Class 9th Social Science Term 1 Tamilnadu Board Solution
Exercise- We take age group _______ years for computation of the workforce. Choose the correct…
- Which is the correct sequence of various sectors in GDP of India in the descending order?…
- Which one of the following sectors is the largest employer in India? Choose the correct…
- Which one of the following is not in Primary Sector? Choose the correct answer:…
- Which one of the following is not in the Secondary Sector? Choose the correct answer:…
- Tertiary Sector include/s Choose the correct answer:
- Match the List I with List II using the codes given below:List Ia. Agriculture, Forestry,…
- Which sector is not included in the occupational pattern? Choose the correct answer:…
- Which Delhi Sultan of medieval India formed ‘Employment Bureau’ to solve the unemployment…
- _________ sector is registered and follows government rules. Choose the correct answer:…
- ________ sector provides job security and higher wages Choose the correct answer:…
- Find the odd one Choose the correct answer:
- The sectors are classified into Public and Private sectors on the basis of Choose the…
- Assertion (A): The unorganised sector of the economy characterised by the household…
- People who employ workers and pay rewards for their work is termed as _______. Choose the…
- __________ continues to be the largest employer in Tamil Nadu. Choose the correct answer:…
- In ______ sector, the employment terms are not fixed and regular. Fill in the blanks:…
- Economic activities are classified into _______ and _______ sectors. Fill in the blanks:…
- ________ has always featured as an important element of development policy in India. Fill…
- Employment pattern changes due to ________________ Fill in the blanks:…
- The nature of employment in India is _________. Fill in the blanks:…
- ________ of the economy is the number of people in the country, who work and also capable…
- Public sector means ______________ Fill in the blanks:
- Match the following:1. Public sectora. Banking2. Private sectorb. Poultry3. Primary…
- What is the labour force of the economy? Give Short answers:
- Why are children and old age (above 60 years) are not considered for computation of…
- What are the three sectors of an economy? Give Short answers:
- Agriculture, despite a sharp decline in Gross Domestic Product, continues to be the…
- Explain: (a) primary sector; (b) secondary sector; (c) tertiary sector. Answer in detail:…
- Explain the employment structure of India. Answer in detail:
- Compare the employment conditions prevailing in the organised and unorganised sectors.…
- Differentiate between the public sector and the Private sector. Answer in detail:…
- Make a long list of all kinds of work that you find adults around you. In what way can you…
- A research scholar looked at the working people in the city of Chennai and found the…
- Classify the following list of occupations under primary, secondary and tertiary…
- The tertiary sector is in top position in the world now. Justify HOTS…
- Discuss the sectors of your village economy. Life Skill
- We take age group _______ years for computation of the workforce. Choose the correct…
- Which is the correct sequence of various sectors in GDP of India in the descending order?…
- Which one of the following sectors is the largest employer in India? Choose the correct…
- Which one of the following is not in Primary Sector? Choose the correct answer:…
- Which one of the following is not in the Secondary Sector? Choose the correct answer:…
- Tertiary Sector include/s Choose the correct answer:
- Match the List I with List II using the codes given below:List Ia. Agriculture, Forestry,…
- Which sector is not included in the occupational pattern? Choose the correct answer:…
- Which Delhi Sultan of medieval India formed ‘Employment Bureau’ to solve the unemployment…
- _________ sector is registered and follows government rules. Choose the correct answer:…
- ________ sector provides job security and higher wages Choose the correct answer:…
- Find the odd one Choose the correct answer:
- The sectors are classified into Public and Private sectors on the basis of Choose the…
- Assertion (A): The unorganised sector of the economy characterised by the household…
- People who employ workers and pay rewards for their work is termed as _______. Choose the…
- __________ continues to be the largest employer in Tamil Nadu. Choose the correct answer:…
- In ______ sector, the employment terms are not fixed and regular. Fill in the blanks:…
- Economic activities are classified into _______ and _______ sectors. Fill in the blanks:…
- ________ has always featured as an important element of development policy in India. Fill…
- Employment pattern changes due to ________________ Fill in the blanks:…
- The nature of employment in India is _________. Fill in the blanks:…
- ________ of the economy is the number of people in the country, who work and also capable…
- Public sector means ______________ Fill in the blanks:
- Match the following:1. Public sectora. Banking2. Private sectorb. Poultry3. Primary…
- What is the labour force of the economy? Give Short answers:
- Why are children and old age (above 60 years) are not considered for computation of…
- What are the three sectors of an economy? Give Short answers:
- Agriculture, despite a sharp decline in Gross Domestic Product, continues to be the…
- Explain: (a) primary sector; (b) secondary sector; (c) tertiary sector. Answer in detail:…
- Explain the employment structure of India. Answer in detail:
- Compare the employment conditions prevailing in the organised and unorganised sectors.…
- Differentiate between the public sector and the Private sector. Answer in detail:…
- Make a long list of all kinds of work that you find adults around you. In what way can you…
- A research scholar looked at the working people in the city of Chennai and found the…
- Classify the following list of occupations under primary, secondary and tertiary…
- The tertiary sector is in top position in the world now. Justify HOTS…
- Discuss the sectors of your village economy. Life Skill
Exercise
Question 1.Choose the correct answer:
We take age group _______ years for computation of the workforce.
