W1WeyHYXnVAW6pP6nS3FmMQ410Vr2ocHvttIEhmYg2+agAmUBJr2u630IM6hdK5lelXXTFBxzDYTMIHRE2jahwfmPJJEBubgmyZgAiWBYfrd+/TwfKlqpVqmG9es9H445DP90nK4CZjAAwkM04cf+HQKGUkifVP3DRMwgSoCw/Y7Pn5ZriqhPmH/o3A+lrGZgAlMDIFh+3BlKUaSSGXKDjQBE+hHwP2uHxmHm0A3CNT24fimXDdex6U0ARMwARMwgWlCwA54mlSkX8METMAETKBbBOyAu1VfLq0JzBQC79aL8n/r2cbbcqa8tN/TBEoCtfvY5QO+NgETGDeBqdbv+P+r/B9Y/r/mZNnqysgOeLJoT3w+c5TFdhOfzZTJobYPewU8ZerKBTGBKU2AH4rhhzJun9KldOGmMoE5KtxMcsC1dcHPEtpMwARMoI4Av9K0YV0k3zcBE2hOwCvg5qwc0wSmIoFdVaieFD9r+Dyds/XFSvX7Eve5Rm+RPiLxM6hcnyBhO0lnSfxEKz/veJrEz1SG8fONfB7Lzyfmv18cP8/IcR2J5/kpQX7esfwpyU0U9jOJn3/kd8xPkZp+truU4s6TeCd0mLSkhPEzhfxZUn7vmDLGH1qgDDD5o7Sx1M+eqxuUiZ+O5Sct3yjx06v8xGueHmXg51570jXSL6SdpbBhyrGmHiJ+T7pOOlWK34YnPRhHnT1L58dJTIAI+2h2j3isKHsSXI6WKGdYWT/8xCP1Q7tYXlpPIoy0+dncR0m5LaoLPovnZ0T5OVHemx99IRxbS4pyDioL/98clvwk5ubpnOvXkIhtMAEA20zABCaXQJN+x2+tE49BEoeE08N5ELZbKi4/UcmATxiOZl/pqRLO5IQUB8f5ynTOgZ+3ZEAv/zj8+QpjoA3j95kPl/iDCzgJBlgmAPzmM79tHEY6OMMtUgAT/wMlfolrkK2um5QbZ8ezi0n84Ai/93xE9iA/9s9vxz84C+OU5+I3lYtbCy75nXYc7bckPuNGx0h/kYKNThf8YElMUIiD4bhx2m9P1xz4jfeqclyh8JVSPMrDpOBICQ44M+qCsBVTnBV03Fni3c+QdpCoM+p2d2mWdInE+31BWld6rcQEaR8pLK+fbyhwA4nf8KZuqa8TJXY1YEsdklZu/LY8LEgfox3xfh9P1/CeJTUpC4/Ml/j505li1N+4bSSJjLsUTsAEZhaBJv3uSiFh8MuNFQbPhgPmHs6ZMFadYQzy4RBXzcLj9Ead5GkQXjpgwg6QSHvteFDH90r8UYHYYds0xVkji/MYne+SXVedhgM+uLj5yZQ+DgZjhUsZXpGuOTxT4o83DLLDdJPVMyzCltUJTjl3wNvomvRfmsXj9CiJyUCsujdK8bbO4uHgfpRdkyds8jyZJJEnLMOoG/LcMwvDEeKIMeriVolJSRgr6Z9m15xG/Tw5C/+Kzkn76VkYkxhWuGFMBijnZ7MwTveTmHjAKaxpWebrATvgDFx0kCzIpyZgAh0gsLTKyKB6XlFWthT7GVvAYaxkYgXKXyf6pnS1dL3Uk3CQVY5ZwQ+wfyiEVV7YTTrBMbDNiV0m4ahYFe8lrSLhPMoVF3Gr7MIi8Fxdk/76KZyVIatuttLD5ujka9l11emzFci2MyzC7tAJaeXGBAKLv1wU936uE+oBZ49RLpzYnHTN4XXSkdk1K/gyT7aAfyNxr7S8zi7VTVa9YUy+/p1dw73cteA2DvOXWTy+zf4fifTCymefrxsw5p1yI88lpedUhDcpS/HYzL60A57Z9e+37y4BVigY24m54UD6WRmXeI+U5kvLSKzgcI6zJBwxjrmJ4VxzY3DH2LrFcHBsf+KA95V60pnSOlITK9NnuxR7bPbw13XOChWnT7k5Z4t1kMGwiknJEEZYGTfKEfeJM09im5fPU/lTguxI5Ks+4j5B6hWiLDjz0so88/slF7gH8zwe28i5Ee9O6b9ZYPlsvBMr4F4mrsm3/Ly4aVmyLH1qB+w2YALdJHBLKvZyRfHzrcEmb8aqi1UTn/fd1uSBMcaJlSEr6zdKa0hszTZx8kwOcouVNSu5MLaD+UxyO+ll0hkS27qDDIYlP+KXDPl8FivjxnXcJw7lYFzlc9tXSuwysEMQRlxWo7MK4fDWvD9a62fxTm8uysln2PDJV/WtF7arBbAD7mrNudwznQCrGgZytlFzW29IMOUXl3icVVTVVuaQSd8Xne3KN6UrVl5fkT6Q8sg/C+2Xfv5ZJXFYqbPdmW9Ns23Mdu3O0hypbvtZURZs368m5WXA2Zdb76cRWRZbzelywTUrv3xr+mZdE59ysP08LyKnI59Lk2d8bhy3t9XJHkXcNi/nK3M+A35aUQjayzFSvvvQtJykt2iKDPONmz44XePZAU/XmvV7zQQCc/WSbOO+U2IlyfbxW4d8cVaKd0nvkXAKDJD7SEsNmc6g6Gyvvl+KQRsHj1O+WsJh1dmrFGETifFqtsSqDCd+Y/EgThen+CSJLe4648tcOPLPSThevgx1oFRuQX9HYWdLc6VHSBjOA6cJq3KlPU9hOK6VJL6glNv+uuAzWb4cBQdsLekg6dJ0PRUOfEbPrshu0tqpQHwm/DGJXYx896Fpea9XRFbQ2Guk3Zs+OJPj3TOTX97vbgItEWjcKW9wAAAgAElEQVTa73ZR+XoSX+Thy0g4ZJ59Wyo3n0cy8BHGFnNPCieSoiz48g9f3uIzTVZzH5Guk1hlz5dYsfWkuyWcNec4D7aQWQHy+SFhxGOA5jNf8sNBbiMx6B4qXSHhZK6UjpfKlaaC7rN364wvBpHOGySc4O1Jh+nIF4FKw4ni3D5a3hhw/Vzd493ji0pb6xyOlC83nPMhUk9iO50vQ83JI2TnlI2y7t3nPpy+LcHnYuls6SVZ3A/r/PcS784EBc5h1F1PirqI1ffpCqMNsMrkPsyr6udYhTPB4PNf4vFFvqMlyhthG+o8DAf8q6TLdKQe4YwNUxbiMzG6RKL++QIbeU9na9qHBzIYSSIDc/BNEzCBksBY+x1bxzzLqnEmGtvyTxzni+NwPj/ONPy4CdT2YW9Bu5GYQHcJsLrdsSh+fGbHKmOm2VP0wqzkft3wxdlK/XQRl28iz5JmIr+G2BxtMgnUevHJLIzzMoEZQqBJv5sjFldJ8V9G2BI8T2K7dqbYBnrReellv6pj/n+B6xjMUgS2nvncGGNBwvY2W98PS2E+mMBYCTTpw7VpjySR2lwcwQRMICfQpN/xGdq3pPhM8gadHy5V/X/S6UqXVS9fGOLzVL6d+6AhXpQvmvGZJlvOfL5JGidLfCnKZgLjJdCkD9fmMZJEanNxBBMwgZyA+53bgwl0m0BtH/ZnwN2uYJfeBEzABEygowTsgDtacS62CZiACZhAtwnYAXe7/lx6EzABEzCBjhKwA+5oxbnYJmACJmAC3SZgB9zt+nPpTcAETMAEOkrADrijFedim4AJmIAJdJuAHXC368+lNwETMAET6CgBO+COVpyLbQImYAIm0G0CdsDdrj+X3gRMwARMoKME7IA7WnEutgmYgAmYQLcJ2AF3u/5cehMwARMwgY4SsAPuaMW52CZgAiZgAt0mYAfc7fpz6U3ABEzABDpKwA64oxXnYpuACZiACXSbgB1wt+vPpTcBEzABE+goATvgjlaci20CJmACJtBtAnbA3a4/l94ETMAETKCjBOyAO1pxLrYJmIAJmEC3CdgBd7v+XHoTMAETMIGOErAD7mjFudgmYAImYALdJmAH3O36c+lNwARMwAQ6SsAOuKMV52KbgAmYgAl0m4AdcLfrz6U3ARMwARPoKAE74I5WnIttAiZgAibQbQJ2wN2uP5feBEzABEygowTsgDtacS62CZiACZhAtwnYAXe7/lx6EzABEzCBjhKwA+5oxbnYJmACJmAC3SZgB9zt+nPpTcAETMAEOkrADrijFedim4AJmIAJdJuAHXC368+lNwETMAET6CgBO+COVpyLbQImYAIm0G0CdsDdrj+X3gRMwARMoKME7IA7WnEutgmYgAmYQLcJLNqg+Pc0iOMoJmACJmACJmACCxNo4mMHMrMDHojHN01gQgi4300IVidqApNGoLYPewt60urCGZmACZiACZjA/QTsgN0aTMAETMAETKAFAnbALUB3liZgAiZgAiZgB+w2YAImYAImYAItELADbgG6szQBEzABEzABO2C3ARMwARMwARNogYAdcAvQnaUJmIAJmIAJ2AG7DZiACZiACZhACwTsgFuA7ixNwARMwARMwA7YbcAETMAETMAEWiBgB9wCdGdpAiZgAiZgAnbAbgMmYAImYAIm0AIBO+AWoDtLEzABEzABE7ADdhswARMwARMwgRYI2AG3AN1ZmoAJmIAJmIAdsNuACZiACZiACbRAwA64BejO0gRMwARMwATsgN0GTMAETMAETKAFAnbALUB3liZgAiZgAiZgB+w2YAImYAImYAItELADbgG6szQBEzABEzABO2C3ARMwARMwARNogYAdcAvQnaUJmIAJmIAJ2AG7DZiACZiACZhACwTsgFuA7ixNwARMwARMwA7YbcAETMAETMAEWiBgB9wCdGdpAiZgAiZgAnbAbgMmYAImYAIm0AIBO+AWoDtLEzABEzABE7ADdhswARMwARMwgRYI2AG3AN1ZmoAJmIAJmIAdsNuACZiACZiACbRAwA64BejO0gRMwARMwATsgN0GTMAETMAETKAFAnbALUB3liZgAiZgAiZgB+w2YAImYAImYAItEJgoB3ys3uUeae0W3mkys3yQMutJd0oXTmbGY8jrc3rm9xL1stYYnh/1Iw9RgkdIv0o6T8fHSLOkU6UrpV9L35RsgwnQj/eSVuwTbRuF9yTqfrcszht0Pt37aB8kDu5D4O0K/6V0uUQffGGfeFMx+HgV6o8S7XypqVjAsZSJlxnGNkoAxuOAr1Yaf0rpvLUi8/cp7KZ0n+PcijjDBj1LD9wuPXvYBxX/aGmsDvgDevY30uJjyLffI3N1Y8OKm1sobKo4YN77Rulh0qLSWRITg59IJ0rYshJOeCZa034HOyYpX5Y472eL6UbpgHG+10kb93uoT/iLFf596QbpVulm6STpzdIyfZ6ZjOBZymSuxESuTaMMVf1vIvr6KN/zOUqMNrJOSvSjOu46ygwmIa03pneYCg64aR8eiGWYRBgAzpdOThDGM7uek9L4u47RIMqC/qMMGMc1Zb10QF6Dkh6PA6aB/1RigByVUWd7VCQ2lRzwD1W+72ZlXELnrOSo77zsrJRnojXtd+8QHCas7MYMsioHTPxXS7dISw96OLv3aZ2zk/JyKfJcTucfkyjzjxumMxHRZqcyrDsRiQ+RZr/+NxF9fYhi1UbdWzHuyGLRZkY5LtUWYAQROuWAR70F/RoB/Jv0vRGAJAlWRdi3JFZKE2lXKHE67mUTmUlF2mzDbiL9u+LedA5idZtPoO7WNbsASxbhOGRbNQH673ulg6T/VEepDWXbDvavq425yCKvV5x3SttKrHgjT3arWN0dKY16TGlQrM5Emep9veyTjEkzbVyaco2p6UycgfM6aT0pZiHjXQEfqrTeJFGGr1WQqVoBr654bGFeL/1WYnVZtR2UJ8fE4SaJfMotF1YYfE7JKoOt4o9L5Xbx0QpjC3pLic9NcBqXSLOlQXaYbv6fRL5rpYjkzzV6i7S/xNY423wfTHH6HdhKjPdgJss5mpUeiBUwPFh93iVdJb003c8PbDNeILEF3JO+JD2iIl4ZxNbPIemZa3T8hbRzFmk1nVMmBn0ma5z3pB3SOe/N+xI+kz//hUOdPVcRiLd6RUTaUU+ijs+Rnpbi7lYR98gUp+LWfUHsbtGnaBP9jL6/X3FzM12fJ10r3SAdLT02i3OrznkHjux00Y/4TsXZ0hOzeJwyUf2ZdLHEZ5SnSPQ5jM/Aoy+xQqf9RFnzPJ6q8HMl2h/58t2IeC5WzpsrjP7G/TlSbnn7pgy0b9KgDgb1v6q+HunWjTHDMFq4tPdf1eUB079ITKpgh57ZLzGFD+LAY4tJtIWLkljYHCU9hpvJhhnrVtYzX5RIh7JeKs2VlkhpxeGNOqHeKF/Yqjr5jsSzjMu0oXfdf3vCzpr04drMmybCDHheSi0grF2bev8Ic3QLB4x9XaIcO6XrOJQOeCXd+INERcVMfE+dE29QYyK9JSXyoFGE4Wz/JDF4YQwcOJVvp+s4HK0TOglHtuOYSR4j4YifEJH6HLdQOPmule4/XMc1UxiDESsOBg3KQjwG3Toj3h4VkSIvtglfITHg/EDC4ZFvGA6ZjsiKB+MegxaD4qAVDluSZ0mUO5w15YXD26XcztfFsUVYVR0UUWbMZZN+t69osEIp62RbhfH8uyWY4shYsRK2m1Ta3gr4r0TcfvZk3eB5JldNjUkc5dsxPcDElYGQiewyKexxOh4u0c+Ok54tPU9i8nx6isPh0RKTCdowxjsfKP0wXXOYLVHGcKRxK8/j+wrcRNpIwvEyRs2Wyufow4TNkcKifeNUon2vonOcNQzDeG5Q/4u+TvwmY0xTRlkRFjptkgcPHCDd2i+RLLwJBxwgdbpqeo5nPiUxjjCZw4YZ67ZMzz4sPbu0jvMlypxblQNmPNo/i7SVzidjZ412MG5rkgizGiouZrajdsBA55t5zIxxTmGlA8ZhM7PFCYbRUXvST7KwqlMGH95113RzRR3/JdFocnu9LojHFxbCcLz/lFbIwigD5TsiC6s6ZUAhvbxTRllOyB6gAfP+H6pKpAirGwDyQXiDlD+DXtiVOmG2mNumuiBdytvPtklxcOC5HaWLP0sPzQLP1/mxRbyyDorbM+qySb+jbTHhLI36Y6afG6s60qxywG9I91YpnskvX5LivH9AnPLWFQq4oAhcLaXDhD3s/7d3LvDaVmP+/zdSGU2iMprE1kEhJcqZts6ISJFJejNRQw6dhoTeIoWEnI+lw4iiJjVqit5UCo2KjJL0dFChaIgJM/x/37d1va13uZ/nPux772fvd/+uz+e377XWvda11vrda61rrXXfz9pHpTCMYQhb6/Q/+i8S7e/REUFXxp29M/+k3NSxNMBEiTw2y+LTTumnVemqDHC0b4xBLnDCRD+krv9FX28zxjThaOlS3etrm8ftVUqKsCY88NwminTx7PPnHH2+bqzDWOfjK6ppt3cUeZQG+P66z+TyNUW8Qwv/dHhr+3A07qlmfoQUMBjcOlVFQ9Iz8+WhI7wP5qFVCZ2U2TUzrxDIv1zYQlg+C69zRvxyAPlOSkheubA998ssgDJcIzCj7yp53v8nJbcJrASmKrleZu9I6GVQY7XDTDWXGNC3KsJzb3BSxRkz1s1HpPWt9gw8VEnKSSg88/wuLdSxahsmoaNJ26odVFImtKPHCWVboH/eKZT9hzJgsENukYP+uloKYELIJI5V8UECkwWMxSfT/SYXJueMBSGshvOxok7HsPbNCvPousQV99uOMXUcVWSxZNwrn8OwcaxKRxnWhAfGXRZLLHwGCYuSolgV53rrxjpswMuEbws3JX1MSmgftPlhwiTuMuEDwjHCk1LEw4YlmMnwPgzwJirwNsJ7p7ngrIB5J0p+EFklqyvw1xU36GTMhGLbqyLKXwWhCyn1RYeN+5GQwaEU4sauQHmvib/UiRFmJTxVyfWiEwm9Ua+XK2yQgQGcdPnuwuKEmbTlrExvfzsG2N6N7bxIyYoHKdvtXSNUhw4Gq2HCBBPBsDaRYW2BtPSLuv5Ttksmt+zWYIBZvQyECwXGg6YyioMmOqLMbYz2KL3DOGo6xpQcVeXVNo8qHWVYEx6YXPB6i4kguxYTQixGVigVyl831rHLgBE9XGDyhb79kp4qfenW4guvQj4o7CowAfux8NLFd8YsfRhgjC8rUgzkIIGZCXJu8jNz6UNOlJLPCBjil1QoZDuiykAQxuBSPuQKFUuCYmuj1Bf+cuujyrgzO5uuXYFRZZ/KvajX56RkogDbcmz7DJO2nA3T4/BmDPCxUb6tTyp2SZCy3fLshknoQN8woX9jhEft6LDFyGCHDGsL3KNsZf9JyUZeGDgXCEwC9hIY2Blj6gbgkUp1MwxZPplZuSJRlPnBFfe6BA3jaNgYM1vyaMIDxg5eMZi8npuq7CYFFwvsWjTdhYk8Gfd55bG2QPvEf4pQ9aoi0szItQ8DfLRKylbYRIa3pNJvl8K+mNVmPbnzhp7dauTkY56rBAwxW1S5nC8P2xuxbcU98mLb4UKBFUNTifjltmn4ySuXR8iT50snYguGGeBMS74y2lCZP6ZFAdjWu1rYuCLNQoUx4RomwUkVZzT6chtsmB6HN2PgZkXDGOQG6DfyYyxLQ7npCJUYNAZJVpnDhEHv7QLP9ukVkehnJwgL0j3a0Q9T/Dx69M+y/1SoXCroGfK9OoXcretnBQZVts3XSOGxgo/xhTSMTXXyixQhX5WzjV9KlHmz4sYb5D84C2va/9qOMWV5mvinI48mPLDjWMpUdgO76ltFhTg2FYQJwTkCC0LaCK9Ixip9GOA2FWDZf53ABxZdhfcguwiUvdyOPVJhDPSswKNu+8nNthxbGG2ElcT7hFcJsc2FHiYXXxEuKZQxgPGgWQnHQ2fQek8Rbya8NyqTh6eMeD+1ZctMD1B8tpDybZqd5GfVccUIXafr3kXCQgHDgDxT4HkxeP8+hfnSDwNfkxoGEiZ6uSyUhzZL28c4s2WHsRomGJvzhDBgw+KxA0XfOk3YXghDhwH/vED/ODBLfJDcrDJemcIYRHlVdYPwkSxeE2f04RjE6fsY2GuFnyUFN6UrbZ96U84wzulW5eX6pOMVulInPvjZsyJm3r5jR4FV+L8I/5HFb9r/2o4xFUWqDZqOPJrw8FWVjOdNu4PTBwoLa0s7PAL6niXE++cJuV83PPqSO7QDdkzzj0xxY0fGsThqUOSlo7RZ7tMhBgJbFKSjY+CPLa5JuTGQuwujhJkzOpjNDwS2tkphUK8q2/oKp4HQGenoFwjlaqDUhX8lAX37FDffKP81Ah39p8KRQqw4GAQGAjPyywU6LRMMDM2VwqQwSj6sm2z7BVcYPrZI6MCE8bEKcRhEBgID5G8FtmJGCcaSsn5fOEug8R8m5HntJv8LBFZR5MXqh92MkK3k+JYAh98TzhCarKQZvJiIDIQfCz8QFgghPMuB8Afhd8n9Jl0pT15v4jxVmK9S1baruGC1y6SwlL0VMBBom7y/nxSiTZ2ZRabd8+zDSGa3hjqfpzsYHPrYQKB/MFmt+ohrW4VfKmDkiH+ysJYQcq4cjAmsTgYC7eMIgTJRXtrnzgJGFaN9tUDfYow4VVhHyIW0tCPuM/lEyjzoC6VsoQDaKiv3C4QnC+TPOHRSFjlv31cpnD6yXXYfZ1X/q+rrkWzUGEOcsvzDOCqKsZS3Lo/vKnb+HE4ZpUz3mvDAzgDP/VYBnhjf4JQdByZybcY6xrCPCTwfxhU4eb+APtrViwTaQ9ge2gBjCpMAJv/0AdoNY+JFwnOE6ZamfXhkOXpRMjKH2XFzmAGeHaVzKeYbA0373Y4ihkGJAbGLMPlhUCpf53TR5TRmwAzcx0DTPjySs16UjMxhfDefoqxjS2s1uakrs22LGRg3A2363cEq7CJhxZaFZuX2I+FRLdM5uhkwA/UMtOnDQ7X1omSo9vHeYBuEwQthu4LtXd5nWczAuBlo2+94ZfCQloXeRvHjXX3LpI5uBsxADQNt+3Clul6UVGoefyDvQFkB8O7nCqF8lzP+EroE85WBZbnfzddn6nrPLwZ66cO9KJlfvLu2ZmDKDLjfTZlCKzADY2Wgtg//zViL58zNgBkwA2bADMxTBmyA5+mDd7XnPAP8pOMWgVn2DjNcm/wnNRvOcN7OzgzMKwZql9Hzig1X1gzMDANN+t16Ksp0G+CFyqPq99jbp7xtgGemPUx3LpPKoOr35NOd77Ksv7YPewW8LD9+180MTJ2BQ6WiygBPXbM1zCYGJlUYG+AZfiI2wDNMuLMzA2bADJgBMwADfRlgjoPj+EeOZuPnPJcI+xcUc+wYx51xVONA+LSQ/waRk3jeJXBkGEDXCUL5u9wmebE1x3nNHEfGkYzfEPJZ/D7ysz0AOCf0SOHXAkdnvk2wmIG5xMDKKuzxAm0YfFTgZDcO5qBN0845ZvBsAaFP8f6YfxrA/fvdG7zUX87wJg6yMLnxT9wbtOQvZyJzTCnHil4jPL+4j7eu71ckWRy0tvBVgaNdbxM+ILxH4NhKysJvn0M49pCfFHJkLMcfcgzlCukmR29yVvs9AuniaFyOJKTcHF9IfRHOcefIw4HAkYccw/pCbiQ5RdcYOzjI50sC5wcQtq/AqWS4uW4icEQtx4GS1/pCSK6HsenfBMrC+PkkgbGRcpOWIxQ3F0qp47VpWRgrGa+pO/yAY8vM7B8PA7X72CoWjQwjFrKjHP+T+emUdJpXpTCOzeNsUBplTAIYRH4lYGARBoX3CcRbLoVxqcuLc2Y5a/RTQug+UG46XzRi8t9AoG7o2094vECnJexZgsUMjJOBJv1uvdRe+R379sLyAkYJY/uJrPAYEgb4XNaUh/OS64RycFxlKeTHPc6E5hzeJwj/LjAByI/FbNL3S9346bsckclZ1xguJhRvFKgbBjMX+i1jx8YpkNPtqPOXs0iMB78U7p+F4eRs6TibmjGHxQMGDwOIvERg7KK+yBrCHgJ1v0DgHzgwdlwsYICZNHxcoDwY56cJHP7PQuDrQkiu52sKhKfNBAw+cT8jYPgxxixImNzk42ATXpuWRar/30LhLhyW3hho0odrM6tTQoP+s/CaQtOhmZ+OflVxf2v50R0Nmw43UcRZN8XZKIU3yYsD2/8g5KcCoXsgnJfpp0OT/2lZGB2QGec7sjA7zcA4GKjrd5QpDDArw1z4j0N/EhiAEXZ1WAEy6IccJMchmX+Yk3KMMsAYnZD4BwYYnJAmfT+LvsS5i1zkzWQ+l0vlyQ0wEwnqymQ9Fyb7pH9GCnx68u+URWLlyaH+IZHni7MwnBjXy7KwmHwwsQ9hAoIhRo4SyDvGLcLeLFDOWBQQFnpeiyfJ7rqSNt9B3C2FMbEIacpr07IslGIb4IzgHpy1fThvDF3zo1HROBkEjhGYsSGHpSvbXY8VWMnmwlYLwowdwYizKsVIDhIWcUMSq+K6vIiLYb9eYAYagm5WulsIrBJy+W7mYabLVtffF3HsNQOzmQHadi70Ndo5KyrkxOR/efJzYaAnfKqS9x+2s5HoP037flUZWDkiGNxcWA3mEn06Lwf3v5MiMR4gcMKqeEHyc9lTOC7zx1hUNVYxuchX9iRjtRzCqpmdiBB23Fhdh9wiB89ktSwsnHmdbk2BeRhpka68tilLRfEcNF0M9GGAKRvvIj4o7CowGNDQX5oKvXq60vkHGWhgbCfFSpWOxBYWHe7RwoQQnXAFuUNG5UUc8mMbrBQMMivoBxU3KEMuGGFWwhYzMFcYKNtwTD5jxcS3EN8U9kgVwjCzHXtTDxXM86bvINF/mvb9qmKwskXKvlyu0iKPMl5wEPfRdbzA+PFQ4QHCdsIZ3EgScb8t/yADK+PfCEwocinzzO+Vz6TkZljciNcnr23KUlTR3ulkoC8DzANmO2ttgQaO/xSBbZnYLvqc3BMFVpX/nwQE403jO1xgu2yYjMqLNOSXbz+HHsJYQZeNcVg+DjcDc4WBclIZq6xYTVGPzwtPFB4nYIhPmIHKNe37VUVhJwop+zJjRi6RRxkv/HGfNNSZMY/3ti8WzhFYHYZE3I0VMJEBw0u+190XdayuqfA61oI786UZ6MMAryKVxya1GFAa9cuE5QQ6++0CWzE06lIWKmCbFMjqtJT8nQf36vIizvnCOkK+1UNZ2Bq/UODLT4sZWJYYwLDmwvtO2jm7USGnyfF74dXCC4UvZ/dGOdFD/0E2FB4zKnJxr2nfr1IZW8+xCxZxNi0iR5/evAgPP+NBCFvk+JmA7Ckcf9+txS5efyHlWMUrtE+le7PhMhVeh5WfxUk8Z+zCDoJ3AoexNYPhdS+S2bbh4eUfXiyQn6+gMYTItgJxYluasJ0E3m3Ets+OcpPXoQIN4YECW9KE7SwgTfJaS/H4CvrTQkww9pebmW7eSVeSH937CLlcI88nijB7zcBMM1DX7yjPegLxbha2FGjvkwK7PFVt+CSFY1A/LzSVnyji+1Pkr+j6uuTeXlfyxiiHsFIkbNcsrEnfz6IvcVKX7wt8bMQ4wgSdvnqjkK9qSfBugS3nTfBI2L6+VqiaZPAqjDL+171Rl/qLwVkkXCQ8ON1h5ft14e1ZzKq6Z7cXf4SFkcwFTsgXjkKq9EymeOwehjwzhW2WhTXltWlZXiHdLKDYTWECwhhqmRoDTfpwbQ51SugYNE7e6V4p0GlowM8pNG8l/7eEG4TvCbx7KWfTb1DY9QJbZ8Q9QCB/GgMNqWle6yvu6cJNAvldIOQzabbJ6cjovlP4sLCGMBCYKPxWuFiwmIFxMVDX7+gbTGCJx2sc2jvvJMFHhZWEUhi0iU9fbCpMlPlZDP36LIGJ8WHCzwV0sarcTXiBwESAMN4vHy2ENOn7WfQlzofLdabAyh3dhwoYW/SX8kYFMHnG8FLeI4UVykjywwscvaXiHkErCx8UBgJ1ZqxiAh+rw7Lu5+peLviZAGHMBsK6whECZYYb6sGCotQDh28SMNzEYwx8lbCvwHZ8hBEnpI7XpmVBH+/Eeb5MuK4WYtGzJDM7WjPAM5uy9KJkyqWwAjMwvxiYjn7HV7RMSlldzlX5uApetXqdq/VxuZddBmr78FzuiMvuY3PNzMD0MMCq5kSBn+XNBaGs5RjF9ijb0hYzMC8YqLXi84IFV9IMzCwDffW7A1VstjJXFH4g8D51rshABWULNoT3qGztPjELs9MMzFYGeunDvSiZrQy5XGZgljLQV79boPrxncNA2G+W1nVYsZg88G0J7yRvEDhc43nDIjvcDMwyBnrpw70omWXEuDhmYLYz4H4325+Qy2cGRjNQ24fL9yuj1fmuGTADZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3J4ciWkAACAASURBVI4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMWAD3I4vxzYDZsAMmAEz0AsDNsC90GglZsAMmAEzYAbaMbBcg+h/aRDHUcyAGTADZsAMmIGlGWhiY0dyZgM8kh7fNAPTwoD73bTQaqVmYMYYqO3D3oKesWfhjMyAGTADZsAM3MeADbBbgxkwA2bADJiBMTBgAzwG0p2lGTADZsAMmAEbYLcBM2AGzIAZMANjYMAGeAykO0szYAbMgBkwAzbAbgNmwAyYATNgBsbAgA3wGEh3lmbADJgBM2AGbIDdBsyAGTADZsAMjIEBG+AxkO4szYAZMANmwAzYALsNmAEzYAbMgBkYAwM2wGMg3VmaATNgBsyAGbABdhswA2bADJgBMzAGBmyAx0C6szQDZsAMmAEzYAPsNmAGzIAZMANmYAwM2ACPgXRnaQbMgBkwA2bABthtwAyYATNgBszAGBiwAR4D6c7SDJgBM2AGzIANsNuAGTADZsAMmIExMGADPAbSnaUZMANmwAyYARtgtwEzYAbMgBkwA2NgwAZ4DKQ7SzNgBsyAGTADNsBuA2bADJgBM2AGxsCADfAYSHeWZsAMmAEzYAZsgN0GzIAZMANmwAyMgQEb4DGQ7izNgBkwA2bADNgAuw2YATNgBsyAGRgDAzbAYyDdWZoBM2AGzIAZsAF2GzADZsAMmAEzMAYGbIDHQLqzNANmwAyYATNgA+w2YAbMgBkwA2ZgDAzYAI+BdGdpBsyAGTADZsAG2G3ADJgBM2AGzMAYGLABHgPpztIMmAEzYAbMgA2w24AZMANmwAyYgTEwYAM8BtKdpRkwA2bADJgBG2C3ATNgBsyAGTADY2DABngMpCvLA4RbhL8IO6QiVIVNpXRHK/HtKY+NpqJojGlPVd53pDqsnMpRFda2iN9Vgv8W4GdZEPrxQcKaLSqzheK+qEX8cUW9nzIeCHcLl4+rEPMk34cnru/R9bQ5XuedU10YY/edy3WhAnXCgyNeFVatSzzi/mq6d6TwQ+Em4VfCFcIxwlNGpJsLt9ZTIXMDTJmrwqZSl61THnUGeELxFgoPm0pm05R2r1SHMMBkUxVWlf2EAhcKVfU6SuF9GeAHS9etwt5VhegY1qTfoXo54QvCZ5K7aXarKOJlwn4NEqyhOEwYfydQLtzgN8LPBPKfEKZTTpLy6TLAC6R71+ks/CzQ/RyVgfFzkwZluVhx5roBpprLC6UBHtZXFyhu322gtg9TwL7k+1L0vgpldNou8lgl+g/hG8LWwm0CM/1nCp8QGDieIXxLsEyNgQklP1Q4Q+jLKE2tRP2knql6/a+KywTx1/0Uu5WW1yv2EwX6S22HzzRjPHcRfixcKmCMh8kvdYNJNkb+FckdcZ8tx78LTPI2FtqUIXSM+7pABbhLOGXcBZnG/NlBuFH4n2nMYy6oHtZXF6jwM94G+jTAGEhmqX3IilKCMbhW2EOITv1nub8p7CAwcHgLXSRYxs7Ab1WCp46hFLT/NwuHCf/XIf+blYYtfXS8uEN6ktAfvyqweniU8NOOepxsehngtcum05vFnNA+rr5aSc5sNWC7qbTrC2w1V82o6eQfENhSCWGL8lhhIGCcfyBgvEP2kQNd4J+FIwXeA7Jy2V1gK++9ArMgZoqvEkJYdbPlxuzpgwLx2HJkNnm28AghF7b3PiYMBMryPeGFS8Vo59lA0c9M+m7Q9WvC4woVTFqo/50CdThZoBx1wrtDBmHkXIF60llD1pPjKwKcwDs7Ek2MzTqKd7pwlcBrg0uE/YVcmtSrSNLYW1evUMSWHFubrBAuEmh3udAueD/PZPAaged5sEA4sq4AZ38QYgW1odzR1ghjpXmdgJG8Q+hL2AH6B4FnUspzFcBzJN+B8GmB7bdSvq6A7YV8i7+MU+fnPS2S99VXyo9xhtsrhfOFzRbHuldKjjDgA4FdBCbydeWhbnDOGMBzQx4gfEig79PmAH31IdysEMrNs3uasF1y4395FvcNcv9I4PlfL7xbWCG7XzpDJzt/1J0xiDbDWEF5JrMEtI1oJ7xS+5KAgSBs3xRv1LhGn+cVAPEZyxiLkIcJMV5xn2eBn3iMg7k8Sx7GJ8pHPYdNxKYypm0jvZcKPxF4NrS5GF/Lcflw3fuFQFlPE5CmeaNrIMD9xQK7QrlU9dUmbaBQM7PevFMNy5ntKYj9gkDHoLGeKJQEDEtfhtMQyXdYxynjQ2J09hhkaFg0KrbokL8TGPDRSxlfJzxeOF5gYMSgvymFHafrn4TSsNKIaej/Iqwk8ECp9w8FyoBwxdgw6ERZXiI3eTDQhawnB2XZoSYMbu8QKNPfCAz8GFrC1szSflRuOu+2wvLC1gJlII+NsnhVzskU7wnFzbXkpzN8SiBv5EDhHmHz5B92YfA5Mru5o9w8j5Cm9dpLCagDA1FIVVh2e4lzUi7SlvUiwlECgzdtjQH42QITDAaHXN4jD9u1oYM29EuBgTiXy+RhQEXuL0wIDLi0D8IxPrsLpG0ilLtODlUEJoXxbCL+8+WgvcUgR9vnVc1FFXGZTJEX7aZOPqMIPPsQ2vrzBJ4rfT8Xnn8+mPP8Ma5/nyKVHH1S4XD8jwKG9e0pXlxOkgOdIfQp+jx1Czk6haEboX/Cd92EcZHinHFvkqX+8oxpIxunUCY7GNMvV8Qtgygv/fFUgXFsVeFkAa7YKUDWEPYQ4P8C4RUCY9LFwr5Ck3FN0RaPt0zQc6GsjEshjFfkg5EKYXz7vfBFgbEKHC/8TDhNCGk6pmVJljiZCNJGmQQgjF/vFKId5eMyEwHaNBwwxlGGpnnvorjU7wCBuq4vwAlhcJlL3lcjfJEcVW2gSNrKS95TliZKMAQMNE9KuTFjOUFgVbFJhxJ8R2n+2CIdX7xRTgaeXCgDBvNvU2A0QgbdkLXlIG3egDE8hDEY5HKLPAyquTAAEZcZPBINoZxJ0ql48CHryUG6HWrCMKxMBuisITRaOs5RKYDywheTiFwwgOSxURFeeidTvNJQfUThDIb5RIjBfiCcVyrJ/AyAfxZeU8Q5NPM3qRfRq4xtVVhVcSYVSP3LehEX7kpumFjBdRg02jX+D5Egk3fJzUDKoBpS1akJwwDQ7kJiIMqCKp2UrU4+oQhMkEph4L2qCNxafnRuX4RjpAjfo1RS4ccAE3eQgIFhcP2ckBtCkq7Dn0Julr9qMLxd4ctncb8m9zeKtCfJf3kK20nXiwTGmVzoY/9ahC2Q/5FFWOldpIBy8I1n/74iMpMaOHhGqaTwU176ZN5v6UcYHp5bCM8DfUxsQ2ivGKGm49pbFZd2+tBMx1vkPjjz0wbJZ58sjD5YlpE2zdiSG+CmY1qmeonzarniuUXginLclkWOsp2VhcEb3DTNmzZfjs3bKYw6V7W5U7K8cC4SyjZQRGntJe+REgPNyEgNbkImDeY/U9zf6MqDZvBmsOoitYXPlDK4IN8tMsKQ00k3L8KjnATfmu6VYeQfs/U8edmYWFkgT0vXrdI1wiMtjePJQjlQxf1hV/T9RMhXTgx81wuRFxMfjN6lhZK8TsP0jwqHV/JhFRCCYYWDLYR80MyiLB4MLhOYEBwjxMTssCxSk3rlOqfDzWDIABHCzJ86rZYCoo5Vz5JBo24QRg2z+pjt42dS2Jcw4Oa60fsw4bFCVZm5H20myhDpq9p6xMmv9OmJBNryBgIrOgw+k9mQFeT4gnCtcKMwEChblWGmb2DIQ26RY1h5ML4MnowvjDO5fFOelwusOhm86RPHC+TfVuLZV40p6IoxZ5Re8s37Lf3oGiHGijztJZnnSrlZ0DQd12hTjOWsoEPYbalra5SjHFvuUhg7Qbl0HdN43o8TSg5pQ2sWeeDNOYC3c4QmeTPG0+b7Hv8qithv0LABtI9cmEUxuD21gzIaLkaTLRG2repk9RShjBuGI+6HHlbFIWzVIXkYxhdDc7+IlF3zeATTYInLlg8SeX07+ePCgM2AQaPEgDYV9K0sDIoEhN2ZwqIxl/WnbFMR8mYALQVeGdweJEQZyjhsPbGi3FPYT7hOeJsQuw9N6lXq7NtfPstoC/Hc41l+SBmzFR1CvyFtvuIYVrbymQyL1yUco7VckTDKjCHiGeRCmfPdDO5FeiZNXYQJ2muF/xJ4vnsLlGGRwOTj6UK0EQZ7DHMpVc+hqu+tp4T7C7Tr9wnsPuVyiDyMHZSHVTTt9FjhXUI82zz+KHfwWD6/YWNKla6yXsQh/eMrIpf5EKVpGZiwnC/sIRwjYFhvFphQjhLGjdLYEr8cN6Icbce0SBecjSoL90ZxMCrvWEiW6ct61OU/4/f7MsAMxGzJldvGNPqqjlRX0X9XhJ0FGhLuKmGGS4cGd6QIDC4/zyLHYBP3q/S0DaOuuTxYHhpArKQjr40VVs7Q2+ZFfPTdJDxxRGJ2IJBycF11RJomt8i71Bn5MGBXDTChl3sMiO8QthHeKbBy+bHADL9JvRRtrBLP8jUqxZljLUl15rT1vy1uRZnZFt6/OtlSoZE+7zcNki0VhT6IsApBWLWwgmXSMmyClqK2ujBxfb6wrcBEjsndcZkGJs6fTHiCrkwAFwoMzMdm8Zo48zElj99mTCnHCvSwuxJjRV058jLUjWvHS9m/CowT8IK/Thg3qvo348btWeKuY1qkY4zsKk3yXiUpL+sy1fGva5kbp4uZQ+MEQyJ+SOGvLO6tKP9GArPgXJjFlrP2IsrijxXYqnlDeSP5t9MVwxyzaWZ/SLnVjB9DUG6BpOidLjTwXJjhI7H9cV7yY4BzYXD6VBHWxIu+dYVyoOXdyJuSAraaMYhMWHLZtPAP88bqJ57LMxSR1R28riPElizpicOW8oXC/xJQIXSIGPCYhLGV9DKBtGxJIU3qlaJ2vgyrV1OFixQRHeWzZPVPG41dj6b6+o7HKofBLV9VMnBeXVFm8l4oMBnKhR0ZhFVUV3lEShhGAn5KYSI+bFu5jDvMj37686kJx+i6Vhb5o3I/MPmZ5P2jwOS1asWZJVv8jKPtryH3M4Vo31VjCmljzMn1lG54yfsOBmIDIcaKMn7pbzOuna7EcPPPAuPjGaWyCj/lYGyhziFMGujzudBXkbIf1I1ptMUfCpvlyuTmGZF3nm8RZYm3Sd6/UWx2YLqOf2RW1QaGlWlGw5lV1snxisDK5pEpIp0No0ylnp0lfqnc6HtLFjbMub5u0Hk+LcSDopO8QGBWdEiWkPy+KVwuxGyLTvR74fVZPLaByX+fLAwnYWHM4hbG5cAiHoPUjcIbBQa9CeH7Ao2MMiBcFwkXCVEWZmJfF95OhCRMRMh3h5owBnkaMgYt8thQbriZzNIy+NAQtxKYWMH7QCAPJkKjZO0UD26p120ChpLB7RcCzwCdyP7CPUI5MKXbiy9sPZXPfoHC2CWJzt20XnspDXVYGcVJqsKy20ucw+pFhKOEfJZP2K4CeYVRIuydKV5wuLz87xV4nrlcJs8pDcKKKEO9lKNOMCzEKw0MK0T4p7+F7CQH7Te2BSOcvvArocpo3pf6XtdndOHZ54KBOVNgorV1ukG7uVs4W2DiSL9dKFDWjwi5VPH2CUW4poh3kvz07xDGBNrmWVkYE498bHmM/IwBPNdRQr2YxCJM+jHwyLsFuNkk+dmyvVb4cvKPulBe2tdxAkaNSSlh9IFHZQm3lxteNszCwtl0XIv4rP7RBX+lrJTu8bxDHikH/NBuKePfCZSXceS0iKRr0zEtS7LE+Vy5GEt3SyGMI+8Xcg6ryhYKmua9ixJQ9/0ExjDqtiiF7RvK0rWqzQ1rA0XSVl7KM2VpooQBgI7FhwMYpJuFcwWMYC6T8jBL270IH+alczPY0RkHCcwKX1iRgMaDkSIekwHKsiCLR0PAeFKfO4UPC08VBimMjsYKdbMijMYZwgB2tHCwgAGkM7ESjxVAxMNYfFAYCPDxPQHDFbPsA+RGF2VhVk9ZqsIUvFjWFWiw8Iqui4TnLb5zn6woJ5Me6nGX8FVhD4E8fia8VRglR+gm/DCZYOAJYSLE7Jr63iBcIJQzzfti3+tiMGey8Z8CKxE4oMzPKSLW1YuB8A6BOlA2OnFVWKF2KW9VvWibtEOMxkCgHMT7pUBe8LyzEEIH/lHCVbrS1mN7kbQD4Q/C75J79Yow2l8boRxNhJl/bnQizVZyfEvgmdFmWBFhkErBgLFdPUowdgPhtwLlwg1ow7TfrwlhfOVcLOTP86c9flc4XKAsDO6LBCanAyF4Iw7CxIZ8mEAMhIcLtJ+7BeISRnloB1Ee2ib80j6+IfxAoN3xrP5ZqBN4uUKg7X9HYGUXwmSb8eda4afCkQIDfJ3EhGEHRWRigKGjTJNZwsPkhj84pY/SLkupG9fy+Ixn6OKaC7zkY19MMIjzLIHnxFj2E2Fv4WIh2jITKKRuTEvRKi9MCC8V0M8z+ZhAvRCeW162gfy0jVya5k3ZSU9boU6TAnww3p8pVPXV+ykcGdUGUpTWl6Z9eKTiXpSMzGHu3AwDPHdK7JLOVQaa9rsdVcHbhRjQ2tR3U0XGiMWuRJu0jjuagTDAo2P57rLMQG0fZjvAYgbMwNxl4N9U9A8J7His2KIa7Np8QeDdPCs7ixkwAzPMwPIznJ+zMwNmoH8G2BZl6/SBAtu0TYTvEl4ksL1qMQNmYJYyULuMnqXl7rNYvMtm+5mPCdiy452axQxMJwPud9PJ7vTp5p0iYwXvUP+Y3Lx7tMw/Bnrpw70omX/cu8ZmYEoMuN9NiT4nNgNjZ6C2D/sd8NifkQtgBsyAGTAD85EBG+DZ99T5OcZ/C3zZOh3yDCkdCGyn85OqcQjbdJSBnwtcPo4COM9GDOQ/X8l/P9oksZ9xE5YcZ14zMBcNML8Ru1XgN18zJRPKaKHwsB4zHKZzc+Xx8R7zKVVdogDyni4DX+ZX5ef3t5SB36ZaZp6B/1CWJxfZTspf/p6YOBt0LN5sesb8/pzfI8eBGm2rtEAJdm2baIbjz4UyzjAlsz+7uWiAWbndJPx6BumdUF6HCn0b4L51ziAlzmoOM8ChD7cV5Z+UvzTAc7iKSxWdnRYOe+CwiS6yQIlsgLsw5zQjGZiLP0PiK+TypJeRlfRNM2AGlmJgz3nGB691OHTEYgZmFQN9roB5RzQQ+PyeBs9ZxHwFxkr1bIH7+AHHwx0ucJYr/tME5JXCNwXeC3JsG8dObrb4zr3C5/x84s9vHfMjItlORQ9XtplIz6z3ImF9IZct5WEblp8SccQdR/FxXNwwOUg34ug2jooj/zg2jzQck1YegbnHMGUpvE5nJK+ry3KKeIDAMXn8npMjOA8WCO8iTeuyjZRfKnC0HMf+cXzgq7IMec98unBFAny9PLtv59QZOFEq6Aes6miTKyaVb9aVdhDCEah3CExccdPuOQ4yfwXxlXRvFV3RBWjTudCmjhToz6yg31bcb+Ota2evlTLK+GeBskwm5U/RlX6+VvI/TVfKws998uMV0+3Fl1cI6CBdvMcux6Jh9YqfFJHPdkkPuqIt1/W/DVO+5M14tYtwncD2PM8khOMY6SPcGwifFsrjGF+nMMZE+hTj1nHC44W6MiqKZS4zQOOpExoW8TAGKwkYvYtT2L4pMUflbZDCGAQOFWhAdPTTUpzLdX1xcnPZUaDD/30WhvMygQYdsrYcvDflPc+XBDoMEwBO+ME4hKCHCcL2KYAJyNHCOfdFqXRNKpT6PaG4S+OPCUN0GM5WZVB8faWm+wIn5azSSYyjhLq6EO89AgNVlAt+fynkZzkTr0oYSKh7SNO6MFjwGoDJEsIg9E7hnuTngt4PCDHBW09uzrwN3iPqSXLwzC1/zUCTfvdZJStPsWJySVraQgjGcq/MT/u6PfPjXCjcVYThpT+jj+e0n0CfpX0RRluvk/IZN21nu6c8HpFlcEQK2zsLe6bc5DFKog77pEj5WNSkXouUrup7hbr+d3+lmxAwmkxUTxFYUFA3+inyfAGDHBNYysYZ3iweov/sIDfjYLwCW1luxp38lcEi+avKqGDLmBho0odri9ZEyQ+lhUaWCzNG0u6bBUZHYNUZsoYcMTCvk4WH82Y5ch2EXybQmHM5Sh7y2ygLZDXwJyEa8tYpzqOzODTqvENnt5Y4J1O60gDvnMLpRLmcIA9fMsdB5sXtxd5JgfKWOrlXVZd/UXhelzWT/0MkyORdcjMBWLUIL723KODoLLBpXa5WGgatXFaU57YsAE7Lup+osNOKdOXgXNye194m/Y4Jat7m6Uv0RdoJuywh9Jd8Ekv7uj27j3OhMMoA58+O/sSK+h2Fjipv+YybtrOHSBkTvbzvM3Fnp+fsLKP3yp3/16eqMqykQHjaJ7sZYXm9mBywc1bWa5HCSuPWpv/BPwaXPENiAsvzuioLxxnj1PYpnD59k0D5Qph4bJX5F8ldljG7becYGKjtw2GYplI2tq0eK1xaKPnPEUqZpYfQMGMFyn8Z+YJwrcBHEwOBwbzKMCv4r4RVGAYiBCOzvLBaCqChYxhZFTNAPVJgIPpkut/2QkdB2D7KhWMB4WXzIryNt6wLW215XbZIfmbLuTARoqOzDdxGmtSFZ/E4oazvHxTGgBSC/3CBrTIGjoHwIqHpcww9vo5m4DzdZrL1whRtB12/KFwsvCCF8Vz+LLADMRXJnzn66DflzlQT/U3aGXrYAWKciLo9Sm5WgYwPWwoxwcNIxfghZ2vJ68VKlIlkk3q17X9MHujTISfIQX9i7Kzqw8QLA8tq+OEpHoabyTXPmHHMMocZ6MMAx8BL58ilajYd98u4hK8uLBIeJDxdwDhOCBhiDHMTwbjmQodCYuaIsX+yQMM9VBgIFwqbCF2EMiNlfRg8kLifvK0udXUJ3ayABxnwk/ahrXK7r6yj6hJ5Rv2GZXGqbrDSeZnAFuKEgGFo+hyH6XX40gzwL+5oy2FsMVb/JnxVoA+xiiTsLGGqUtUe8xVZU/1t+syZUoqhY1uWeuCnbkwwtxE2EJgI8Bqmq3StV9v+V/Yryhs6Xi73IAOLF8rF80POFbYVGFOPE5hMsaMUCwviWOYgA30YYGaMSDSWoKFuC7Ski9keM0/eq9xZ3uzRzwcqCwRmn3sJbEfTwLsYhztSucq6hz/up2i9XkL3a6R1IgMzZbino7aRJnWJOA8eoZhnyLMk/x+NiOdb/TCAUWJSyYSVtnyVQBjG8flCGC45Z4U0aWdRUOpBv2SVyyQDPyvJWwTqNc669dH/QsfnVJeJAvThfxJCzpdjO4EJLWMkk1s+1rLMYQb6MMC/Uf3/S3hawcOmLXnhg4VSGESabAeV6Yb52ZZ9dbp5t66fFQ5JefD+bJjwTg1ZLl3RwwqTToGUW834mcGWW7Up+uLLMJ15nFHuRUnHxkUkeDxZ+IdRiSvuNakLqw3eWW1WpH+g/JcKcFj1HInetjxFFvYOYYAVIe3yGOEbKc5PdGXys6swIVydwkddaI/RvhkXdhC6rHBH5cG9Ju0sdFwnxzXC7gKTvhvSDerM5GJHAaM83ZJzQxvn/esigfCp9D/6E8+m1EF9Fgqs8pF9hKcm9890fYdwivD4FMalqozZbTtnIwN9GGDqtVBgG3c/gRkrs/HXcqOFXKC4vxP42Ij3OwwGbxdWbqGjLirb5W8VwhgwwGBMrxVo2MPkpnSD1SX1O02gI54uXCQsFGJVSOfcRaDsbBEOk2E6h8Uvw+m8zIT3FTZKN5fX9QiB1f2tZYIaf9O6HCQ9TxR2S/poQ4en/NjiZ3VypbCnQDtAGEi2TW5f+mWAdsBEbychN0YYqecJ5zXM7kbFo689SKA9sSqLVzgNVTSK1rSdhTLqxOo3f89L3ZiYM/GLftQo846R4Ia+j7Bd/Eahr/53gHRtIbz0XvWL//Is2Z27IoXxPN4iPCD5V9H1CQKvH0KqypjdtnOuMvCXhgXfW/EGwm+FiwUMMmlfl9I/V1caCWFsMQ+EciuTrUvef/xKYFBhYGfWyyp7kbCuMBD+IGCscWNE2UJmxcmAQRjxMEQYBPK7WdhZoBN9RGDWiZFgNXeqsI5QJ+ij/KR5dxaZ91PHCgOB7e0fCAuy+6OcVTqb1iX0YoBZ7QC2H6kfg+gwYcIxEP5XKFfpTeuCMb1UYKVFnh8TSBsCn2cLvxbg+UThDOGPwkBYK13ZheBZEsYzs9zHQNN+R4pDBJ7l/TMCec7o2DILw0m/yvsK8RAG97MEnin9g/5S9tkPK4yJ50D4kxB9Xc6/Evol8aqecdN2htKox1OyHFaUm7wZH+pkN0XIxx36e9t6PUZpMIb0fT6w5MOpkFH9j/FtIOTjFXmXspUCviUw1n1PoK+QZwir3y8J5E9/YseRHY/4EI14o8rIfcvMM9CmDw8tXVclzFBJm8/shmbiG2bADCzFQNd+ZxrNgBmYHQzU9mG2D/sQZnW8p8kl3mswa7OYATNgBsyAGTADLRmoteLSt0DgY4nVk262Xtii5H2PxQyYgfYMNOl37bU6hRkwAzPFQC99uIkS3ol8UYh3oHwY8XGBjwUsZsAMtGegSb9rr9UpzIAZmCkGeunDvSiZqRo7HzOwjDDgfreMPEhXY94yUNuH+3oHPG8ZdsXNgBkwA2bADHRhYK4aYH7mdJdwR5dKO01jBl6vmPzk4fsCH9PxcwmLGTADZsAMzBADtctolWNCWChwAMRMybuUkQ3w9LEdv7/k99zIOwVO5Fkg7HpvkP9OIwNN+t00Zm/VZsAMTJGBXvpwEyWTKijxOJ1lpsQGeHqZ5uQddhlCOGULLBI4KMAyvQw06XfTWwJrNwNmYCoM1PZhBlSLGahiYFUF3pPd4OQsixkwA2bADMwgA3VW/CCVJY58/Lnctwgcd7ehQFrAweG7CNcJHBcZr2j1UwAADQlJREFUW8dsc/JbYY55A6TjrNVS1lYA579ytnIcRs4xjuUW9HIK42xVznbmd8n8LOpggXCkSZk4uu8SgSPhePfJ8Xw7LE49XDh6kXpwLCP1IP3+RfT15P+KwLF4PxU4OJ8j5krZRgFxzCM/5zpJyP+RAWfQwilXtocvFzju7yJhfaFOmnBO3Tn+k2fF8wQcBciVY/X+JwuP59UH91JrSQzU9TsTZQbMwOxmoJc+3ETJpHggXr4Fzbm0EwIGifORMcKbCZyYhcFGjhY+IMTHYBgpjPj2995e/Jd7GEI+BsLArCS8UbhBKA3wexSG4YhybCA3ecXZzXVl4vjM3wmRP3lTxnOEUYIRPDKLsKPcGKmQteT4hfApIep6oNysMDe/L9riM2pZacapYivIjWG/XnhQisdkhN9Yc14258M+TXi2gFH/eooz6tKEc9IfJWDkS1mkgKot6KlyX+Yz3/1N+t1858j1NwOzmYFe+nATJZNioTTAQcxlcmAEMZwhr0wOPtrKDxQn+EThtPuiLl45oxujlgurxNwAryk/B8R/qIj3Lvkxhmyphgwr09aKQF6PzuJSxr0zf+nEqP9ZeE1x49DM/xG5WTk+JAvDEA+E87Kwq+VmFyCXdeWhTIdkgRhHwjbKwt4sN/UPA5/dWsrZhHMStDHAfXA/rLzzNbxJv5uv3LjeZmAuMFDbh+sG674qyZZm/j7xhKQYo3S4wAr3JmEgvEhYJ93nwgoPweDmwn9NymULeZYX+K8iubACx/iz9ZpLVZnYQuY/xbCSZGv9kQKrwE8ulXJpD0YPg85K/hjhSen2YVk0DDurWFatIRhtVs5Rbgzj44TSAJOO/x6FjlzgE4MdwvYw9V8tj1ThbsJ5RbKRQX1wPzID3zQDZsAMLGsMzJQB/vUQ4k5V+M7Cy4RHCBMCR1qy9RrC6gopdeRf6HJ/9RSPFfAgA36M6kPT/biU+ghnpf5kAQN8qDAQLhQ2EUYJW8cfFHYVMKq8e87/CxRlq8oPg8wK+kFClH9YvLivqIuFOuXyf8lzvyK89DbhvExT5++D+7o8fN8MmAEzsEwxMFMGuIo03rdysMNxwo+qIqSw29I1374lKN9Sxh/b0WwFT2TgfwATl3yaCMZzgcCKdC+B7ehzhXxSUOrBGLJFzPtZjDH+U4R4F03ZyvKjgzBW0MSP8g+Ll2+3k7aLNOW8re6+uG+br+ObATNgBuYsA30ZYIwIEl8bs91brjhLklj5VUn+xS/3Y+s5tqIjzaZF4kXyU46Ni3DyOVko9RbRFnsp96vTjbt1/ayAYcVwrZHCy8sqCjg2BbIKPUdgRQ8XbCkj5wtsq+fbw9xnu5oVNh9esdXNaVP5R1nyLkmHjqlKU85H5QPH8Zzh5JnCImGq3I/K0/fMgBkwA/OSgdoXyWKFlR/xXiCwUmTVGsaH96OsBqvkCgUOBN61ItsIGKP83SaTBN4RY5wwYhiRfYR81SjvYuG0JgxZfJzEO9H3Cmwp5zKsTGyH3yCEsWY7FyN8TZE+97L9ivHhS+SQBXLw4Ve8y15Lbr6C/rQQk5795eY9btVX0PGRGnU9TeALZ7apQ46Sg3rmwvY3z4CV+yhpwjnpq/Ig/DNCvH9/g9xsaSNT5T6p8SUx0KTfmSwzYAZmLwO99OGmSo4QDzcKGMp3Cw8WBgIf/fwuudmezQUDdbbAe88rBb6APkP4ozAQwpiwjXymwO+AMe6sOPnZCyvOgbClELKvHGxpg6uEjwhhvOrKRD7EZwJAeagLBiYMqZx/JRjJtwsYJdIwWbhIeE4Rc335TxduEjDyFwjlqp4k2wqs+q9PcU/WFQMewnY4k4+o+7pywz3vr3lWNwtMJIZJE86/q8R5HvkE6jG6hxGHm+8I/CvKkKlwn6mxUww07XcmywyYgdnJQC99uBcls5Mfl8oMzFoG3O9m7aNxwcxAIwZq+3BshzbS5khmwAyYATNgBsxAPwzYAPfDo7WYATNgBsyAGWjFgA1wK7oc2QyYATNgBsxAPwzYAPfDo7WYATNgBsyAGWjFgA1wK7oc2QyYATNgBsxAPwz0YYB3U1H4+RFffPH7XIsZMANmwAyYATPQAwO1n1Irj5WEZdEAT6heC4W6wy16oNkqzMBSDDTpd6bMDJiB2ctAbR/uYwU8e6s/9ZJNSMWhgg3w1Lm0BjNgBsyAGcgYsAF2czADZsAMmAEzMAYG+jbAHNJ/pMDRkj8T3lbUiaMePyVwRCT/j5ejGxcKK2bxOPaQpTt4ivAl4bfJ/wNdOaaSM5T5/7d/KyAc/chxl/xXHv45AMI/SfiYMBD4D0fk90JuZLKl3JekexwheZawQ7p/kK5xzjHHP5IfRzRazIAZMANmwAzMCAO1+9gqRbwDvlzu/YTHC5wHTdpnZaXEuH1LeGAKw0guEjj4P2QNOfYQSHuB8AoBfRcLnDWMAefcY85gzoXzm+PMZP6JAoYVA8/5z8hLBM5P3j75+Q9HGO3wMxk5Wjgn3ecyKVCO+LeC2S07zcC0MtCk301rAazcDJiBKTHQSx9uoiQM8GlZcTForFzfkYX9ndwY2Fz+SR5WrrlgFMn3wCwQI4ghfnq6t1N276lys0oN2SXFeXEWhhMjflkK2zrFeXQWh3e9e2f+yRTHBjgjxc4ZYaBJv5uRgjgTM2AGOjHQSx9uoiQM8JuLYl4n/0ezMIwyq9hvCzcJAyH+iw+r4ZAwwFX/LYg41wr8d6SQT8qxa+b/hNyUm1VuLh+W589CTATukpv/HsR28yOXjrrYNymgxwa4ghwHTSsDTfrdtBbAys2AGZgSA7304SZKwgDvUxT3GvkxhiG8E+Z/5z5fiH/qzhYzefB/dUPCAG+YheXOg+VBz0OFBwgDgTKEsBJHJ+E5bpcfo8u/BkRY/R4v3C0Q/0JhE24kmdTVBjgjxM4ZY6BJv5uxwjgjM2AGWjNQ24f7/girroQc2sE28NlCbeFGKDtB9yg7xpttZt7b3pPFjy3tjRU2kYEt5lUFVuYIH2ctEAjfS8Ags5W9gmAxA2bADJgBMzBtDMy0AS4/nKJi/9Chdnxhfb6wh7CncHyh47zkxwDnwj+P5yMu5BnCq5ObFfBnhUMEtq3jPTWrbCRW66Rh1W0xA2bADJgBMzAlBmbaAH9VpeWraD6AQiaE1yV328vxSoCBXUu4rEh8hvxsJ/OTqPgKmpUv74B554usKbxViAkAX05jYHm/jIFHeE+N8PMpVsVsbZcfkaUovpgBM2AGzIAZ6JeBuq3i5yq7GwXi3Slg5DBSA4EVJF9Cs+2M8PMjfpvLu1i2f9nufb9AWozdi4TDhJ+nMAwhcaqEd7783vgtVTcVtrLwQWEg8Btffge8vxCrWYzqRwR+vnSl8EOB3/2uI+RyhDzUj/v8tMpiBmaCgbp+NxNlcB5mwAx0Z6CXPtyLku51cEozMC8ZcL+bl4/dlV6GGKjtwzO9Bb0MceuqmAEzYAbMgBnozoANcHfunNIMmAEzYAbMQGcGbIA7U+eEZsAMmAEzYAa6M2AD3J07pzQDZsAMmAEz0JkBG+DO1DmhGTADZsAMmIHuDNgAd+fOKc2AGTADZsAMdGbABrgzdU5oBsyAGTADZqA7AzbA3blzSjNgBsyAGTADnRmwAe5MnROaATNgBsyAGejOgA1wd+6c0gyYATNgBsxAZwZsgDtT54RmwAyYATNgBrozYAPcnTunNANmwAyYATPQmQEb4M7UOaEZMANmwAyYge4M2AB3584pzYAZMANmwAx0ZsAGuDN1TmgGzIAZMANmoDsDNsDduXNKM2AGzIAZMAOdGbAB7kydE5oBM2AGzIAZ6M6ADXB37pzSDJgBM2AGzEBnBmyAO1PnhGbADJgBM2AGujNgA9ydO6c0A2bADJgBM9CZARvgztQ5oRkwA2bADJiB7gzYAHfnzinNgBkwA2bADHRmwAa4M3VOaAbMgBkwA2agOwM2wN25c0ozYAbMgBkwA50ZsAHuTJ0TmgEzYAbMgBnozoANcHfunNIMmAEzYAbMQGcGbIA7U+eEZsAMmAEzYAa6M2AD3J07pzQDZsAMmAEz0JkBG+DO1DmhGTADZsAMmIHuDNgAd+fOKc2AGTADZsAMdGbABrgzdU5oBsyAGTADZqA7AzbA3blzSjNgBsyAGTADnRmwAe5MnROaATNgBsyAGejOgA1wd+6c0gyYATNgBsxAZwZsgDtT54RmwAyYATNgBrozYAPcnTunNANmwAyYATPQmQEb4M7UOaEZMANmwAyYge4M2AB3584pzYAZMANmwAx0ZmC5Bin/0iCOo5gBM2AGzIAZMANLM9DExpozM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBmYRA/8f8qyjxp6TsdsAAAAASUVORK5CYII=)
Answer:The correct match of the above is as follows:
![](data:image/png;base64,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)
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Question 7.Find the odd one out and say why.
(i) Tourist guide, dhobi, tailor, potter
(ii) Teacher, doctor, vegetable vendor, lawyer
(iii) Postman, cobbler, soldier, police constable
(iv) MTNL, Indian Railways, Air India, SAHARA Airlines, All India Radio
Answer:(i) Among these four occupations tourist guide is the odd one because dhobi, tailor, potter all these three belong to private sector they do their work for profit only and can start working at any point of time and anywhere even at small scale but for a tourist guide these things are not that easy and first of all a tourist guide is appointed by the government and he serves the foreigners and but do not work just for profit.
(ii) Among these persons teacher, doctor, vegetable vendor, lawyer vegetable vendor is the odd one because to be a teacher, doctor, lawyer you must have skills and education which will be helpful in your in establishing your career as these occupations but for vegetable selling education does not matter that much because an uneducated person can also sell vegetables and all what it needs just good communication and calculation which depends on environment and not that big deal.
(iii) Among postman, cobbler, soldier, police constable, the cobbler is odd one because the profession of a cobbler belongs to public sector and at the same time it belongs to illiterate community and impoverished people. But on the other side postman, soldier, police constable these are the people who belong to literate community and basically they are from good family background not that much poor and bad.
(iv) Among these companies named as MTNL, Indian Railways, Air India, SAHARA Airlines, ALL India Radio, the odd one is SAHARA Airlines. Because it is a private enterprise while others are owned by the government.
Question 8.A research scholar looked at the working people in the city of Surat and found the following:
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)
Complete the table. What is the percentage of workers in the unorganized sector in this city?
Answer:In unorganized sector in the city the percentage of workers is 70%. And unorganized sectors are those under which people working on the street, construction workers, domestic workers, people working in small workshops usually not registered come .