A. 12–60
B. 15–60
C. 21–65
D. 5–14
Answer:We take age group 15-60 years for computation of the workforce. The age group below 15 are excluded because according to tot he Child Law Act, all the children below this age are prohibited from working. The people above 60 have a lesser level of productivity, so they are excluded.
Question 2.Choose the correct answer:
Which is the correct sequence of various sectors in GDP of India in the descending order?
A. Primary sector, Secondary sector, Tertiary sector
B. Primary sector, Tertiary sector, Secondary sector
D. Tertiary sector, Secondary sector, Primary sector
D. Secondary sector, Tertiary sector, Primary sector
Answer:Tertiary sector, Secondary sector, Primary sector.
The tertiary sector has 59% in GDP, the secondary sector has 24.9% and the primary sector has 16.1%.
Question 3.Choose the correct answer:
Which one of the following sectors is the largest employer in India?
A. Primary Sector
B. Secondary Sector
C. Tertiary Sector
D. Public sector
Answer:The largest employer in India is the Primary sector. It employs 51% of the total workforce of the country.
Question 4.Choose the correct answer:
Which one of the following is not in Primary Sector?
A. Agriculture
B. Manufacturing
C. Mining
D. Fishery
Answer:Manufacturing is not included in the primary sector. It is included in the secondary sector.
Question 5.Choose the correct answer:
Which one of the following is not in the Secondary Sector?
A. Construction
B. Manufacturing
C. Small Scale Industry
D. Forestry
Answer:Forestry is not in the secondary sector. It is included in the primary sector.
Question 6.Choose the correct answer:
Tertiary Sector include/s
A. Transport
B. Insurance
C. Banking
D. All of these
Answer:It included transport, insurance, and banking.
Question 7.Choose the correct answer:
Match the List I with List II using the codes given below:
List I
a. Agriculture, Forestry, Fishery and Mining
b. Manufacturing, Electricity Gas and Water Supply
c. Trade, Transport and Communication
d. Unincorporated Enterprises and Household industries
List II
1. Unorganised sector
2. Service Sector
3. Secondary sector
4. Primary Sector
A. (A)-1 (B)-2 (C)-3 (D)-4
B. (A)-4 (B)-3 (C)-2 (D)-1
C. (A)-2 (B)-3 (C)-1 (D)-4
D. (A)-3 (B)-2 (C)-4 (D)-1
Answer:a. Agriculture, Forestry, Fishery, and Mining - 4. Primary sector
b. Manufacturing, Electricity Gas and Water Supply - 3. Secondary sector
c. Trade, Transport, and Communication - 2. Service Sector
d. Unincorporated Enterprises and Household industries- 1. Unorganized sector.
Question 8.Choose the correct answer:
Which sector is not included in the occupational pattern?
A. Primary sector
B. Secondary sector
D. Tertiary sector
D. Private sector
Answer:The correct answer is d) private sector. The occupational pattern includes the primary sector secondary sector and the tertiary sector.
Question 9.Choose the correct answer:
Which Delhi Sultan of medieval India formed ‘Employment Bureau’ to solve the unemployment problem.
A. Muhamad Bin Tugluq
B. Allauddin Khilji
C. Feroz Shah Tugluq
D. Balban
Answer:Feroz Shah Tugluq formed ‘Employment Bureau’ to solve the unemployment problem.
Question 10.Choose the correct answer:
_________ sector is registered and follows government rules.
A. Agriculture
B. Organised
C. Unorganized
D. Private
Answer:Organised sector is registered and follows government rules.
Question 11.Choose the correct answer:
________ sector provides job security and higher wages
A. Public sector
B. Organised sector
C. Unorganised sector
D. Private sector
Answer:Organised sector is registered and follows government rules. It provides job security and higher wages.
Question 12.Choose the correct answer:
Find the odd one
A. Banking
B. Railways
C. Insurance
D. Small Scale Industry
Answer:Banking, railways and insurance are a part of the tertiary sector.
Question 13.Choose the correct answer:
The sectors are classified into Public and Private sectors on the basis of
A. number of workers employed
B. nature of economic activity
C. ownership of enterprises
D. employment conditions
Answer:The sectors are classified into Public and Private sectors on the basis of the ownership of enterprises.
Question 14.Choose the correct answer:
Assertion (A): The unorganised sector of the economy characterised by the household manufacturing activity and small-scale industry.
Reason (R): Jobs here are low paid and often not regular
A. Both (A) and (R) are true and (R) explains (A)
B. Both (A) and (R) are true and (R) does not explain (A)
C. (A) is correct and (R) is false
D. (A) is false and (R) is true
Answer:The correct answer is a. Both (A) and (R) are true and (R) explains (A).