The complete table is as follows:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAHwCAYAAAB+ArwOAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4XuydCfxuU73/9U+hzENlKL9rLrNoQk7mIkk0ISe5l25USHVTOUrophIqkijqKkMSt1GOWZlFCJ3HECokQ2m49f+8z1nrWGd5nmfv5/fbz7D38/m+Xp/fXnsN37XWZ63f/q5hP2vPN5/FDJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYgVFj4BklCvSvEnEcxQyYATNgBsyAGZiXgTI2titnNsBd6XHgkBlw/xxyAzj7Ugy4n5aiqVGRCtv8/zWquq6MGTADZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA1ws9rTtTEDZsAMmIGaMGADXJOGcjHNgBkwA2agWQzYADerPV0bM2AGzIAZqAkDNsA1aSgX0wyYATNgBprFgA3wU+25spwt4a/C6c1q5o612U8hvxJuFG4WthAWEo4Xbgm4QtcXCJbxY+AoVfkB4V/CWuNX/aHVeEXlfIlw79BK4IxHhgH++crKGop4sjBLoPPcI5wjbFZWwQjEu1JlGAcDvLHqSduuGzj/pK77CAcLtNtzhWcIFwsvE+4T9hZGTcatf9I+dwrPHlBDbKl8bICnTnbZfvpWZdUKbdzJAK8Q2gSdORafelGtoSIGCtu8yhnwG1Toq4VbhXUEOskqwneF8wUeHJbRYWBTFeVPwg2hSIfq+lUB/2uEJwQ60FYCbXq38EehrtKU/vmQGuAu4Z91bQiXuyMDCyiEQfCrhes6xpoTwKrV7m3A/62lQQwUWnHVdTXhz8LHO9T77fJHzw4dwkfJe1xmwEeKdJYXc6lb/cetf+bt1e97z4CrYbhMP2XFKU6KzpS72wz4h9UUy1r6yECZNi/MvoySU6Tlb8ISHbTRsVjWZGaFnCqw1/oXgU7GyA/5kPDr4OZygPCg8FhwszRMecArBJa3GfExQ9tOKJKVFIEZObM+RpiXCeSRSjRAcSmIWd9pwsJZPO6PEVoCZf6lsEcSZxO5qds/hKOF/xZYxqXOrAi8SEjlPbq5XqBcjG5PFtaeN0rpu/cqJnu4twksVx4upEuW1+r+UeH/BMoI3hiutAuDKfxaAnvjuNvtja8i/7MFZmSUnRUQVjoWFaKsLse5QkuYJfxAWHNu6NQd/eifzEJiP3u33J8Qfh/8eDAi9FnanxkpKwn0xXcIpGNg81EBwY9lfLiBo58KG84OeUqIH9OtKzdxHxfYB1w1ifdFuf8Q4q4R/HfWlbaM7cj1kRDn/UnaMu2Q1gkd3xR2CrrWSnTZ2TsDZfppqpV+Rlu2E1YXbYDbMTNafr22edvSl1HCwykuZbZVIs8zBHQ9L0Q4SdffZJExiMThYRGFB9le4WYZXfcQiPNjYUdhPeF/BQzlIkI34cF2RBKBZUkMYioYYIzpCQK6mb1jfD6WRHqm3PGhGgcdLN2iixebUuGfiAf0B4UFBQwa+nnpCT3I9gLlf0G4X1hX9H843Pdywdg+LLANgCwnMEA4K9zHy5Fy8ODPhfqfnnvqPvdfXn60+4lCHLVvIzcDDgZHCA+KB4WTBeIwEMNo4besUIX0o3/Sj+iD6GawcojAYIiy82BEMIYMDLcW5he2FO4WSJMaK/ocg5so9Dna+vmJ3wvl/rJAu31HeKXAMiT/Hxck8XBuK5DHGsEfAzwjifMsucmTgVf8fyjbDu3qxKAhr1OSnZ0lGSjTT1NV9LNuBphnyP8IVwkMtJnUvKRkWRxtMAz02uZtS1Wk5DlKRRwMYjc5NsTjhR6EB1H6j41xxSj9XThoTpTZf3nwpw+r+ADaN4nzcrnRxUOrk/Bg+qfwH1mEQ7J78rtf4KEaBQP/s+Sehx755bPub8gPYwsnUfgnYlabyut0Q3pm2chhAg/vaJDx20TYYnZoecGowd9nsiR76p78Nk78j5T7gTaqc0Mbo+T+xymAgclSmQ5G5rGNeaBTHto2CkaBGTb5VyH96p8LqnDoPi8pJPWg/zH4YMXn81kFGNylfZrglbI43N4jpP0XP/jI035IfvAXBzjEI3/ircGNhO2fVwU3FwZgDIJSvzLt0EudkuzsLMlAUT/N1XQzwPyfY4BfGhKx4sSzh1WTdXNFvh8aA4Vtnv5jT7WUhZmFDGK8n+ieGeMOwX97Xb8tXCq8PvjR0TCavwv36YWRX5Q4UkwNdZ6EBxlGhIfm54TYeXn5KBdG/TzEovxWjlQ3sx0kLQP3vxD4Z9hoTvDcv8xIUrk83DDTQVhqZJaCP0uWiwvwkM9+iNtNNlMgA4d25SJdLHc3HWXD0MUM7aEsAQYCHhAGEHcILJtGYdbI7KzXwUWiYlLOXvtnzIRVmSjUgwEGfYcB3RVJGM5rsntuWfpnpsIshaX6lsBKRzvD/KT8bxKi0K9pz3yQk0SZvboR+xODNow2A4HoR9wy7dBLndL87R48A0wQWJGJ/Y0tiH0EBsSHDb44znGyDFRhgJnNPCjE5dNOZcGA8RBshQikw8BEY4sh/p7wfYHR+5ICfukMRLdzhZlmlP8LjnQGmQTPdb5WrqMFZp4YRR5eb24TMdVNMPpT3UuHNCwlpsISIhLDY1iuj/01BhbLhQg/0nVrAf+TBQYcpwrdHrwh6TyXXsvVTkdZP/KK9e2Uhjj/JrQyMLBioDIImWz/jGXL2xh/yo/kYbRfKtR/prCYQJ9eUZgQMMQY5lzyflK2X6MHPukzPJTzQWWZdihbp7zMvh8NBujnNwlx+2c0SuVSdGWgCgNMBizRvlhg5tZO2PtjtsfMLJ0N8XIOy5U8mFYTbhDww9htJ2CAua9KeMAdLLxQwBhzf7qwXo8ZMOBAGCSkEu9jeAzjAZzKErqB+/sSz5/KvY3wIuHTwluEE5PwMs5ey1VGZ6c45EU9uglxfiVMZMAgrN4tYcVhk+2fnYrBDATJ2z/v/8w8GXjSnvlKQVBR2eVYaXqesJuQrt6QQZl2KFunygpsRZNmgOdJuwFcPlGYdAZOOBgGqjLAh6u4/NPv26HYzDLZY/p4Fs5sF+P8OSHusbJkeYvALHVCYFRXhTBDOCYooqOylIiRI/81e8wAY4nkS83cY9TzJeANMv1xf+6K4M/yURy5stwNTwwMWGbqRS5SZNqhXbnQE8vdi85OcdHFMmpuhL8uP2bzCNsMKwvpnjj+uwjvnx1jMDLZ/tmpdMwy2dKIWwgx3vpZApapc2Fw2W2rJI9f5n5nRWLr4kCBVR1kBWHH4C7TDmXrFFT6MkQGvqC8ae9UFtDNWsK1QyyXs+4DA2X3zvhnf0w4QIgPXB5AuwoYpf07lO3n8iePrZJwZgz4Hd0mTf4SClFY/iY+RruTMOviofnqJMJ0uf8ipPtx7BNj/FI5Xje3Jh48RC8WrhaiAdpEbpaB9ksTys0+3l3C+wRGrRPCjcLNQlzWPk7uc4SFBITBAnHIN8qhcrDHE9MkQfM4MTYsDa8bfFlavE04K0twpO4fyPy4bVf/dv4MqH4vUMY4kNtJ7lnCwiSQsMROHgx8YrnXkPtuYRoRgrxGV9pv08SvrLNf/XPBUKZ9OhSEF5seFZjlUn/61XUhDQ9CBI4eF84X+J9gsDdDoMy0eSrt2oP+TFz6d5Rtgx88IuTB7JrBbCqv0M1Xg0fZdmhXp5Z0UIZYp3lz8V1ZBsr206jvTDl4drSTU+TJQGvFEMj/FkY5f761S2u/wTHQa5u3LVkvSliG/obwG6El8KD9noBx6iQHKwADnc4WNtY9+W6eJcII/S6EMVPEuL9euCf4sbx9VJYm3qL/YwIj/esFDNwlAg9/BEPaEjByTwhxFnuB3Aws6NyEM7NAFhEwLC2Bf4ZfCtOFXPgnokz/JcAHBp8l0RclEXlYfkfAKFM2lm1ZFUhnjvAaZ8xJ0rZOjD0DBgwvbXGEkC5ZUTc4ZyWgJZwurBzcsf74M0tt5x+N6aoK/65AvTA+GAH8UiE9xp82YnQO56+bN8p8e+oeXvKl+ixa29t+9E+2Jxg0oRvj1hLiQCsWYgE5eOgx2AHfFJiJkiZdUdlC9/Q54sD7J4RZAsZ7poD8SEjbA84+JdCf0Qd36GaZOe3/zHgZpBIH/1aC++WOBljO2e1Y1A5pnR5RfNpzDwH9/L99BEWWSTFQtp+eJO0tgWfQP4I7n9WuLX8GcDxzeI7RP+hD3Z6zCrYMmIGybd61WJUo6ZpDswOjAZ5KLdnb44HI0m3ThFnhZUI+Iyxbz1Hqn2xpUB7ay2IGUgZGqZ+6ZQbDQGGb/7/BlMO5TJEBZloYqDOmqGcUk++tQjHaP2gUC9elTMwG82XZdeT3oMDSvMUMmAEzMGUGCq34lHNotoIqZsDsRzZV+J3rM6dQuWH1z1NU5m8JcWmfZUGWjFn+t5iBnIFh9dO8HL4fHAOVtHklSgZX55HJif0YjC/7OOwh5/s4I1PQmhdkWP1ze/HG+wHstQPeA2BPliV1ixnIGRhWP83L4fvBMVBJm1eiZHB1dk5jxoD755g1eE2r635a04abQrEL29x7wFNg10nNgBkwA2bADEyWgUEZYF4e4uUURgQLT7awTlcZA+y5tgR+o3p1ZVqtyAyYATNgBiploHAaXTK3vRQvN8D8BpffR8ZDI0qqmh2N32XeJ/AW7SCE3yvfKaS/px1Evv3M4zQpr8oAT5OuD/ezsB10V9U/O6i3txmohAH300porJWSwjYf1Ay4E2vMwDjwgEMYehVebuIAiD/2mnCS8TmQgbL+c5Lpm55smio4DAPcdF5dPzNgBhrKAD8BGaZwMtD6kywAbxZzgtSg5HhlBCxmwAyYATNgBqbMQJUz4K1UmiuEOwSOSOMnGhwx2El2UwA/02GaHs/b5co9eLdwhMAMl2PwPipE4Vg90nJsIscopsIeczwikmPaKMuxwipJpPfIzZGPHJ9InJMFfsfZSTgjNx4LGM/gJd9YVgYCnOXMgRL8JGW7ToqCPzpiWvRwglKczX9Wbn7K8vbgx945B3Gkv5VdQfdfEW4Q+HkTdZkhcJRglJzLTyiAAyLI98wkXupkQASnbAtckgSsLve5QkuYJfxAWDMJP1vuA4RFBdoF0AYWM2AGzIAZmAIDPLCLhLNzWRKOX+jAgHxSeDJJuJfc6Epfwlow+GEskEUEHvbEY29yfwHDyAcG8MsP679SfhiwKBipi4VrBPaIkRUFDHhcHt1eboz6C+YEzy4PaWJ48H7aZVv5UAaMJ7KMsEfw+7GuOwrrCZzzjH7q0kmepYAJgQEAAwROueIUpfcK5IHBxcCyN75f8HubrlGow+XCc4MHhm+mcOTcGPNyiZE+RIBLDGM0wKfJDc9R3iQHXKRlx9g/KJwsMGCjbdGB37JClBlycFzmoAW+LGZg1BlwPx31Fqq+fJW0eRklN6ns6YOcqjAbuz+pUxkDTPRolKORwA/Dyn7xxxN9OHMDvLP8KC8GKhWODfxA8DhMV2ab6YxyE91vMW+Sp93lBpgI0W/fJPbL5aYM6VeXnqYseFB+XiRLy8KLXhi39GWv23WPQY6CgWQAkMq7dEO6VCKX5yWepKPcSGqAd9I9s16MeSrM/vkQRZof+fPlp9Tgz9C9DfA81PnGDMxloMxz1HQ1i4HCNp+/gvoyk2Q5Mt8fZSkznSH1mhXLoVH4ag/G/PkFSrYM4WlavJhBR8HIYJCZQWJcWFq99KngSbnS/O4NGorKGjNiGZn6RcEgM0D4W+KHzlQfS917CLsLcMyLYcyGlxIwoI8KqfCxgyh/kOOH8wbPh/E9XWA/Pk/LwIRtBdJFYf+dgULRoCVJYqcZMANmwAykDLCkOFVZOih4eKqKsvR/yu4xUulMsV12ZcrCZ7u2FpitnSzwGbdTBYzXZCUtazSmRWWNebWrZzu/VB8DiM8L7OuuKEwI+weF6cw55tHtTfFVFOkAAT4+ExMkVzj9N6GVAcOfz5bbJLeXGTADZsAMtGOgihlwXPZcol0GA/ZLy9LtizQ/VbnA8sLeAvu/zCCZCdZB+A4ys/bzKygss9ntBAYlfJP4nQIDkyhwyox8g8TPTjNgBsyAGZgiA1XMgB9QGW4WNszKgkG7Qsj3KqdY5K7JMapIXhZebvqvELaPrq8Ibl7OYl+Z5VdeUKqL8BJXLsvlHiXvWQFgxn1GwOd0ZWAS5SdyrCw8J/HDuYvw/sSPfWJe0ELoV+zDl10FCMl8MQNmwAyMDwNVGGDYOkhghsTMDEEvy6PsZ6Z7hyG4b5fvSvMlwgxh8ZDLarp+UOBNZWQtgRnvQuGeZVTeXr4g3Nfh8n0VclMh7nlPyP2eCgqODgzpCYmuI+TmoBReuIoGdQ25Pytcn8S7S+6FhcUEOP6akO5tJ1HtNANmwAyYgTIMFL7JFZSwhMmMlxd2bhC+JMSfszC7YikTXTyoMdQAN34PCcTh50ypH7/fZQbdEjAMLJey9MqMDD9e9OKFJNzROJDnMcGPcvCy1TZCFGa/LLUya8eA/Epg1pfP8OYmkINyMFOkrMyaDxQOzfyoz+uFe0I8Bh5HCe2E5fqWEMt/VYiE35MCbxjfGPzgEwOIH+HIcwX4ZfXh1wL72hhEysdy8Y5CzmVLfuk2AfofFygDYfBMG8Bx1IMOBL7PEqjbtQKDnNfNDnlKGNDwtjXlvUnYeZ7Q/t2U7Z/9K4E1m4FiBtxPizlqWoxK2rwSJU1j1vUZGQbcP0emKVyQLgy4n3Yhp6FBhW1e1RJ0Q/lztcyAGTADZsAM9IcBG+D+8GqtZsAMmAEzYAa6MmAD3JUeB5oBM2AGzIAZ6A8DNsD94dVazYAZMANmwAx0ZcAGuCs9DjQDZsAMmAEz0B8GBmmA+ekOZxrzZhiHNFjmZSD9qRO/s52MTCgRnwrkJ1a3C/8zGSVDSOO+MQTSnaUZMAOjz0Dhq9Q9VIFzh8fJAPO7Ww4j2TvjaIbu42lcadC2gZ/JGuCfKP3ZQSEHkWCE6yKT7RtV9s+6cOVy1o8B99P6tdlUS1zY5oOcAU+1MnVM/w8VmoMx8o8hHCK/dgZ4KnXkGMhNhIuDEj6usM5UFDqtGTADZsAM9I+BKj7G0L/S1V8zp0pVbWg7sbKAAhYUOEkrCidoWcyAGTADZmAEGahiBsw50PcLTLffJZwpMPti1vdFAaPQTVZQIB+b59hIjjnkeMgZAgYlFz6qcIvA8ZEcd8iRktOSSMwC2U+8TbhV4JhGPsIQPxJAVI5M/ILwS+G6gP/WdUkC28j68uNYSerHcZTxow58EOFPwtuTNOxx8x1fjqvk+EbuOerx9BCHGSp+yIzg5n5ijtfcvywfnyNwzCb12C4Lz293kwdHQCJHCOhM93+30v0VAnGYkZ8mpB9v4EhL6seVj1JwfCflxo/jNbkC6vEWIc7qOf4SbuEAP44bhdt4LKic880vHCZcE0A7f0N4AYEWM2AGzIAZ6MxA4Tq2kq4iEA/Dwz4mD90tBAzU8UKUGC99CQs3D3zON0b4OMJM4chwHy+Hy/GwsG7wID5nIP8wifdpuR8V1gt+q+uK8SRtFM5nZpk2flEIQ0mcbjPVFyqc+r1jrpb55sOo4ZcaOgYNDBBSuVI30QBHf9K9P4vHLdwRxocjdhSox/8KDGY447qbLKhA0u6TReI8Z5bCdw/+z9aVj1bcKfDhBIT6fVmA3/OFzYVXCfBCGSYEBisMWo4TWNpmMER+GFwGULTLfsHvbbpGWVgO9K4UPDDOnxFo83Rg1K5vzFXSxVGmf3ZJ7iAzMBAG3E8HQvNIZVJJm5dREh+en8+qz8ySjyjwgEfaPWQxLHwIIBVm0symoiwrB3ownqkwozw3eMQ4GIRUmH2xFMusErlU+FZwx8t0OVbM/PJbDBCz+yi8tcwsHOPIgAPhAwV8JCGVyRjgfRMFL5ObNnh1pje/7WSAKeNVWWQGHeg8OPFnwIPfhokfM++4MkA97hPS2S1GnHbCqEfhxS8McpT/J8dEco8z5r9W4t+ub2TJ2t6W6Z9tE9rTDAyQAffTAZI9IlkVtjkPxyrl6kwZsxyMU/pQz/NjmZVlzZ8LLGO2BIzBUgKzYWQzAT25IcGY7pDFIc9UMJwYp42DJ7NfZmhnCNsKzIRPEe4K4Z0uGPqthWhsmCV+QMCwR+NIWeKAoJOeMv5pPVlVQJ5fJmEWh2XeNYWcNwznQ8KWWXyWndM2ZDbM7DUKy8fpJwYxyMyKWXaPcq8caVn/qXtWInhDuxUwM0SOs+Jw64sZMANmYHwYqNoAs+ScSnx4p/uNObsfkQcz508IzEInhP1DpGjslg73qTEIXnMvMQ4z4FYC7inX80JMZn0s064m/EB4QDhESGd2Ieo8Fwwrs/XXCCy3/lr4qcAMmH1SllOnCRcKU5WUx2jwisrXLs/ICWXMBS5jeAx7JI+U3eftS9na+aVlZfDEMjp70HA+Ibwy6I3tG259MQNmwAyMDwNx6bSqGi+WKWIWizBT6iS7KoCZLLOtThKXo5foFEH+Mc5/yN1tFsqywAkB7G9+UJghYKSOEToJLxExG2WWi9EmD/ZWMS4Y4G8JLPcyixwViZzEZeS0XPgxe+23vFUZYKgZYMGXxQyYATNgBsRA1TPgDTJWeZGHh26+NJ1Giy9DpX75jPmioCdfymZZ+cyQcKau7BOvkyqSG/3fFKJO3sx+bohzva5vF+4W1g5+3S7fV+D2Anuj54WIGGL2ND8sdDP8qV44iS8grSH3i9PACt0MFG4WNsp0svTL4IgZfL+lTPv2uwzWbwbMgBkYOQaqNsBbq4abC+idJjAbPUm4p0vNMWqbCnE/ckLu92Tx79f9Z4R3CdFQLir34QLGGcHY8Bb0vsJawY8Z/qcE9kLjLJwl0f1COBeMHy+BXZD4dXJiYF8kYED/ECLxFjaG/w1Ct1l8qpP95hWCB3WAs37JQVLMTD++wY1B5OW4WcJx/co00Uv7kidL/ww6GPzMGEC+zsIMmAEzUHsGWLItklUUgXgsN35d4AUflnSZbfICFHKgwAs6xOP3tMfO8Z79QObNYQwo+6o/Ej4rEI+Z6Y5ClPfJcavwK4HZ6/uTsOjEAPNTIHCDgJFJl8ZZ8v6ZwPIrOojzbqGM8DOjx4QPZZF5wejizI9ZcUtgSfqJ4I57ozvp/jfCjQIzaTg4VIAX6s1SN+VkaZvBC34Y/KOEdkJcjDrx4L4lpD+rYmDEHiwvX8EpKwLLC1HgnL1clopbAmWJwrI/frEeV4UA/J4U/ixQD+QOgTfO8WvN8Zr9970CeTMIulygL1DW3wtHhvt2fUNBhVKmfxYqcQQz0GcG3E/7TPAIqq+kzcsoiQaY5VmLGRgkA2X65yDL47zMQDsG3E/bsdJsv8I2r3oJutl0unZmwAyYATNgBipiwAa4IiKtxgyYATNgBsxA1QwUTaN5yYeXpIj3oMC+r8UMDIqBov45qHI4HzPQjQH3027sNDOskjavREkz+XWtRoAB988RaAQXoZAB99NCihoXobDNvQTduDZ3hcyAGTADZqAODFRhgNOfF/kt6Dq0ustoBsyAGTADtWCgcBqtWrT7GdJr5M95w+vWopYuZF0ZKNM/61o3l7s5DLifNqcty9aksM2rmAF3KszjCuBwCA5msJgBM2AGzIAZMAMJAxzV2C/hxKT1+6Xces2AGTADZsAM1JmBfs2AdxMp8WjBfTKCttI9xyJybCHHQXIG855ZnNfqHgN+u9ASThTSLyFxbCXTe64scV8tMOO+RFhVSGVz3VwmXCvEox/zveqi/DKVvjUDZsAMmAEz0H8GCtexVYR2e8CcAU3a1ABj6PiQQfwwAIfzf1LgTOEo28nBmcTRKC8iN+cHY1zjgOGFcn9ZYI/5OwLfl321wPnK6UcV+DA85zBvKyCk5zxlPqAQpUx+SXQ7R4yBMv1zxIrs4owhA+6n49folbR5GSVlDTDfy2W2msoCuuEgjyg3y8EHElLZUjeUIxpSwjjEH7+1koh8JOHvQjTUMd1qSRy+jLR3cl82vySJnSPEQJn+OULFdVHGlAH30/Fr+MI279cSdDuqMXxrCvFrOjEOX9lZNtwQ5yUCM95Urgs3W2T+zJwx6lFY9mZfe6nggSHnKz/Mijmxa0WBZesTQniv+YVkvpgBM2AGzIAZmBoDgzTAS4eismzcSWKctylCK8E1cmNIl8wS4pcKS9dI/Owfn/B7mYABPkRoCRcJ8adRveanpBYzYAbMgBkwA1NnoJ9vQeel45xoJH2ZqlOcrynggDxwkvd8Y3i6sK/wFuEwge/fvkiIZaoyP6m1mAEzYAbMgBnozsAgZ53mQusAACAASURBVMAs/bLfumFWpOfqnreilxGIw5LyOlkcbmcIvEHdi2ysyP8eEvCW9EnCwQIvZ/Ujv17K5rhmwAyYATNgBroyULiRrNRlX8KKb0HvGnJkAPBZ4aykBFvLzYtUb078dpKb/d24ZEwQL2FhsFN5q24oL3u7yM7CLGG5cM/SNEb41nDPpWx+SRI7R4iBMv1zhIrroowpA+6n49fwlbR5kZL0LOjfieNjBQwsp2CR9iHhjIR7DF78HTAvSX1J4KdGqfCyFS9iYTz5/e45wouTCCwhs//Lnm9LWFn4lMCeL3neI2B8VxCOE5hVXy8wA6csKwmpFOWXRfftCDFQ1D9HqKguyhgz4H46fo1fSZtXomT8uHeNB8SA++eAiHY2U2LA/XRK9NUycWGbD3IPuJYMutBmwAyYATNgBvrBgA1wP1i1TjNgBsyAGTADBQzYABcQ5GAzYAbMgBkwA/1gwAa4H6xapxkwA2bADJiBAgZsgAsIcrAZMANmwAyYgX4wYAPcD1at0wyYATNgBsxAAQM2wAUEOdgMmAEzYAbMQD8YsAHuB6vWaQbMgBkwA2aggAEb4AKCHGwGzIAZMANmoB8M2AD3g1XrNANmwAyYATNQwIANcAFBDjYDZsAMmAEz0A8GbID7wap1mgEzYAbMgBkoYMAGuIAgB5sBM2AGzIAZ6AcDNsD9YNU6zYAZMANmwAwUMGADXECQg82AGTADZsAM9IMBG+B+sGqdZsAMmAEzYAYKGLABLiDIwWbADJgBM2AG+sGADXA/WLVOM2AGzIAZMAMFDNgAFxDkYDNgBsyAGTAD/WDABrgfrFqnGTADZsAMmIECBmyACwhysBkwA2bADJiBfjBgA9wPVq3TDJgBM2AGzEABAzbABQQ52AyYATNgBsxAPxiwAe4Hq9ZpBsyAGTADZqCAARvgAoIcbAbMgBkwA2agHwzYAPeDVes0A2bADJgBM1DAgA1wAUEONgNmwAyYATPQDwZsgPvBqnWaATNgBsyAGShgwAa4gCAHmwEzYAbMgBnoBwM2wP1g1TrNgBkwA2bADBQwYANcQJCDzYAZMANmwAz0gwEb4H6wap1mwAyYATNgBgoYsAEuIMjBZsAMmAEzYAb6wYANcD9YtU4zYAbMgBkwAwUM2AAXEORgM2AGzIAZMAP9YMAGuB+sWqcZMANmwAyYgQIGbIALCHKwGTADZsAMmIF+MGAD3A9WrdMMmAEzYAbMQAEDzygIJ/hfJeI4ihkwA2bADJgBMzAvA2VsbFfObIC70uPAITPg/jnkBnD2pRhwPy1FU6MiFba5l6Ab1d6ujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGbIAb1ZyujBkwA2bADNSFARvgurSUy2kGzIAZMAONYsAGuFHN6cqYATNgBsxAXRiwAa5LS7mcZsAMmAEz0CgGmm6AN1ZrtYR/CEfVvOXOUPkfFP4lLFzzurj448nAzqp2K/ThfceTAtfaDPTGAA/8brKMAu8VnhCIixs8LPxK+JDwbGGYQnnqboDhby+hjAH+seJ9c5iEDzDvov65kcpC+z8p/D24X5eUb+Xg92ddGeCcm4SNg/M1qiT/q+sOqLLzKx/abNwMcFE/hf61hC8Ltwi/FHh+fkl4AYGZLK77E4XbBOKfL6yaR/L9UBko0+aFBSyr5KvSxEMuyjPk2E0g/dcT/2E4x80AnyySmzDgKNNXyvbPn0rZrV0Unq6w7buENzWIAcp1wmoDqqANcGeir1fQ/wqLhihMbq4RZgnpqhfP1otD3AV05f7Twm8F0lhGg4Gyz6aupS2rJDfAUekFcvxTeF7XXPobOG4GuL9sjpb2sv3TBng02s0GuHM7YIDXy4LfpHv6+K6J/xuDHzPmKAvK8ScBQ2wZDQYKn02D2ANuiQtGaMsHTl6r61XC7QJhLKMsEcLihdHeMSH817qyHLNHEucgue8XqOC7hDOFR4Q/Cl8U6IxFsroisNzYEhhh/kBYsyDRqQr/q/AXAaPO6BNhmZ1yRjlAjgeFxwTcSFGd1lAc6gOYje0iwNH/CehqJ3D0qPCEQHlYqro2+D2QJEBf1P0Kuc8JaZgRbpfEi8595GiFOLTVqwXSwy9LXd1kFQWeLdwl/Eb4mUCeUdAdy/JuuY8Q0Mvo/aNPRRuqK2+Lt6o0rVDO03RNZyOxoO+Vg6VAlgTvFA4X4tZLrq9T25bhfQXp/Ypwg0Bb89CeIcS+KOfs/lOmvVmhot8Ql7yRpQX6OP4Rv5ObOPSbKMzSWB5tCfR9yrLD3NCnHGmdLpX3S9rEsdccBl6mC+2Zyn3hJn1GYpT/INyURGT18XKBMEuDGOAfr4x0mgFfpMQYkaUEHva49wwKF9GVTnOJEAcDz5Sb5ZWrhdjpNpUbo7efEIUHPWXjwb2tML+whcAo8PgYKVx5kByV+PEQw6idLJAvAwSMGX7LJvHaOU+SJ4Yllct0Q1kw6lEwJnuFmzJ1epbiTggsBzLg4CG6obC7wD8bgj7yiQaA/PiHzQcOR8rvgdkp5gjLUnsIpGV/eEeBkTbLXRg/2iEKxoF4BwoLCuwr8eDEb98YqcOVQdbvBQxEbM8PyM3DYaOQhrwoN/po4/2FtQUMFn60dS9CmjLSyww4b4sTlAF8vV3AOH0sy5CyPyysE/yX0xWjdFa4z/W1a9uyvG8vnfzPPDfoxhDOFGjzKL20N20Mh/uExBjgmU+pmu3if4N6rx/86c/0efpe/B/lwc//9rYhDpd2dWLQW6YvJWoa4SzbT/PK7hH44n8kyo1y/DyPqHsGRKw2xr7RJoq9BsjAZNt8niKWVZIb4GdLC//UpP9i0HizrozcU9kyxIn/uLwpSZp8ZvYN+WFcnxMSRwP8+Xm0zTfff+uel21emPjnBpjyEIcHVRQMw5+F9EGWBM91vkEuyrdW8EEH9ULfQUmCK+V+frgvWyeikw6Dy4MxyjuCIzXAGDG4zI0vUanDA3NTz3HAb/7ge3nwY4YbhbowCEhlG93kabMos2+PE3hQL5kEYohbwk8SP+qGvjMTPx7qjwsfT/zKOMv2z14McMyXtoDH+ZOCsFLCrD4KAzba/jOJH04GmZRt48S/W9uW5Z1+mvZb1LMKxOAxlbLtHdtin5B4IV3fkijaWm4e6qzyRNlFDur2xsQPJwM16hilbJ0yNY28LdtP08ozMYDT0zJG7tN9+v8Ug4+Ug3zSZ1+W1LcDZKCwzeMspaoysQzWSoDhYJmRmSvLoyw/MXpPJT7smb0iGGTkqnCNl1/IwWh/o8yfWVQq6OeByeyxk5DXHQKGLgrLxXcKsRxJ0DxOOj6z8bjcxozk2wL/KK8PMXko89Bi6Q7ptU4s5zFrjMLgI5XVdHOhwMyMh1wvkvJ6b0gYBwrwSxtdkSm8pmQG1BMOmQ1GgQfaaDOBdkklLQuzp/uFWJYs6tBu6Z//SHKHs7SMsV7t+ivJYttHFe3athfen5AiDCQzoLuFlsCDlxUm9OTSrb3zuNzTt+nPCDpPES4W0gFG/B9p97/MMiqDhF7qRF6WpzPwfnktLrzn6UH2aQID+QNxqnVi9jPRQQlLW8jbhNdmcZjZxllTjMfSaCrxoR7DYxhp28VjGbCToGNhoZVFwO+hTomCP7PkCwSM7eHCDsIMgdkbs2/qgd95QpRe65TXPVE123mqgCE4WPiW8Egeoct9yhdGD2H2iTBwQPL8y+qnnrcFHemFtmMZdjEh5TdvO8oTy9JGzZS8mKVShk7ybAX8rU1gURmraNteeP+IyniIwDYCWwiMsncT6BPUIZdu7Z3Hze/ZSmDFiYE0A6kosc75Miizad5JYLAdB/eT7UtJdmPpfLNq/Z/Ca4S8D7LawSAnFwY99If4rMzDfT9iDFRtgLtVLy6RfU2RDugSMcbDkMUZJNGjgY7hUQUP9VQYtSP3zes9zx06mD1s0CVOt6BzFcg+84oCs9EbBGYmnxW2EzDA6ZJdr3VS8q6yu0J5sLFX/AVhj66xywcyA0Ui1zElo/AyQj3ztFEfBjB/kJTRWVUcVjuYrWIYUmMS9fNeAHF6lbRt07Sd+ms7/b3wvqsUXCqc305RhX7vlK6dBPoa/yupxDqvI89Hs7B4izFA8v5Qti91UDsW3uynf1JgpYGBdi43ymPr3FP3/yb8RuBZZKkBA1UvQXer8gMKvEngnzaXGfLYKniyV4fkS83c8wDPl/o2CPHj5VVysGR4deaf3rKMvLIQ95Nj2C5ysOxTJN9XBPZnPif8LERmSfsWgTdmJwTqGqXXOiVJ2zp5wWeW8EGB2QlGvwrhYfor4ZWZsvVLKqeeKwlxEEQyeHqpcJGQLuWWVFlZNGZrCwlx+TRVjPFlIEX79SqxXu36K7pi23fT2wvv7Wbx3VZ7uuXbKYw2ZGDHUvRpSaT9gjvuP+b/y2xfMGtGeqlTksXYOxn0sLLG8zAOfPh/ZNUjytlyLCOsmfix/Ue8sxI/OxvAAEsaZeSripTuW7ZLw6iNmRDLK1HocIzy4rIWS5AXCxjQJUKkTXRl6Tc+APBeRaBszAI3FxhMTBMw0kVvQfPAYkBwjBCXPNeQmw6PjjLCA53848CBNJ8OfkdnCsrWiWS8xHJ6lj7e7hX0Lxw8MG4MAOAvnVmwJ0j9UtlWN5SXekZhqRA/Bg1RGITgt7/AkuaKwneD375zY7V3LC/v3wsnCrQHcoBAv0gN1IK6J4995kSZ+/dWufK2y6I87bZs/4Sf3wpwxTYI9aK8bIdcL8BZLlfK4/TMk/JRzlR4YLLst27wZEmZpfj8YdhOX9RTlvfPKwEDmS1Dwgld7xLgIf4PEVS2vfO2oK9eJtwj5LPVOKgkzkzhEiH+jxKXrZmPCVHa1WmmAilrUV9K1DTCWaaf8ixkD55tht0SsLV1SsIC//c8I88X+B9FjhDuEzDMltFgoEybF5a0SAkN3hIeE4iLmwd2J2EGcrkwS7hWOEd4cRaZ/Q2MY0tgtoeRnZ7FiQYY4/F1gb1FlmW/KPBQQTYWWgIPrHz2vLL8eEDyoKEcPExeJ5SVgxURnemMhPzggAFBLkV14kHWEv4qPBHcGIcozCxY+kM/D9zXCwcKLJvih+E7VGCFgHKxn9oSKBP+vxOIhxHaVSA9dccPHUcJUfaWoyXQppcKGBbivSdG6HJdVWG0P4MZ2vhCIZ1RU6doMGizY4XYh/4ud8xTzlJCucrKhCKeImCEyQuerxNY9YgDBjlnG5WWENsirrpgYCgfaQln5hzlfXJgmDG8LAMeIcSHY66vpbC0baOOMrw/V5G/JDwg8L/xI+GzAjzA+Y5C2famH6RtcUZIjy76UCvD7bqPwiDw6BB+o678DzHYwjikEuv0uDyvEaYJ6Kftz50nZrNvyvRT2o947XBKRg8DHiY99AFWbngfYLUsjm+Hy0CZNi8sYSVKCnPpPUI0wNv3ntQpemSAt37pB+nKRY8q+hZ9VPtnFRUeZd6rqN846WhyPx2nduylroVtno76e1HsuM1lgJkZL96kEvf6bm5utYdeM/M+9CZwAczA6DFQaMWHVGTPgPtD/HSpZSk17ieyfHqF0G1boT8lKad1VPtnudI/FWu6nHXivdf6jXv8pvTTcW/HXupfSZtXoqSXUpeIe5Di3C9QNvZF2fe1VMMAb7J+W4h77+xLfVlYtBr1lWsZxf45mUrWjffJ1HGc0zSln45zG/Za90ravBIlvZbc8c1ASQbcP0sS5WhDZcD9dKj0DyXzwjb3HvBQ2sWZmgEzYAbMwLgz0E8DzM98WgI/5ch/SznuvLv+ZsAMmAEzMOYMVGWAJ8TjDOEFCZ93yo0/v7MctsxQAV4x5EKMQhmGTIGzNwNmwAyYgV4YKFzHlrJpAvHWa6O42+k/baL3xYuycdjCMGUUyjDM+vcr7zL9s195W68ZKMuA+2lZppoTr7DNq5oBN4cy18QMmAEzYAbMwIgwUGTF+UlQPA6R4w455i8e3UcV4gyYIyNbAsdFnibE84yJg/AzF47Yawn8BIaj7XYgoEAWUvgXBI6rZLkbcHbqkgJnSFMe6vBIcHM/IbAvjT94ufAdIR6nGc+pLVsmDlGgzhzV1xJOFPj9LNKtDCGKL1NgoKh/TkG1k5qByhhwP62MytooqqTNyyiZJkqI12kJGuN4Qgh/u668mJUe2v5M3XMA/PVCNFxvkpvzjDlUvptwhvHFQjyTmZe/GBCke76ULV+C5vzhPQTCLhQ4/Hxt4VIBA1y2TNspLuXcU0A485mzrjlbOl1haFeGkMSXKTBQpn9OQb2TmoFKGHA/rYTGWimppM3LKJkmWojXyQBzaMb8CXUcHB4/44f3LiH9G5M4ODGGzKC7CXG+lUWYrvsVE79Oxg/jTtgHkrjUAUNctkwcz3hDkh7nlgJ608FDpzJkSX3bIwNl+mePKh3dDFTOgPtp5ZSOvMLCNh/UHjAzW75IFIUv8nDQfJQtgoOZYyosJ79MYFbZSZj9vk3gSy4YPGbCpwh85aWsMPuOQlmZsZcpE299c4JRu3KjL+qYq9wOM2AGzIAZMAMwkM5K+8kInzZLhSVblnijxHOHfz5vtNmfFXxUwNCxP9tODpYnxvY/hR8IDwt8yvAwgXzKCPvSuZQp0wIhEQOA/PNy1Jl9aIsZMANmwAyYgacxMCgD/LSMMw/Oc0b46g4Gtxdhms/+ctxj/qDcMwSMKoZ4slKmTPF3z19TJnwL1WIGzIAZMANmoBQDVS1B84FyJH6Me2O5n1eqBHMi/STEjZ+9i0lZ3uVD9N2EDzHwkXKE5WNe8rpbYB83CsvfsWxryP3iJKyTs0yZHlDim4S83OicIWyVKJ9MGTqVzf5mwAyYATNQcwaqMsAYPGQF4dnCmQJvGZeVcxTxIuEIIb4Fvbjcxwr3FCjZTOH7JXEwruR9QeLHEjVlQw4XNk/COjnLlulAKaAM6cfqd9L9XkJ6ClinMrxG8ZjFb9qpIPY3A2bADJiB8WSg8E2uQMundMXI8FYwRg5D2hL4ydETQvxtMIaR/VxmzYRHw8jvgo8Ofjfqyu+AWdaNM1c528qu8uWNal6cYgbMG8nvzmJiEH8joPc8gRnzoQK/W6Z+vBT2IyGXsmXiZStexJolUG6Mdz7LblcG8ttT+IuwGDeWnhko2z97VuwEZqBCBtxPKySzJqoqafNKlNSEsEEXk8EFb2AfN+iMG5Sf+2eDGrPBVXE/bXDjdqhaJW1eiZIOBRx3731EwI+FhcadiCnU3/1zCuQ56cAYcD8dGNUjk1ElbV6JkpGhZLQKwlvo6c+xRqt09SiN+2c92mncS+l+On49oJI2r0TJ+HHvGg+IAffPARHtbKbEgPvplOirZeLCNq/qLehasuNCmwEzYAbMgBkYFgM2wMNi3vmaATNgBszAWDNgAzzWze/KmwEzYAbMwLAYaLIBnhCpM4R4XOSwOKYM6acRYzk4w/pOgYNLLGbADJgBM2AGnsZA4Uby01KMhsc0FYOyrzfk4lCG97cpAz9B4gCRUTmPu00Ra+FV1/5ZC3JdyMoYcD+tjMraKCps8ybPgEe9lY5XATkSM/1M46iX2eUzA2bADJiBATJQaMVDWfjwwBXCHQLHQnLkJMcspvJe3dwi3Caw/MqRlekSLB83ID+u6wpXC48LlwirCqlgvDhFiqMf4xGT24cIB+n6BwFdHDd5rxCPwkzz4IMNHCHJcZnE5ezpmC7OnLeRH0dVEj5dSGUV3ZwtcAQnx2BSXpaWFxU2EciXdI8EN/cTAh+QiPnwcYhUquQoU93I27L9s5GVd6Vqw4D7aW2aqrKCVtLmZZTwLVxmcu8IReeIxU8KTyZVwdg+LKwT/JbT9dfCWUmcF8r95RDvO7q+Uni1wDnO6ccVnq97zpfeVkCYyR8l/DDcc5kmUPZ8CTrN43yFY8hfJWAQ1+qQbvGga7quUZaX4/fCiUJcScBYw0O650sZ2i1BU3bCUgNcJUdSPRZSpn+OBRGu5Egz4H460s3Tl8JV0uZllPBJPmZ/qfCx+vuDx7K68vGFz2RxmCGjf+PE/8jghzGM8iE5SB8N3ZYhzmpJHF622ju5nxbi5AaYKDGPDZP428m9pNAuXTsDzPnNzJyXSnTgZBDwssSvrAGumqOsWI29LdM/G1t5V6w2DLif1qapKitoYZtHgzaVHDF8awpxiTfqwjhhVJDNBF42yuP8IoRjUFNh5oxRj8LSLemjseOLR38SmBWz3LyiwNLyCUJZoXzpoIHZMDP0skKZmZk/lCVgZhvrVVYX8armqJe8HdcMmAEzYAYGzEAVBnjpUOZuxivG+WNWv5gmhsdgjGsq/xdu4rnJLBczy8QAHyK0hIsE9o3LCvuyUxHK3K3OvequmqNe83d8M2AGzIAZGCADVRjgB0N5+f5vJ4lxWOJNJd7H8E7p2/mzfzxdYAa+l8By9I+Eqf6uNhr79DvEC7cpAGXuVuc2Sbp69YOjrhk60AyYATNgBobHQBUGmKXfm4V0P5UaPVfgrehlBGanvJy0EQGJxPufZv5Ft+wZ/3uI9LiuJwm8fczLWeSHsGeMRENKmucFv24XXqxC0ln5S9okoMwrCbkR/rr8tk7iU+9YBl64enEbXXhVzVGHbOxtBsyAGTADo8BAFQaYerAPu4Gwa6gUej8h3CewXMzLWLyAtacQl4nZH/6wcLbAz4l6EdJ+ROBNaoSlaQzsbQI/GULuDtcVdGVWfKYQjXMIanu5U77o2E3AcC4ivLNNzCPk96jANfK4k9y8tX15Ev8uuSkDwlvOmydhqbNqjjpkY28zYAbMgBmoCwOFb3KFijDrY8Z7h8BLUl8SMF6pvE83twoYSl5gwnilS8YsIbP/yzJwS1hZ+JSAEacc9wg7Cxi044SbBH5/ywz8DIEZaSqkxQASjvFD8jwODf7phRei+C0zs/sLBfabyZ9l4tOSiKvK/V0BY3+d8H0Bv1QwytQ1/laZlQF+b8zvk9GJsT8wSVAVR4nKRjvL9s9Gk+DKjTwD7qcj30SVF7CSNq9ESeVVs0IzMIcB90/3hDow4H5ah1aqtoyFbR6XTqvN1trMgBkwA2bADJiBrgzYAHelx4FmwAyYATNgBvrDgA1wf3i1VjNgBsyAGTADXRmwAe5KjwPNgBkwA2bADPSHARvg/vBqrWbADJgBM2AGujJQdwPMT4/4aRBvm7U7rapr5UcokJ9WtUI99h2hcrkoZsAMmAEzMEQGCl+lHmLZyJpjKOtugKkHH5ugHnU1wNNUdg5WyeU18uDM7F7O6c51dLsf9f7ZrewOGx8G3E/Hp61jTQvbvO4z4PFr0tGt8TQVrZ0B5qhQDkP5y+gW3SUzA2bADAyeAWZdFjPQTwaukvL1+5mBdZsBM2AG6shAFTPgU1Vxvq3LDIfv9i4QiPiQrnyxKMoBcrBf+5iAG2Hf9hihJRCX4x/3ICAIHy9gGg9OF3YRbhc4qhJd7QR9nNH8hEB5+FoSsqjA8ZgtgbyuFXYgIMg+usa83i33JwQ+zIDfmSHO5rpybjVp49GS24ewXi/k1xIo56VCuw8+oHMVgfOymUVypOXPhFcQEAReYrnx/56ATo7GfKnAxyLOFZiJcmznRkIur5UHhhJuW8KJQv6RiffIj/Tope4nC2sLCOWjTeEYzgHtwHnauCkf9U0lrRd6rxb4oAY6LGbADJgBMyAGeHgWCV8jwjikgqEi7eqJ50fl3ivc8wGFiwUevPFhv6ncGPL9Qpxn6Toh8NDHOGNsNhR2FzgfGkEf+WDMEfLjgb5muOdCXpQH/5jXm+TGkG8b4nFuNWnRhYE9RMDAYEgwwHxpCcMW4zN4OUr4odCrMJAgH86AXlDg/GiMJH77JsqWl5tBwFeEOFj6gNxPCtGQLiP3HgJpfyBsJ8ARdaBNviow0MAYXyNwFvczhCjEh4c9gwc88DGJS4SYJ4OMPwpxMAPXtF265DxD9+2+sUz9KFtqgGO9MPQxj23k/oeQDi50WyjotpiBUWfA/XTUW6j68lXS5mWUvEFlJ95aoQ4YhZuFvwsHJfW6Um4MGcKbv6TBAKTyDd3wQYbnJJ6kw+DyMI/yjuBIDTAG9AYhNb5EiwbvjU8ln+26VEB3lGgszkv8qMu2wpYC5V0tCcMg7Z3cl3XCDYOKVDBA6E8N8HG6Z3VhySQiBqsl/CTxo3yk/c/Ej0EKfsxMo+wa/OJXpPCnLHCWSqwrepHDhLsFBjJRNpFji+R+htxlDXCs11JJepwMZvjwRS9Spn/2os9xzUA/GHA/7Qero62zsM3j7GOq1cAYMHNlpoUwY/q2gIF7ffDjE4L/FPgKEMJDHrkqXOPlF3KwDLlRMl76SQAAIABJREFU5s+MjplfFAx1KhjGC4UTBIxKKtFQpJ8JJBwjyAM//2oTs+UoGH4MA0aKgcEFAoOKFYUHBPLrRagby81XZImYneYCR3cKDycBcHi1sJkwf5Yg1XFfCEv97g1+cRDEAIKytOOFqJE3ZsN8gYp4DHwWF2hbuJiMUC9m5w9liTH4tL/FDJgBM9B4BqoywH8WUzyMo7HFEH9P+L7wKoEZHH7pzHJp3SMsbaYSjU0Mj2F5vCzZfKfKAwPDPiIGIpWo6+fybCVgZvyoEJdWY5p2eWGIMdbU85Cg4yJd142JSl4ZiCB5Hu1mj5Q7j0daOGJ5frHZmp4SBghRWFZG2vnFmWzk5W2K10qA0SZdnHnzCcetBcp4ssAgCr7zGay8Sgn5poOKUokcyQyYATPQJAaqMsBwwh4mBoqZIbNRZoz48bBnmRkDzH2UB4MjXV7FK97H8CRJVydLrm8RMEpfyGJGXevIfyIBhhdjfXsWv9MtL29NF0i3l0A9MU7P7pSgjf/9wS+vdz5oIBrlzuPhjx/L+6lxDWp7ukRevqZUExkoz7sSbT+Vm2XyFwmfFuCaPdzJCPkuMZmETmMGzIAZaAoDVRpgZru83PM54WeBoDt0vUV4qzAh3BT8ufBAR/KlZu4xLPnSdIje8YJxnCV8UGCZNN1bjvulGOBUWH7lBacysrEi/XuI+LiuJwnMtlnOXaaMghDnUV1/JbwyS7N+Gx1wtJKQzjThmBeqmH3z0tJUhCV02iTnBZ0zhK2C8n10fUVw/1bXjwunC2sHPy4MCOLLXfQrtiHiTDuJNtsZ65Ub4a8rjJm2xQyYATNgBsRA4UZywhJLvMSPD26CmC3hd3QSDycP54sF9jPjg5gXe1jO3i+Le6XueeC3E2ai6F84BGIEGACwHB1nleQ1U7hEiHkRxnLyx4QoC8qBLgxOLjvLAwMfX2BCJ0b41iTia+Qm/aZ54uyepW/i7S8we15RmBn89k3iLi83b0Ez04yDpQPkflJIBy7snaJvjSTttOC3XuIHv8TbMPHD4GE835z47SQ3/MUl6uPkPkdYKMRZVNcbheOTNLvJzbI3KxAYdMqNtOM01ov0sV7kCb+xHUPywgv1sZiBUWfA/XTUW6j68lXS5r0oYUbI7JX9ySjMHNGxeeIXnYvIcYzQEpjB/lKYHgN1xVgS9lfhieB+bRLO7JXlTPTfJbAHfaDAfi1+GIFDBYQHO4OAloDxuFbAmMVZG3rRQTpeDmoJ6QxtBd1jiJgxXi/cLJwhMEONsqccvIyW780mUeY695arJTCbZs91mhDzPndurDk/Ufqu7u8WZgkXCunsmfqxJ0taZqe7Cu8XHgh+9+lKuTDsLH8TDz/iRNlCjssF9MMLxvbFTwXPnv1+R6DO1J0ZPCsdz0niYJzPE+4Q4GhngbKknMJXlFXliPW6Tm5WUPDrVaiPxQyMOgPup6PeQtWXr5I2r0RJ9XUbOY0Y8ssEjLRlcAy4fw6Oa+c0eQbcTyfPXV1TVtLmlSipK4M9lJtl6x8LcZm2h6SOOgUG3D+nQJ6TDowB99OBUT0yGVXS5pUoGRlK+leQ+aW600tH/cvVmt0/3QfqwID7aR1aqdoyVtLmlSiptl7WZgbmMuD+6c5QBwbcT+vQStWWsbDN4xuo1WZrbWbADJgBM2AGzEBXBmyAu9LjQDNgBsyAGTAD/WGg7gaYn7XEnyH1+vvR/jBqrWbADJgBM2AGKmKgcB27onwmqyY/iGOyepyungyMev+sJ6suddUMuJ9Wzejo6yts87rPgEe/CVxCM2AGzIAZMANtGLABbkOKvcyAGTADZsAM9JuBKgzwqSokR0VyBCPnBy8QCv0hXTleMgrHPrJf+5iAG2HfNj+Kco8QxoWzjZnGg9MFzlC+XeDMYXS1E/Q9KnB0JeXhy0UI5xd/SWgJlIsjF3cgIAgHacS83i33JwSOssTvzBBnc1057Yq0HGfJ0YvbhzBfzIAZMANmwAxUykDhOrZy46MEfGA9FQwVaVdPPD8qN3u2SLuPMfARAwx5/BgDZ0pPCJwVzDnRGOENhd0FzntG8j1g8uO84jVDOBfyojz4x/Od3yQ3hnzbEI9zqUlLmTGwhwh87QeDjgHmq0cY9RifwctRwg8Fy/AYKNM/h1c652wG5jDgfjp+PaGSNi+j5A3ilnhrBY6X0ZWD+/nKzkEJ71fKjSFDOKyfNOlnA/H/hsAHHdKD/kmHwV2QCEH45CCSGmAM6A1CanyJw8yZvN7ITSKXyo3uKOgnHjPbKNQFo7tlCFstCWN2vXdyb+fgGSjTPwdfKudoBuZlwP10/HpEJW1eRgnGks8IfiRw/E5d+WbshcLFwW9ZXfniThQ+RYfu5yV+OPcN/psl/hhJPnzfTqIB3kCBfOXnP9tEinlF4x+jHCvHPwVmv0g0wP8VIyRXDPEjwj0Cg4oV28Sx1+AZKNM/B18q52gG5mXA/XT8ekRhm1exBwytGN8LBD4HiLC3+j2BT8y9Slgy+KUzy6Vnx5xvvj+Ga7w8HBwxPPrn8bJk87EXzZ4vn0RcPAuMun4u/1YCZsbsF8d94pisXV7MwF8mUM9Dgo6LdF03JvLVDJgBM2AGzEBZBqoywOR3roCBYmbIMi1Lwfix/8oyM0aZ+yjxJSqMcyrxvtNLVln0ubfsC79FWEz4QhYp6lpH/hMJMLwYa17sKiO8vDVdIB0zb+rJzPzZZRI7jhkwA2bADJiBXhgonEYHZRgllnPPEljajcLH288X2BNOJe4B528Rf12RWOrN94BPz9LH2/wlLJagKXO6t8wLV/htkul4ie6/kvjFJeh9snjcbiz8e+a/p+7Ru3yb+PYaDANl++dgSuNczEB7BtxP2/PSZN9K2rwXJSzxEn+rhNVPB7+jM6bbvQWNgWQ5O74FHZOwB1zWAD9DcX8msBwdl6LJa6ZwiRDfgiaM5eSPCVG6GWAGDLOE5UJkdJ4k3PpUcruGwEAv/XMIxXOWZmA2A+6n49cRKmnzXpSw/8obzPx8KAozR3TwG9pcePnpGKElsLzLT42mJ5EwloTxO+Mngvu1STizV5aX0X+XwB70gQL7tfjxO95DBWRhgUFAS7hR4KdGBwgYbAS96CDdQ0JLiMaa8BWE44SbhOsFZvRnCCsRaBkaA730z6EV0hmPPQPup+PXBSpp80qUjB/3rvGAGHD/HBDRzmZKDLifTom+WiYubPMqX8KqJUMutBkwA2bADJiBYTBgAzwM1p2nGTADZsAMjD0DNsBj3wVMgBkwA2bADAyDARvgYbDuPM2AGTADZmDsGbABHvsuYALMgBkwA2ZgGAzYAA+DdedpBsyAGTADY8+ADfDYdwETYAbMgBkwA8NgwAZ4GKw7TzNgBsyAGRh7BmyAx74LmAAzYAbMgBkYBgM2wMNg3XmaATNgBszA2DNgAzz2XcAEmAEzYAbMwDAYsAEeBuvO0wyYATNgBsaeARvgse8CJsAMmAEzYAaGwYAN8DBYd55mwAyYATMw9gzYAI99FzABZsAMmAEzMAwGbICHwbrzNANmwAyYgbFnwAZ47LuACTADZsAMmIFhMGADPAzWnacZMANmwAyMPQM2wGPfBUyAGTADZsAMDIMBG+BhsO48zYAZMANmYOwZsAEe+y5gAsyAGTADZmAYDNgAD4N152kGzIAZMANjz4AN8Nh3ARNgBsyAGTADw2DABngYrDtPM2AGzIAZGHsGbIDHvguYADNgBsyAGRgGAzbAw2DdeZoBM2AGzMDYM2ADPPZdwASYATNgBszAMBiwAR4G687TDJgBM2AGxp4BG+Cx7wImwAyYATNgBobBgA3wMFh3nmbADJgBMzD2DNgAj30XMAFmwAyYATMwDAZsgIfBuvM0A2bADJiBsWfABnjsu4AJMANmwAyYgWEwYAM8DNadpxkwA2bADIw9AzbAY98FTIAZMANmwAwMgwEb4GGw7jzNgBkwA2Zg7BmwAR77LmACzIAZMANmYBgM2AAPg3XnaQbMgBkwA2PPwDNKMPCvEnEcxQyYATNgBsyAGZiXgTI2titnNsBd6XHgkBlw/xxyAzj7Ugy4n5aiqVGRCtvcS9CNam9XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDNsCNak5XxgyYATNgBurCgA1wXVrK5TQDZsAMmIFGMWAD3KjmdGXMgBkwA2agLgzYANelpVxOM2AGzIAZaBQDTTDAz1SLtITHhasb1TqjXZmNA+//0PWoUFS3xWi32bBLt3PoM//Sdd9hF8b5m4FhM1CFAb5WlXhS+D/hXuGNSaVWl5t/tndlFb1Z908IfxCmZ2G93pLvhHBOiYRLKM59wt4l4lYd5TVS+LCwbtWKh6TvMuU7ITyQ5N9LWwyq2BspI/olffTvwf26JPOVg9+fdX1QODcJGwfnIPvlmSJ0lXEgdZJ1XEHpeF62w+KZTu5PFG4TbhHOF1bN4vh2xBmYv4LybSAdXxT2ETAuDyU6tw5uricl/mvKfbHwFuH+xL/fTmZrdwt/7HdGbfQzQ79L+EubMHv1j4GrpJoH20/DdY0sqzuD/+m6niac17+ijKRm98vRapYbVZzPtCkSE5Yoz5CDgSJtt47wN+FIYaawnsDExtIQBhiNFckbFIF4b80ifl/3vxaYWaSz7UV1f02R0h7DeXh6CbpH0iqIzuwyLkFHdYNsizL9k3JhgG/tUl8M8PZdwh1UDQMM+sdxCbpMP2Wg+MMSNLPKiL61krgLyv0n4dMl0jvKYBgobPMqlqCpys8ElvfijBe/ZwnMdD8rLCVsiGeQzXW9MLlnWepsgRnibwT0vSIJ5+FIZcDLhe8Ij4X7TntJzHz+KrDse4kQlxrxQx/CbCjqxY8BREtghowRWVhI5YW6YVDBciUz988LdPi4/L7FPLGfutlNTgwVee0TvLnGvN8t9xEC+f5W+GiIU3R5jyJcL1wnMHI+WVg7JHpAV/RzZWWCAQ8jZpaqaI/1gx88/q/wPCGVd+iGVQoGNeSBAUvbcN7YzbrrtV9Q+/cKLAWyJMis+nDh2YGWXN8u8r9doN8wOI1Cn2gJzHbov68WaEP6Be2G8JD+inCDwPYPbTNDWECIQl+OfYv/I7Zn0MkAZLunos3Xrl8urXD+R+ivEb+TG33pNg+D6C8JLYFBNmXZQcglrdOlCnxJHsH3PTPwJqVglntTkpItlssFwiwNYoB/vDJykSLdk0TcTO5vCSsK6EiNCv+40VgvL/fvBR4qcUDwAbnpUBsJyDLCHgJ6LhR4cGBo+IeOBhiDibGIQkfEgCyS+OG8UuABhTBImBAwYL8UThBYwnm7wEPoY0IUyoaR+5XAXsuCwvsERp3pQzTGz6/Ep/w8kBDKtXrwo9z7C9SJBzfxNhW6yfYK5MH8ghCJwQL1/XC4Z7DwZYEBCO3wMuG1AmkYwDDg4eG8rUAc6p4KZUr389+ge9I+P4vHQ/qozC9viyy40lu4KiMMIDBAnYQ+AadIL/2C+LQZHK4zJ/l8y+mKUTor3Of6yIvBzO5CXC7EKFOXAwX6Cn2M/o3fvkIUysiD9rnBA0M4Uzhybox5/19+LP8dBfo1Ay3aMP2fyPslBnhmogvnMQL/DwzaEF62u0zA+C8R/Ph/Y0BBf4rSrk4sneZ1SpI01lmmnzK44jn0PwIDMAZzpwr5oIXn0M/bMMVz9Z9C7BttothrgAyUafPC4pRVcrA0EXfNoPFTuk4PbjoSs9AodDL+8ZHjBP65lwz3XDB2LeEniR//2OjHOEfhoRJnfOlDfyf5kx8Pp1yulAcPwFTwe0CYP/H8gdzMxKPEhwmGKJUrdPNg5tfuNn/QESf6nZkk4OH2uPDxdkoSv8PkvlsgfpRN5NgiuT9SbjhL/4FPCn4bJPF4mQODkcpK2T239wipMcCviQY4Vr1Mv1hWkVn9+UxMFK576gr3Gyf+6MPg0u5RWGlAbhYYCKayjW5yY4XxZECayrt0k/fBbdukZfUIfcyso+T9ciEF8G5GFAbKPNQ/lPjF/4V0gEYwAwbqGKVsnZIkjXWWeY7Sl3g2vjSwwPPrGwLPg3UTZu6TO302xqD4/87g2zJ8BgrbHENXlfwoKOIfFtlSYPSNcGW2xcNjZeF+gRkuQrw7BWYQUfiHv1rYTEiNIuGMvKMwAqfDpoLxPV3YR3g0C+t2y8PvH0kEDEs623tlCMPgpnJNdj+ZW0a7UZhFwE8+08z1MsBgxMxsiIf44gIPwAuyiH/RPbP2KPzzkgfcRcnriv+zBUbiDJ7YGmgJzLbbGWZ5N1aK+kXso2kbQsYvAiP071Su1U3s+/jzgOVByyCpTN96QvEwkMyAGIC1BB68SwntBpxpuWhnpFvfor98O8RD5ynCxUI6wIiDPPpeKnDFSgv/573UKVMztrf83zOhiM8Unl88x5igHDa2rDS44lUaYB4sDwkYYGazjKx52CMYYAzp5gLh0VgTxpIXy2K5YJBZulssC2gXN0ZZRY4DhEeEfEaS68/vWUpOBSOVzi4ZnSJ5/uQ1VSnKu51+OIRL8j9ZYJ/uVIGHZir5IIR6MaJmkBMlr2tchoT7VwkrChMChhjDXEdhlkp/6iTU629tAovaBq6QvF/EAWUMj6rzePj30rc+ovifFz4hxHZh+wJp1zZp+WlnJO3Xwavt5SvyfY7AAC/tL7FODAJaCZgZ098YqPVSJ0W3dGDgz/K/SWACE4XVDgY5uTDoYdYV+14e7vsRY6BKA8w/KMsiLG9tJ7DnFuVCOXgAbiNgNOLMmHA6EwY7F/xIkz8A83jp/WO6Ie/3COx3vrNb5B7DGJ0ieVmZeQ5L4BhOXyR8WmBmxHLyVIUZDrMkdDKoaoL8QZXAKHTq86wmEKdXiUu/eb+I9/nScDv9vfStXaWAlY7zhcIlrnaZlfTjf2cngS0HZtqpxDqtI8+JBBhe/h9uF3qp0zzKx/iGAW+7QVQ+QL5R8VZqw9O/ye83Aqsklhow0OlhNNmiY1gZMX9MSI0sM67LhW2FNYR02RgjQmdKZ27P0D37IBcJ6bKwbrsKs0AM9hkBn9N1+a4pygdeEaK+MkuyfnkVlcZkaSqOin8r98cFlt5ZwpqqtJspMmvqtnQ51Tz7nZ7Z2kJCXD5N88P4ribcMolCxD66UZY23qcD0U7qmTWyTVCmb7Vrm+U6KZ6kP/+PXxC+LZyW6NgvuBloIxjgVFhGZ9aM9FKneZSM8Q2cs9qQygK6WUtghTHK2XIsI6yZ+BGP/nNW4mfniDPQDwNMlV8oXJzVHYPMCC3ujcXgI+TAaLKPFcvDkhqzFZbbJivMgplBnzBZBVk6OjYDB14u4wHFgxAjyMN7GMI/5YcFjArC8tN6wgXhfioXViwYRX9QYEDFgIhB1cJTUTrktN9U/vcJLNe/TWD5lsEZKyXnCccL6d6sbksJM73PCHsK64YU9F3ahgflZaW0zPkpEenp+8yCKN9/tkn7ffltKsS95Qm56etVCQMttjL4n6R/p7J3uDlHVwYe/O8uEfyY+R4r3JMkmCF3XqeDk3A7n84A/3O0PUJb/LcAx58Ifly+K1wSwuKMeYbuWa4+KolnZwMY6HWZCyMVR8hp9ZnRoosltFxWlQed6m5hloABSGcDh+qe2S3pme39SEiFJRlm2X8VWgKjQ2bBjwmkQS8PSMKIg3HBzV5W6neV7hGMGGkx4C0hGlmu5wp0dB40hwiHC0VLl9T5LoGysKRL2Xjwp348vCh3SyBf8mepsZMw+/2OcLNwvcAMihk/BhOBIx6iLF+1hJUFZsjsGbNdgB8zFmY47EtGvzirZqZ4jfCwAC88AGgbZjYzhY2FlsAKBfkQhwcGfmlbkG8/BU7LyoQiniLcK8Ax/eA64f1CHPzJOfuB1xJiXynqF6R5n3CrcJvAMuARQnw45vpaCqP9c9lbHoTFtsd4Ub/UwD5X918SHhB+LdDOnw3x6Oc7Cvn/C/3v9QJ9Fn30Vx7U7fol6YlDm7Yy3K77KAzGjg7h/P8xQztAYLCWSqwTfYL+NE2I/wf8L42LlOmna4uM4wSeoXBKe9G+m7QhiQHPVwX6ACs3/yuwimMZHQbKtHlhaStRUphLfSN8WUXH+FmGw0CT+ydL/tTvzcOh1rlWyECT+2mFNDVKVWGbp6P+RtW8T5U5VXpzztgHYxZqMQNTYYAZ8e6ZAvoW4v41FWad1gzUmIFCK17juvVa9JYS8FZolLfKwRLvBomfnYNloCn9c7poYwmbbRGEZesrBLZmLPVnoCn9tP4tMbgaVNLmlSgZXJ37mtMHpJ19rJuEWQIvlL2urzlaeREDTemf7Mfz1jF7euwBsp/L9gYv11nqz0BT+mn9W2JwNaikzStRMrg6O6cxY8D9c8wavKbVdT+tacNNodiFbZ7vZ04hLyc1A2bADJgBM2AGyjJQdwPMz3k4lYeRxlR+o8pPgOLPnDgoxNI7A+lPkK4Oydv59a7ZKcyAGTADY8pA4TR6yLzspfynaoCpwrZBjw3w1BqU3xVHAxw1tfObWi5PpR71/llVPa2n3gy4n9a7/SZT+sI2r/sMeDKkOI0ZMANmwAyYgaEzYAM89CZwAcyAGTADZmAcGajCAHM4BUf2/UXgiL8FApEf0pWfVEThmDr2azlmDzfCvu0xQkuIP7/YY07Q7L8sBzONBxyjuIvAcXj89hZd7QR9jwocM0h5XhAicZwfRzZy9CDHvJ0scPRbLhzxdo5Aen6XuV0eQfdbCfxG8w6Bn4uwxLpcEo8zgDnCkXJvLlwpoI+jJ9NjBUmyksBvPW8QKBtnB0d+CM9lC3lQL3RzhCLCT1Xw+5twyhyvuX+71ft8xYKrR5I0M+SO++oTiT9HT1JOygiuEt6WhJd1TlPEqP/3cn80JHyjrvcL1AH+LGbADJiBsWegcB1bDJ0kcP5tKhgS0q6eePKwZc8W4QWdiwX2Czl0AOGQeQz5fuH+WbpOCDzw+W0kRnhDgRODOM8WQR/5YMwR8sPQrhnuuWwv/FGIxpi45P3hJE7cA/6x/HYU1hM4X5V0iyTxOLGI84/jqUWc94thulNYLIkXy4XxZSDBwOR9AmXlAI8o1P+I5P4NcsNBkaQGOMal3qckCcvUe4bipwaY5NQf/ROJrqPk/rwQB22ryM2La/CWCoMR6tTN74UKZBC1fxaPIxdPyPyKbsv0zyIdDjcD/WbA/bTfDI+e/kravIwSjAbx1gocLKMrx+dx4P1BCS8YI863RXYWSJPPML8hPw6Cjx8VIC7pMLgLchMkfrYrNcAYX2aSqfEl+mECM1WMfhQOOGc2GSUa4H0Tv5fJTRlfnfhxCAezv1RWDvEOTjxjueAmFQ7vYGaNMMDgIwj/Ee7j5ZDsvt0t5Yoz4BieG+Ay9Z6hxGUMMIOXtE3Ik9WPM2Pm4VrGABP1pwLlTYUZOTPtXqRM/+xFn+OagX4w4H7aD1ZHW2dhm8fZzFSr8RMpYNa2Q1DEzItTfS4V+AoLsqyAsWHWhGwZrrkxw0CxpLpRCI+Xa+V4MvHDUKfCl0AuFJhBYfxTuUQ3KwiXCxjuxQXKdsE8sebcpOX5bQiPgwaMEMY9LzOz34eEWKdUbT4bpAwMFJj1M0BhcMHM8nPCS0NCvmZThfRS76L82Gb4hMDyPYOZlsBMeaWihB3Cab91hXVCONwykGHlxGIGzIAZaDwDVRngP4spjFk0thji7wnfF14lLCngd54QJZ55+8fED+fD4T6Gx+A8XpZs9mzsXoFZKAY2FT7ptbXATO9kgUEA8ZeaJ9acG2bfUVgmRZ4Zrp3KTDDlzsuMf6ovxuMa94xZ0j5aYFkaY81eeFVfv+ml3pSpm5yhQFYt3iK8SJgQGGTFT+51S9su7Cx5si++RwjcTddvtotoPzNgBsxAExmoygDDzbkCS7YrCsxGWQrGD+O1nYAB5j7Kg8GBcU4l3sfwLLjjLXuyGIfFhC+0icWS5zYCxuPTIe6JbeJ18+pUZtJQ7nZlpjypRKN/X/DEQDNoYF8UY8z96cJ6aaI2blYT8m+vLtwmXlG9GWQU6WEFYAuBwcstbfKYjBfGFyP8doE+wsoEgyKLGTADZmAsGKjSADPb5UHOUurPAnt36MoDm9ndhMD+aRQMA5IvNXOPEcqXeWO6TldmjrOEDwo8zDH6UfaR4xXhhmXljwsYuXZvQT+V6umuB+TF8nZeZpZhMayxTmnKDTI1rAjcJjCjX1Q4JoRjCH8oMIiAR5a6uwlvEKczbl4UY5k9lTL1Rg9peUksCh8GSIW96nYSZ/Htwsr4sQzN0vNHBFYQWmUSOY4ZMANmYFwYKNxIToj4udzE3yrxY7aJH8tRr0VQAAAVcElEQVSsqTDruVhg2XWJELCJrixn7zdPzDn7pBjMdhJfdoqzP4wXAwCWo+NS9HFynyMsFBRg+G4Ujg/3XOJLWGskfhgHys4AIgqz1H8IGHkE43Sm8Bshne3Gcp0nfww08ahXqg8Dyj7wq4Uo0+VgP5003YTlXwY05MlAijepMaanJInK1Btj+0/hXSEd+9PXCJRzItF1ndwtYcXgRxvDQzqoIug0gTZNpZ0f4ZT7bgE975w3Sem7XvpnaaWOaAYqZsD9tGJCa6CukjbvRQlLqcxe0xkTb7WiY/M2hDHzYgbYEpjB8lOj6Uk8DDNhvADEkiVuDGCUr8jBsi/67xJeLxwo/CH4YZAOFZj9fkdg9nq98CuBmfpzBIQ4vxPQwwx5VwFd9wQ/9B0lRGE/+QqBl68wIN8Uln8qeLYrGmBmwDOFxwTivmd26ByBp48JGDzKxaDgEuE1IbzbhSXrnwgPCaSnvOh4XGDlASmqd4g2e2AAf4Bl4N0EuGAQs2+IxIDgfIGZO/kQj0HN34SWQP25kj/thZutiNxvZfmlcrhuaFv6wmSkl/45Gf1OYwaqYMD9tAoW66WjkjavREm9eKuktPnMvBKlDVTCkjsz5MmK++dkmXO6QTLgfjpItkcjr8I2ZwnQYgaGycDOyvzrwyyA8zYDZsAMDIMBG+BhsO48zxUFqwTwstkFpsQMmAEzYAaezkDhNPrpScbe52wxwFu9cMeeMnuqlqcYYO+evetbhTL73d24c//sxo7DRoUB99NRaYnBlaOSNq9EyeDq7JzGjAH3zzFr8JpW1/20pg03hWIXtrmXoKfArpOaATNgBsyAGZgsAzbAk2Wu/ul4+aklMEqLPzWqf61cAzNgBsxAgxgonEb3oa7TpPPDfdBbhUp+68zvf3s5A3lC8WcIHOwxSjK/ClN3AzyM/jlKbeiy1IMB99N6tFOVpSxs81GdAU8TC6NqgHl5iAMrOD2qrEwo4iHCqBngsuV3PDNgBsyAGaiYgVE1wBVXs1J1x0vb5gLHJ1rMgBkwA2bADPSNgaJpNAf+Ewe8WzhC4LhCfn7z0Tal4vef/EyHWSTnJ3NuM0cmRiHsUYEZJkchgvjBgqdizXFxbnPMm7OidxFuF/iwAUdURuH4Sj7uQFhLOFGI50/HOBztyAclOIv6fuHzAudYo4sybCF8UYjHXKZnRmOQLxOuFThO8jxhewE5SIhpOO4SXZQlCudSf0loCRzHiY4d5obO+WhErOPL5c+RmhxriV/cuy3SEdXRVi2Box8vFdbJ9MR4dboW9c861cVlbS4D7qfNbdtONaukzYuUcIbv6gLxOIR/f2FtgTN+8dtUiMJ5wZzPzO9A4+z7A3I/KWz0VLTZ+6WPJPednJylPCHwoQDOkcYIbyjsLmD0kO0EjOie4Z7yXi5w5nIsA1cMJ2dEryosKLxP4Fzr1JDr9mkfbeBTfRi0bQmUoItzo38Y7rlME+BivcQP5zMFDDdnK8cBwZvkprxR3zJy7yGQ/kKB3xTDLwYUA1xGh6LNHpygg7OyqR/15EAM/Or8Ehblt5iBUWfA/XTUW6j68lXS5mWU8EAn3plJHTAMHMz/8cTvOLk5qH/JxA+D1RL4sECUGXKUMcAx/pVyYHApR5R3BMfNut6Q+OPcUqC80chF4/SGLN4Vui8ywFEXHx6Iwl7v3sn9NLnJLzfAMd83JnFxYlypUxTKSXoGK1HQhSEuqwMeGKikso1u0GsDnBHjWzNQMQNlnqMVZ2l1Q2agsM3jDLCqcqZLq8ziWMplhhgFY3Wn8HDix1IzM+fNhPkT/16dLN0yk47yDTkwhHxujxlvKtEQsayMvDJcMbipXJPdt7vFuDNTvkA4SFhReEA4oV3kzC/m3658L1NcZuupMFuOwqyZWX8ZHSxRw8Nk6pdkaacZMANmwAxUxcBUDF67MmCIUsEIMxOOsrQcfIw+Fwwyy8mLCbxlPBlh3zkX8kPeJqSfMcSPssaZ+LJzos3eu06lzCycmTfGko/KHyL8t3Cx8F4hn3mnunHH8v08C2Amzz44Awj2e6Pk5cO/jI440MrTl6lfkr2dZsAMmAEzUBUDVRvgonKxnJsuP8f4+P1dyA14kb6i8Lh8/DVFPKBLZGbqCOXgRakoiyfubk5enpousJTL5/UOE34kvEjge7mdJJaPl6EwuJORMjqYASM592XrN5lyOY0ZMANmwAx0YaDqJeguWc0O+qmwkrBUEvEZcr9UuEiIP+3BGOOPUMbthXQmHYIKLywF3yRg4HKZIY+tgmdcmo1L0THu+nmiNvcby+/fgz973icJBwssvfMCFUJ9kFgn0jxPiPveeflYLuZFtTJSRgfGnRfMJlO/MmVwHDNgBsyAGegDA4UbycqTJVPi7ZPlf6vuj0/8lpebt6BPFKLxZ2aavwXNm74sX7MkjXEiTTfhhaXTO0TYWv4YwDcn4TvJfa8Ql28py40CLyoxQGA5nLrwU6k4w5RztmwrUNc1wv3Ous4Slgv3DBQwwtQ9ygvlIM3rBU7QYsa9pkDcmcIlwhICwqyU/eSPhXsueZ5JUGkd8WWt/ZWYMrBXPVOgXMzc6ypl+mdd6+ZyN4cB99PmtGXZmlTS5kVK2FvFUBGP/dtjBWZ+LQHDxx4mb/VG4ecv3xXuFmYJFwr5zGwh+Z0n3CEwg8XItROMVkv4q/BEcOd7vaTjRSVedCK/a4VzhBcTkMgKcp8r8Dvge4RDhMOF+HMmolI3lqip628FftJDuuMEysmLURjxMwQMeSqf0g08EY7eKAvLcbTQEhgEUD4GJXG2fKjcaZ4sbedSpCPG31uOlsBMnRfMpgmx3ah7HaWof9axTi5z8xhwP21emxbVqJI2r0RJUUlHNPzLKhdLt5bRZWCc++fotopLljPgfpoz0vz7wjaPy8DNp6K4hqcqSs4Hy9/MWC1mwAyYATNgBgbOQKEVH3iJ+pNhS2rTvdC36p596A36k521VsTAuPTPiuiymiEx4H46JOKHmG0lbV6JkiGSUDbrDygi+6Ls5c4SfiG8rmxixxsaA+PSP4dGsDOuhAH300porJWSStq8EiW1os2FrRMD7p91aq3xLav76fi1fWGb53ue40eRa2wGzIAZMANmYAgM1MUA7ypu4k+d8t8aT4W2fumdSpmc1gyYATNgBszAbAYKp9FT4OnHSvvNLP003X+4jc4FQ1kma4CnKz0vVuUyVb25Pt8PloF+9s/B1sS5NZkB99Mmt277uhW2+bBnwBxmEc9hjlWYJkc7A9y+iuV9pytqOwNcXoNjmgEzYAbMgBmoiIFBf4whL/Y7cw/fmwEzYAbMgBkYBwaqmAFzgAVHQf5F4HzlBQJxH9KVrwRF4XhFzlXmaErcHLn4qPDA3BjzzXd2CFtUV3SBY5JwnBzReITAp/WYQX80C89vOW8ZPRx3uU1wc/+2LGIZvasrDUc2toRZwg8EznS2mAEzYAbMgBmonIHCdWzlyMcHfpPlfJnuSYvRioKx3Cu5P1Lu1AATNENo953auFd7tcL5oMDaAmcqk8emQpHMVATOgM6lrF7OfGYAcbLAwAWDzeAAv2Vzpb4fGANl+ufACuOMzEAHBtxPOxDTYO9K2ryMkjeIROKtFcjkYwwc4cjHGA5KCL5Sbj7TF2UyBvjMJD2GkBn1xxO/Ts6ZCuhmgIv0flHpqQ91i7KIHHy8gXpYhsNAmf45nJI5VzPwFAPup+PXGwrbvIolaGj9icAS9A6B4+11/bZwqcAn+BBmif8U0g/eh6CeLlclsdHHDDo16j0pSyIX6eWLSnydKf06Esb/ToEwixkwA2bADJiB0gxUZYCZBfIN22hsMcTfE74vvEpYUsCPTwxOVf6UKeC8ZvZ5pypFepdWBv8mtDIwsGDP2mIGzIAZMANmoDQD85eOWRyRl5OOF1YUVhNuEJ4QPitsJ2CAeTGrrsJe793CBnWtgMttBsyAGTADo8NAVTNgasRslxeTPif8LFSRJdtbBH5/OyHwoYMiYZ8VPQjlYzm7ihluqpd93E1CHmUvLLOvLDwnS7CL7t9fVonjmQEzYAbMgBmAgSoNMHux7KPuJDAbjoJh5qtCGLAycpciLSwsJvBS19cElpmnKujlTWaEnyC9r0eF/PSJfW5euIoDgjXkZoZ/fY+6HN0MmAEzYAbMQCEDhW9yJRoOlpu91GclfhvLjY7Ns5ww1sTFuLYE4iELCewVM3tmxryz8FoBA4qeh4RjBWaxLYGZLS9D8cJXN3mxAq8TeDubTw2+ROhVLzPgs4R7hGuFSwR/slAkDFF66Z9DLKazHnMG3E/HrwNU0uaVKBk/7l3jATHg/jkgop3NlBhwP50SfbVMXNjmVS5B15IhF9oMmAEzYAbMwDAYsAEeBuvO0wyYATNgBsaeARvgse8CJsAMmAEzYAaGwYAN8DBYd55mwAyYATMw9gzYAI99FzABZsAMmAEzMAwGbICHwbrzNANmwAyYgbFnwAa4fl1gQkWeIbygfkV3ic2AGTADZqAXBgp/y9SLMsedMgPTpIE2WW/KmpqhwP2zGe3Y9Fq4nza9hZ9ev8I29wz46aTZxwyYATNgBszASDBQaMVDKffRtSXwBSSOmXy1QNo/CucLUbaS4wqBoybvFk4TlguB03Tlq0Ok+73w0eD/Rl3vF/4mnB38+GDDgcJtwq3Cr4X/EuKHHDinGT3gdIGPJtwucPQleVDeGP5uuTnrmbL+Voj5yjlfruct8qPcxOUcaPJ7e/BD7xeE/OMRq8uP87FbwizhB8KaQhTKF8vyCrnPEeCRevElqSgHycH3iInLd5XvFeB6nAUuLGZg1BlwPx31Fqq+fJW0eRklGDfiYRAXFFYVOJsZv32TenH28j+E3YPfs3X9rsBH7fn4AsIHEzCSB4T7eMHwnZD4fVruR4W4FIuRwzgdHuJwHvWEwPnPvxQwchsK5E28RQTSUMarhf2FtQXS47epgOR6jpPfOsJ7BeJhcL8irCvsF/z42EMU6oNhPllgxQGDfUzw41vCCOda7yGg7/+3dz+htk1xHMBTRpL/USTFxMCEkoy8IqSUkYnojSgmFGUkyr/ECBl6kYEiMwkDRTJRGJCRK4UJGSBG/L7vnlX77c5rHddZ95x372fV756999p7nb0/Z9fv7LXXufv9ijsqclzvViTRZ19bOVITWU8X9K5ILBQC2y7gPN32T2j9+7eWz3yVRvKAgyS6abmlZrLtNAHn4QrzK7Y84CDr5UEOrSQJ5XnC0/JezVy/WJDElYcwJPlNy5M1kycWnTNZ+FlNJ+Hmi0Er9ywmsizv/dakLlevv1c8NlmWybTzY8X06jZfHJJc80WilVxlJyG38nJNZF+TZFtJQv2z4tnJsltreu513WJZehNaObJYJgHviqxyfk74TBLYiIDzdCPsG33T7me+jnvAZ9Uh5slC6Vaels9n8xm1m27XeQJOEvul4qbJ+q/WdK4yr1ksu6ReL61o73FDTZ9e8elkm0zmS0CSanuyUqvOk4v+mqz72my76T7l6vuniotm62Q2XwpS30oScq6u0zXeSrqFp9veWPPpbs+XgFby9KYcd+rmZbovaStl2b7MtzNPgAABAqeQQJLY/y2tGzVdpdPy22z+gsX8fL0s/rWi1Wf+nYo8qvBoRZJnrlhfT8WitHVzBZyu6FZyPNnuwsmyTC57z+kq2WZakmTn93FTv2y9Zcum22Zfz6zYOeEddpfli8e8TNtryX7Zvsy3M0+AAAECp5DAOhJwrhZTzpsd97QbOFXpql22XluWK8lWcrX6ZkXupT5ccXdFBm+10tq6txZkcNM2l+xrBm21q/lt3lf7RoAAAQL7JLCOLugMhPq6ot2fbbt+9ewYfq753Cu+drb88po/v+LD2fJjNZ+rx2cqksAyOrmVj2oi91XTTT0tGTD1RsXFs+WbnP2g3vyKijNmO5GBaw/uYcdy3ClttHe62+dX/Hto1iYECBAgsJ8C60jA2d/HKzIK+KGKDEi6rOL+VMzKIzWfwUNtEFQS5nMV31W8NFs393u/rcho6GOzuiTzdD1ngNdVi7pczT9VkXvNuTe7LSVfIDIwLAOuWlfylTX9QsUXe9jJfBlJyejqWGcA2XSA16LaCwECBAic6gLdkVyLA7yvXncqMsDok4ok5Gz7wKK+vdxcE0muGYSUZJIr1gyyWlYerYW5f5uBVctKEvA3i/iyXpPEz16seG697lT8XfHHYjo/g2ol099XZB9zL/bFiiSynYpcZbbjmLfTBkllvXSVZzTzVxUpGWyVZJtlO7uLjv/NFfDbFT9U5J72xxW3Ha/ZLU/US37Xm33Jlf5dFbdXZP0sywCu5ytayReN7Ht6FJ6eLD+Mk6uen4fRxjFvj4DzdHs+i/3ak7V85nttJCN3s+2d+3W03udQCuz1/DyUWA56YwLO043Rb+yNu5/5urqgczWZgVLT0u7P5ipNIUCAAAECBP6jQDeLV3tHK/JvE9vPg9Jtm27m/JxIITBSYJXzc+T7a5vAKgLO01WUDtY6a/nMV2kk/4gjPxvK/2POz4lyb/eVivyTDoXASIFVzs+R769tAqsIOE9XUTpY66zlM19LIwfL1dFskYDzc4s+DLtyUgHn6UlpDmxF9zNf1z3gAyvowAgQIECAwAgBCXiEqjYJECBAgEBHQALuAKkmQIAAAQIjBCTgEaraJECAAAECHQEJuAOkmgABAgQIjBCQgEeoapMAAQIECHQEJOAOkGoCBAgQIDBCQAIeoapNAgQIECDQEZCAO0CqCRAgQIDACAEJeISqNgkQIECAQEdAAu4AqSZAgAABAiMEJOARqtokQIAAAQIdAQm4A6SaAAECBAiMEJCAR6hqkwABAgQIdAQk4A6QagIECBAgMEJAAh6hqk0CBAgQINARkIA7QKoJECBAgMAIAQl4hKo2CRAgQIBAR0AC7gCpJkCAAAECIwQk4BGq2iRAgAABAh0BCbgDpJoAAQIECIwQkIBHqGqTAAECBAh0BCTgDpBqAgQIECAwQkACHqGqTQIECBAg0BGQgDtAqgkQIECAwAgBCXiEqjYJECBAgEBHQALuAKkmQIAAAQIjBCTgEaraJECAAAECHQEJuAOkmgABAgQIjBCQgEeoapMAAQIECHQEJOAOkGoCBAgQIDBCQAIeoapNAgQIECDQEZCAO0CqCRAgQIDACAEJeISqNgkQIECAQEfgtE59qv9ZYR2rECBAgAABAicKrJJjmREgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsEUC/wLqAg0o41ROEgAAAABJRU5ErkJggg==)
Question 9.Do you think the classification of economic activities into primary, secondary and tertiary is useful? Explain how?
Answer:Yes in my opinion the classification of economic activities into primary, secondary and tertiary sectors is very useful because classification will help us in identifying which activity is related to which sector. And besides this there are several reasons as follows:
a) The very first point which will be known that how many people and where are they employed in any country.
b) If development will be seen only in tertiary sector then it means that agriculture which is related to primary sector is deducting day by day and by noticing the rise and fall in both sectors government will be able to take strong action towards the improvement wherever it is required.
This is why to improve the sectors and to run the economy smoothly and for best administration and development, classification of economic activities is necessary.
Question 10.For each of the sectors that we came across in this chapter why one should focus on employment and GDP? Could there be other issues which should be examined? Discuss.
Answer:There are different reasons to support that one should focus on employment and GDP:-
(a) If we focus on employment and GDP then size of a country’s economy can be determined easily.
(b) To easily determine the other issues about economy Per Capita Income and Productivity are very important things to know about in detail, which can be calculated by focusing on employment and GDP.
Question 11.Make a long list of all kinds of all kinds of work that you find adults around you doing for a living. In what way can you classify them? Explain your choice.
Answer:There are several kinds of work in which people are engaged living in our society. Their jobs can be classified as follows:
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)
Question 12.How is Tertiary sector different from other sectors? Illustrate with a few examples.
Answer:The main thing is that tertiary sector is also known as service sector. The difference is that tertiary sector is different from other sectors because it supports the process of production but does not produce goods. Also it covers the many more area which comes under unemployment.
All activities generate employment rather than goods which is the reason that tertiary sector is called service sector and it helps in the development of primary and secondary sector.
For example- Transportation, Storage, Communication, banking etc. are the examples of this sector because instead of producing products it produces employment which helps in the development of other sectors also.
Question 13.What do you understand by disguised unemployment? Explain with an example each from the urban and rural areas.
Answer:Disguised unemployment refers to a kind of employment where people engaged in a work more than requirement. It is also known as hidden unemployment because we can’t see the people employed here are more than required. The situation of disguised unemployment basically arises when more and more people start working at the place where there is less need of more workers.
For example: It can be observed in the rural areas where all the members of a family of a farmer are working in a farm where only 3 members are required but 6 members are working in that field which means the other 3 person working in that farm are unemployed which will be categorized under disguised unemployment. The reason behind their working in the same farm is lack of jobs in urban areas as well as in rural areas. In urban areas also disguised unemployment can be seen in the service sectors.
Question 14.Distinguish between open unemployment and disguised unemployment.
Answer:
Question 15.“Tertiary sector is not playing any significant role in the development of Indian economy.” Do you agree? Give reasons in support of your answer.
Answer:We do not agree with this statement because the tertiary sector has become the most critical sector of our economy concerning both employment and GDP. This sector contributes around 60% off our GDP and more than 25% of our population is engaged in this sector. The tertiary sector will further grow because of the rise in income and demands of the people.
Question 16.Service sector in India employs two different kinds of people. Who are these?
Answer:As we all know that service sector is also known as tertiary sector. And tertiary sector employs more and more people. It employs two different kinds of people and one of them is the workers that are well educated and highly skilled. And the other is the workers who are engaged in services such as small shopkeepers, mechanics, transport, persons, etc. And these poor people barely get the time to manage their own livelihood.
Question 17.Workers are exploited in the unorganized sector. Do you agree with this view? Give reasons in support of your answer.
Answer:Yes, we do agree with this view that workers are exploited in the unorganized sector. The following reasons support the answer:
1)In this sector, there are small and scattered units which are out of control of the government. Certain rules and regulations are set up by the government, but none follow the rules. People are compelled to work and not even paid on time.
2) Workers generally have fixed working hours of 10-12 hours. But, they are given fewer wages and are also not paid for the overtime hours.
3) There is no job security and people can be asked to leave their jobs anytime.
4) Workers do not get any allowances apart from the fixed wages.
5) Usually, they are in heavy debts, and there are no such provisions in their support.
Question 18.How are the activities in the economy classified on the basis of employment conditions?
Answer:In the economy, activities are classified on the basis of employment in following way:
a) Organized sector: This sector refers to the sector where the terms of employment are regular and people have assured work. In this sector all the occupations are registered by the government and followed the rules set up by them. Workers of organized sectors enjoy security of employment.
b) Unorganized sector: This sector refers to the small and scattered units which are largely outside the control of the government. Rules in this sector are set up by the government as in organized sectors but these rules are not followed by any of workers in this sector.
Question 19.Compare the employment conditions prevailing in the organized and unorganized sectors.
Answer:
Question 20.Explain the objective of implementing the NREGA 2005.
Answer:NREGA is National Rural Employment Guarantee Act which is an Indian labour law and social security measure that aims to guarantee the right to work. And the main objective of implementing the NREGA is that all the people who are capable of and in need of work will get guaranteed 100 days’ work and in case if the government fails to do so, then the government will give unemployment allowances to them. Such kind of work would greatly help in future to enhance the production from land will be given preference under this act. The act was implemented in 330 districts of India’s as the Right to Work.
Question 21.Using examples from your area compare and contrast the activities and functions of private and public sectors.
Answer:If we talk about public sector then in this the government owns most of the assets and gives all the services to public for example there is a government school in our locality and the activities of that school like children go for tours whether it is domestic or international all the expenses are done by government and students are honored by scholarships and many more things. But at the same time I noticed a hospital in the same locality and that hospital is private, there is no role of government in that hospital everything is a private asset of that hospital’s owner. And the charges are very high sometimes patients can’t afford. So, private sector’s ownership, assets and delivery of services are in the hands of the private individuals or companies.
Question 22.Discuss and fill the following table giving one example each from your area.
Answer:![](data:image/png;base64,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)
Question 23.Give a few examples of public sector activities and explain why the government has taken them up.
Answer:Public sector activities include provision of water, electricity and some modes of transport. Government has taken up them as if we look the most important needs of human then water and electricity are the basic ones. If these works like providing electricity and water is left to private enterprises, the later might exploit this opportunity and these at rates which the masses cannot afford. So, to fulfill the basic needs of humans including water and electricity the government of our country supplies these things at very low and affordable prices.
Question 24.Explain how public sector contributes to the economic development of a nation.
Answer:Public sector contributes to the economic development in various ways:
a) This sector creates more and more employment opportunity.
b) It ensures easy availability of goods and services at moderate rates.
c) It contributes to the development of community also.
d) Development of financial resources is also generated by this sector.
e) It encourages the development of small, medium and cottage industries which contribute in the development of a nation.
Question 25.The workers in the unorganized sector need protection on the following issues: wages, safety and health. Explain with examples.
Answer:In unorganized sector there are small and scattered units which are largely out of the control of the government. This provides no kind of provision for overtime, paid leave, holidays, and no leave due to sickness as well.
a) Wages: Workers are exploited and not paid a fair wage for their labour. They need protection because of their low wages. Therefore fair wages should be paid to them so that their livelihood can be put on ease at some point.
b) Safety: There is no kind of safety provided to the workers working in the mines or fireworks factories. They face great risk of their life. Therefore security and attention must be rendered to them.
c) Health: The workers that work at unhygienic places and specially for infinite hours are found in the unorganized sectors and their health is at risk which must be the matter of deep consideration.
Besides these issues a large number of people are employed on their own. For example- sellers on the street or repair workers. Cobblers, vendors etc.
Question 26.A study in Ahmedabad found that out of 15, 00, 000 workers in the city, 11, 00, 000 worked in the unorganized sector. The total income of the city in this year (1997-1998) was Rs.60, 000 million. Out of this, Rs.32, 000 million was generated in the organized sector. Present this data as a table. What kind of ways should be thought of for generating more employment in the city?
Answer:![](data:image/png;base64,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)
Education must be at the top in the to do list of government if it wants to improve or increase the job opportunities in any area of any city. Without education no one will hire any illiterate person for work. If a person wants to work then he will have to generate skills and open up the mind to grab more and more things. More and more companies need to be brought under organised sector in order to generate more employment in the city. Basically if a person is educated having great skills then nothing is impossible for him. The more companies are brought the more jobs will be provided to the workers with higher and more secure wages. The government must provide loans and aid to companies transferring from unorganized to organized sectors.
Question 27.The following gives the GDP I rupees (Crore) by the three sectors:
![](data:image/png;base64,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)
(i) Calculate the share of the three sectors in GDP for 1950 and 2011.
(ii) Show the data as a bar diagram similar to Graph 2 in the chapter.
(iii) What conclusion can we draw from the bar graph?
Answer:(i) In the year 1950
Total GDP (In 1950) = 80, 000 + 19, 000 + 39, 000
= 1, 38, 000 crore
Share (Primary sector) = ![](data:image/png;base64,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)
Share (Secondary sector) ![](data:image/png;base64,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)
Share (Tertiary sector) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALwAAAAmCAYAAAB+tPGOAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAR2SURBVHja7VtBUtswFFX3cAAYlF27J8oRGEhn6LILyGTLgmHYsMgiC5Ndpj1BWcGq5QLtAi4AJygz4QRwhk4j23JkWZJlWc7EyVu8GbC/f2zr6fv9/yUymUwIAGwK8BIAEB4AQHgAAOFLnBPyQYavTVO+fX8bAOELuDikV3MS/cuw1388G422ZZvR6Gy7v0ceMxt2eudCvMJ1Lr4VGxcfAAjvjAFj0TCKdvjf0+nZVkyuOaHFeXGMHl5cmWxMOGXkTtiZriuzcfEBgPD1Ij6PotPpFv8/uuzvU9J9FpOC43rAjglhr/IxFVE03GGEvLLB9bHpujIbFx8ACO+t4zP5wAa3NoIlk4C+9C+jfSPhNTbqsTIbFx8ACF8ZsVSg5EGnkdMoO+OSRiSN0Qn7Qgh9B+GBtZM0C5KRtyxxpPRFlTkgPNAKwqvVFheNHE8KJXFU/UDDAytH+JhQnaMbLmGEXImrIrT/IEd4QWhJzrzlom5KTFHJWVSAyK0oYeryAxcbFx9N5za2c031L6rcXxP34HqNS/+kyjttPMLHhJLr8BqyJ1FV2LCZGl1NUTeXGxh8l9m4+GiK6OPzg65JPoXoMQSRn6U9lOEuD0bS+L0OR6Pdun4l3zNhJwc82Yd8nAfHLqHPZZJ0pT8//KugRvc2I5+z6JPzED2G2oWGTu9HlR6KKUer6ld6R++y3MyTuvvAfSQBi96Ld8h/34Urq0uOWM7Qp7YkkVVkhSlBDpGfLKPgEOoedJNEBDmdpInfG+3fC3tuy+9BngjOhFe1FdaYVIyKjH2XP+l8cBgbRJUIH6AC5aKbq45t8kXJ5zcZWdM8zedrrPoVsqTTIX8X0oe+H5yPu7kIP3/PsaxLI7wc3UtzA62elbHERK7VcmU+GD3a+8kHI4lEn3+ZPu/LJHzdsU00czG/SvIQqaTsoOHL/OrkTGK3kH+qhpeju0nfB4vwtmvWFXapcvKxR+mfDju6sSXAbYnwusqZKUFMCewkaYx+dc+mkU/qxImJLy1VsUmcWlFAa7/msA3k+Pzrpznhf8c601I1WaaG9xlbPhFMkb3KpFMnVKlfzbPZCC8TO34HaT6gJrStqdK0UtLwCKMkV6ayJNemKilC9BhCVMdkfV5IHtNlIeIedETWyZMyv9mzSTa2CSJr9yzCx/p+uGuN8ECApLXX+6bqUTVpLSyl0PQfQvQY6lfHFjVwKXnUNQVnpucQzyoI7+p3Uujh2L4y7Ek+V0nDL7Msp9OVVc/7+g1pA7QPQYhu6xyaM3Rzx82ni5dcF6ZLid1QILwl+bJ3DnWw7Yby6eLl67r1u5TYDQXCOxDff2mtTGjfLl6oCgdWUoLwjRHeVGXw6eKFqmFjrTwI3wjhbbuhfLp4IDzQWknj08UD4YGVILzLQv3cbiTPLh40PLAUwts6h7odS2W7oZy6eA3uhHK1ATa+LFnsjJkiY9luqLIuXpM7oVxtgA2WNCY0tWNp3XZCAWtA+KZ2LLVtJxSwQREeAEB4AADhAQCEB4Dg+A9VBMfKfC8YNQAAAABJRU5ErkJggg==)
In the year 2011
Total GDP (In 2011) = 8, 18, 000 + 12, 49, 000 + 28, 18, 000
= 4, 885, 000 crore
Share (Primary sector) = ![](data:image/png;base64,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)
Share (Secondary sector) ![](data:image/png;base64,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)
Share (Tertiary sector) ![](data:image/png;base64,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)
(ii) ![](data:image/png;base64,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)
(iii) The conclusion can be drawn on behalf of results that the share of the tertiary sector in the GDP has almost doubled, while the GDP of the primary sector has been halved almost and the same situation is with the secondary sector which has grown up by about 10 % in the last five years. So, we saw that how the GDP of all the three sectors is changing and specially the much more change have been seen in the GDP of tertiary sector.
Fill in the blanks using the correct option given in the bracket:
(i) Employment in the service sector _______ increased to the same extent as production. (Has/has not)
(ii) Workers in the ______ sector do not produce goods. (Tertiary/agricultural)
(iii) Most of the workers in the ______ sector enjoy job security. (Organized/unorganized)
(iv) A ______ proportion of laborers in India are working in the unorganized sector. (Large/small)
(v) Cotton is a ______ product and cloth is a _____ product. (Natural/manufactured)
(vi) The activities in Primary, secondary and tertiary sectors are _____ (Independent/Interdependent)
Answer:
(i) Has not
(ii) Tertiary
(iii) Organized
(iv) large
(v) Natural; manufactured
(vi) Interdependent
Question 2.
Choose the most appropriate answer:
The sectors are classified into public and private sectors on the basis of:
A. Employment conditions
B. The nature of economic activity
C. Ownership of enterprises
D. Number of workers employed in the enterprise
Answer:
The sectors are classified into two types which are named as private and public sectors. This classification is made on the basis of ownership of enterprises. Private sectors are those sectors which is the part of the economy, and sometimes known as the citizen sector also, which is run by private individuals or groups, usually as a means of enterprise for profit, the private sector is run by private individuals or groups specially for the means of profit and is not controlled by the state and on the other hand public sector works for social welfare keeping profit at a side it serves the people in many ways.
Question 3.
Choose the most appropriate answer:
GDP is the total value of_______ produced during a particular year.
A. All goods and services
B. All final goods and services
C. All intermediate goods and services
D. All intermediate and final goods and services.
Answer:
GDP or Gross Domestic Product is the total value of goods produced and services provided in a country during one year and is used to measure a country’s economy. The data is collected by the Central Statistics Office (CSO) that falls under the leadership of the Ministry of Statistics and Program Implementation.
Question 4.
Choose the most appropriate answer:
In terms of GDP the share of tertiary sector in 2003 is _____
A. Between 20 per cent to 30 per cent
B. Between 30 per cent to 40 per cent
C. Between 50 per cent to 60 per cent
D. 70 per cent
Answer:
In terms of GDP the share of tertiary sector in 2003 is 50% to 60%. Tertiary sector is also known as service sector as it provides services to population. It employs many different kinds of people. At one hand it limited number of services that employ highly skilled and educated workers and at the other hand large number of workers are engaged in services such as small shopkeepers, repair persons, transport persons, etc. In the year 2003, the tertiary sector has emerged as the largest producing sector in India replacing the primary sector.
Question 5.
Choose the most appropriate answer:
Production of a commodity, mostly through the natural process, is an activity in _____ sector.
A. Primary
B. Secondary
C. Tertiary
D. Information technology
Answer:
Production of a commodity, mostly through the natural process is an activity in primary sector. As we all know there are three sectors in an economy named as primary, secondary and tertiary. Basically primary sector belongs to the sector where agriculture is the very first activity we notice always. Products which are used here are milk, minerals and ores which are natural. These products become the cause of production of any commodity.
Question 6.
Match the following:
Answer:
The correct match of the above is as follows:
Question 7.
Find the odd one out and say why.
(i) Tourist guide, dhobi, tailor, potter
(ii) Teacher, doctor, vegetable vendor, lawyer
(iii) Postman, cobbler, soldier, police constable
(iv) MTNL, Indian Railways, Air India, SAHARA Airlines, All India Radio
Answer:
(i) Among these four occupations tourist guide is the odd one because dhobi, tailor, potter all these three belong to private sector they do their work for profit only and can start working at any point of time and anywhere even at small scale but for a tourist guide these things are not that easy and first of all a tourist guide is appointed by the government and he serves the foreigners and but do not work just for profit.
(ii) Among these persons teacher, doctor, vegetable vendor, lawyer vegetable vendor is the odd one because to be a teacher, doctor, lawyer you must have skills and education which will be helpful in your in establishing your career as these occupations but for vegetable selling education does not matter that much because an uneducated person can also sell vegetables and all what it needs just good communication and calculation which depends on environment and not that big deal.
(iii) Among postman, cobbler, soldier, police constable, the cobbler is odd one because the profession of a cobbler belongs to public sector and at the same time it belongs to illiterate community and impoverished people. But on the other side postman, soldier, police constable these are the people who belong to literate community and basically they are from good family background not that much poor and bad.
(iv) Among these companies named as MTNL, Indian Railways, Air India, SAHARA Airlines, ALL India Radio, the odd one is SAHARA Airlines. Because it is a private enterprise while others are owned by the government.
Question 8.
A research scholar looked at the working people in the city of Surat and found the following:
Complete the table. What is the percentage of workers in the unorganized sector in this city?
Answer:
In unorganized sector in the city the percentage of workers is 70%. And unorganized sectors are those under which people working on the street, construction workers, domestic workers, people working in small workshops usually not registered come .
The complete table is as follows:
Question 9.
Do you think the classification of economic activities into primary, secondary and tertiary is useful? Explain how?
Answer:
Yes in my opinion the classification of economic activities into primary, secondary and tertiary sectors is very useful because classification will help us in identifying which activity is related to which sector. And besides this there are several reasons as follows:
a) The very first point which will be known that how many people and where are they employed in any country.
b) If development will be seen only in tertiary sector then it means that agriculture which is related to primary sector is deducting day by day and by noticing the rise and fall in both sectors government will be able to take strong action towards the improvement wherever it is required.
This is why to improve the sectors and to run the economy smoothly and for best administration and development, classification of economic activities is necessary.
Question 10.
For each of the sectors that we came across in this chapter why one should focus on employment and GDP? Could there be other issues which should be examined? Discuss.
Answer:
There are different reasons to support that one should focus on employment and GDP:-
(a) If we focus on employment and GDP then size of a country’s economy can be determined easily.
(b) To easily determine the other issues about economy Per Capita Income and Productivity are very important things to know about in detail, which can be calculated by focusing on employment and GDP.
Question 11.
Make a long list of all kinds of all kinds of work that you find adults around you doing for a living. In what way can you classify them? Explain your choice.
Answer:
There are several kinds of work in which people are engaged living in our society. Their jobs can be classified as follows:
Question 12.
How is Tertiary sector different from other sectors? Illustrate with a few examples.
Answer:
The main thing is that tertiary sector is also known as service sector. The difference is that tertiary sector is different from other sectors because it supports the process of production but does not produce goods. Also it covers the many more area which comes under unemployment.
All activities generate employment rather than goods which is the reason that tertiary sector is called service sector and it helps in the development of primary and secondary sector.
For example- Transportation, Storage, Communication, banking etc. are the examples of this sector because instead of producing products it produces employment which helps in the development of other sectors also.
Question 13.
What do you understand by disguised unemployment? Explain with an example each from the urban and rural areas.
Answer:
Disguised unemployment refers to a kind of employment where people engaged in a work more than requirement. It is also known as hidden unemployment because we can’t see the people employed here are more than required. The situation of disguised unemployment basically arises when more and more people start working at the place where there is less need of more workers.
For example: It can be observed in the rural areas where all the members of a family of a farmer are working in a farm where only 3 members are required but 6 members are working in that field which means the other 3 person working in that farm are unemployed which will be categorized under disguised unemployment. The reason behind their working in the same farm is lack of jobs in urban areas as well as in rural areas. In urban areas also disguised unemployment can be seen in the service sectors.
Question 14.
Distinguish between open unemployment and disguised unemployment.
Answer:
Question 15.
“Tertiary sector is not playing any significant role in the development of Indian economy.” Do you agree? Give reasons in support of your answer.
Answer:
We do not agree with this statement because the tertiary sector has become the most critical sector of our economy concerning both employment and GDP. This sector contributes around 60% off our GDP and more than 25% of our population is engaged in this sector. The tertiary sector will further grow because of the rise in income and demands of the people.
Question 16.
Service sector in India employs two different kinds of people. Who are these?
Answer:
As we all know that service sector is also known as tertiary sector. And tertiary sector employs more and more people. It employs two different kinds of people and one of them is the workers that are well educated and highly skilled. And the other is the workers who are engaged in services such as small shopkeepers, mechanics, transport, persons, etc. And these poor people barely get the time to manage their own livelihood.
Question 17.
Workers are exploited in the unorganized sector. Do you agree with this view? Give reasons in support of your answer.
Answer:
Yes, we do agree with this view that workers are exploited in the unorganized sector. The following reasons support the answer:
1)In this sector, there are small and scattered units which are out of control of the government. Certain rules and regulations are set up by the government, but none follow the rules. People are compelled to work and not even paid on time.
2) Workers generally have fixed working hours of 10-12 hours. But, they are given fewer wages and are also not paid for the overtime hours.
3) There is no job security and people can be asked to leave their jobs anytime.
4) Workers do not get any allowances apart from the fixed wages.
5) Usually, they are in heavy debts, and there are no such provisions in their support.
Question 18.
How are the activities in the economy classified on the basis of employment conditions?
Answer:
In the economy, activities are classified on the basis of employment in following way:
a) Organized sector: This sector refers to the sector where the terms of employment are regular and people have assured work. In this sector all the occupations are registered by the government and followed the rules set up by them. Workers of organized sectors enjoy security of employment.
b) Unorganized sector: This sector refers to the small and scattered units which are largely outside the control of the government. Rules in this sector are set up by the government as in organized sectors but these rules are not followed by any of workers in this sector.
Question 19.
Compare the employment conditions prevailing in the organized and unorganized sectors.
Answer:
Question 20.
Explain the objective of implementing the NREGA 2005.
Answer:
NREGA is National Rural Employment Guarantee Act which is an Indian labour law and social security measure that aims to guarantee the right to work. And the main objective of implementing the NREGA is that all the people who are capable of and in need of work will get guaranteed 100 days’ work and in case if the government fails to do so, then the government will give unemployment allowances to them. Such kind of work would greatly help in future to enhance the production from land will be given preference under this act. The act was implemented in 330 districts of India’s as the Right to Work.
Question 21.
Using examples from your area compare and contrast the activities and functions of private and public sectors.
Answer:
If we talk about public sector then in this the government owns most of the assets and gives all the services to public for example there is a government school in our locality and the activities of that school like children go for tours whether it is domestic or international all the expenses are done by government and students are honored by scholarships and many more things. But at the same time I noticed a hospital in the same locality and that hospital is private, there is no role of government in that hospital everything is a private asset of that hospital’s owner. And the charges are very high sometimes patients can’t afford. So, private sector’s ownership, assets and delivery of services are in the hands of the private individuals or companies.
Question 22.
Discuss and fill the following table giving one example each from your area.
Answer:
Question 23.
Give a few examples of public sector activities and explain why the government has taken them up.
Answer:
Public sector activities include provision of water, electricity and some modes of transport. Government has taken up them as if we look the most important needs of human then water and electricity are the basic ones. If these works like providing electricity and water is left to private enterprises, the later might exploit this opportunity and these at rates which the masses cannot afford. So, to fulfill the basic needs of humans including water and electricity the government of our country supplies these things at very low and affordable prices.
Question 24.
Explain how public sector contributes to the economic development of a nation.
Answer:
Public sector contributes to the economic development in various ways:
a) This sector creates more and more employment opportunity.
b) It ensures easy availability of goods and services at moderate rates.
c) It contributes to the development of community also.
d) Development of financial resources is also generated by this sector.
e) It encourages the development of small, medium and cottage industries which contribute in the development of a nation.
Question 25.
The workers in the unorganized sector need protection on the following issues: wages, safety and health. Explain with examples.
Answer:
In unorganized sector there are small and scattered units which are largely out of the control of the government. This provides no kind of provision for overtime, paid leave, holidays, and no leave due to sickness as well.
a) Wages: Workers are exploited and not paid a fair wage for their labour. They need protection because of their low wages. Therefore fair wages should be paid to them so that their livelihood can be put on ease at some point.
b) Safety: There is no kind of safety provided to the workers working in the mines or fireworks factories. They face great risk of their life. Therefore security and attention must be rendered to them.
c) Health: The workers that work at unhygienic places and specially for infinite hours are found in the unorganized sectors and their health is at risk which must be the matter of deep consideration.
Besides these issues a large number of people are employed on their own. For example- sellers on the street or repair workers. Cobblers, vendors etc.
Question 26.
A study in Ahmedabad found that out of 15, 00, 000 workers in the city, 11, 00, 000 worked in the unorganized sector. The total income of the city in this year (1997-1998) was Rs.60, 000 million. Out of this, Rs.32, 000 million was generated in the organized sector. Present this data as a table. What kind of ways should be thought of for generating more employment in the city?
Answer:
Education must be at the top in the to do list of government if it wants to improve or increase the job opportunities in any area of any city. Without education no one will hire any illiterate person for work. If a person wants to work then he will have to generate skills and open up the mind to grab more and more things. More and more companies need to be brought under organised sector in order to generate more employment in the city. Basically if a person is educated having great skills then nothing is impossible for him. The more companies are brought the more jobs will be provided to the workers with higher and more secure wages. The government must provide loans and aid to companies transferring from unorganized to organized sectors.
Question 27.
The following gives the GDP I rupees (Crore) by the three sectors:
(i) Calculate the share of the three sectors in GDP for 1950 and 2011.
(ii) Show the data as a bar diagram similar to Graph 2 in the chapter.
(iii) What conclusion can we draw from the bar graph?
Answer:
(i) In the year 1950
Total GDP (In 1950) = 80, 000 + 19, 000 + 39, 000
= 1, 38, 000 crore
Share (Primary sector) =
Share (Secondary sector)
Share (Tertiary sector)
In the year 2011
Total GDP (In 2011) = 8, 18, 000 + 12, 49, 000 + 28, 18, 000
= 4, 885, 000 crore
Share (Primary sector) =
Share (Secondary sector)
Share (Tertiary sector)
(ii)
(iii) The conclusion can be drawn on behalf of results that the share of the tertiary sector in the GDP has almost doubled, while the GDP of the primary sector has been halved almost and the same situation is with the secondary sector which has grown up by about 10 % in the last five years. So, we saw that how the GDP of all the three sectors is changing and specially the much more change have been seen in the GDP of tertiary sector.