Question 15.Choose the correct answer:
People who employ workers and pay rewards for their work is termed as _______.
A. employee
B. employer
C. labour
D. caretaker
Answer:People who employ workers and pay rewards for their work is termed as employer.
Question 16.Choose the correct answer:
__________ continues to be the largest employer in Tamil Nadu.
A. Agriculture
B. Manufacturing
C. Banking
D. Small Scale Industry
Answer:It continues to be the largest employer in Tamil Nadu.
Question 17.Fill in the blanks:
In ______ sector, the employment terms are not fixed and regular.
Answer:In the unorganised sector, the employment terms are not fixed and regular.
In the unorganised sector, the employment terms are not fixed and regular. There is also no job security or increment of salary.
Question 18.Fill in the blanks:
Economic activities are classified into _______ and _______ sectors.
Answer:Economic activities are classified into the organised and unorganised sector.
Organized sector is the sector that has to comply with government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
Question 19.Fill in the blanks:
________ has always featured as an important element of development policy in India.
Answer:Inclusive growth has always featured as an important element of development policy in India.
Question 20.Fill in the blanks:
Employment pattern changes due to ________________
Answer:Employment pattern changes due to changes in the economic cycles.
Question 21.Fill in the blanks:
The nature of employment in India is _________.
Answer:The nature of employment in India is both organised and unorganised.
Question 22.Fill in the blanks:
________ of the economy is the number of people in the country, who work and also capable of working.
Answer:Labour force of the economy is the number of people in the country, who work and also capable of working.
Question 23.Fill in the blanks:
Public sector means ______________
Answer:Public sector means that sector of the economy whose main objective is to promote the welfare of its citizens by providing efficient services.
Question 24.Match the following:
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)
Answer:1. Public sector —d. Service motive
The main objective of the public sector is to provide services to its citizens and work for their welfare. Such as police and army
2. Private sector — c. Profit motive
The main objective of the private sector is to maximise its profit. For example, the banking sector
3. Primary sector — b. Poultry
The primary sector is a sector that exploits natural resources to produce goods. For example, poultry, fishing, etc.
4. Tertiary sector — a. Banking
The tertiary sector is the service sector. It is the biggest employer in today's world. For example, transport and communication.
Question 25.Give Short answers:
What is the labour force of the economy?
Answer:The labour force of the economy is the people who are able to and willing to work. It includes both the employed and the unemployed looking for work. It does not include people who do not earn which includes retired people and students. The largest labour force is in China, India and USA.
Question 26.Give Short answers:
Why are children and old age (above 60 years) are not considered for computation of workforce?
Answer:The Child Labour law prohibits the working of children. This is done to prevent any form of abuse and exploitation. The people above 60 years have reached old age and productivity by them decreases. Thus, the children and old age (above 60 years) are not considered for computation of workforce.
Question 27.Give Short answers:
What are the three sectors of an economy?
Answer:The three sectors of an economy are:
Primary sector: Primary sector is the sector that uses natural resources to produce goods. The natural resources play a very important part in this sector. For example, agriculture, fishing, mining, etc.
Secondary sector: Secondary sector is the sector that transforms 1 physical good into another. For example, manufacturing, electricity, water supply, etc.
Tertiary sector: The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport, etc.
Question 28.Give Short answers:
Agriculture, despite a sharp decline in Gross Domestic Product, continues to be the largest employer in Tamil Nadu. Give reason.
Answer:Agriculture is the primary occupation of approximately 70% of people in Tamil Nadu. Only 34% of the population resides in the urban areas, and the rest of them resides in rural areas. In these areas, the most prominent activity is agriculture approximately. Thus, despite a sharp decline in Gross Domestic Product, it continues to be the largest employer in Tamil Nadu.
Question 29.Answer in detail:
Explain: (a) primary sector; (b) secondary sector; (c) tertiary sector.
Answer:a) Primary sector is the sector that uses natural resources to produce goods. The natural resources play a very important part in this sector. For example, agriculture, fishing, mining, quarrying, forestry etc are a part of this sector. This is dominant in the underdeveloped countries. It accounts for 17% of India's GDP give employment to 51% of the working force. It is a base for all the other sectors in the economy. The other 2 sectors have failed to create enough jobs, hence most of the people tend to seek employment in this sector.
In the initial stages of development, the primary sector is of utmost importance. It was the job sector for a large part of the working population of India. Slowly, and gradually as the country developed there was a shift of importance from the primary sector to the other sectors. The government took active participation for the improvement of this sector. It introduced the following:
1. Consolidation of holdings
2. Abolition of zamindari system
3, Land ceiling
4. Introduction of HYV seeds, pesticides, insecticides
5. Better quality of fertilizers and irrigation methods.
b) Secondary sector is the sector that transforms 1 physical good into another. This is important because the primary sector is unable to give us all the goods required to make our life comfortable. For example, manufacturing, electricity, water supply etc are included in this. It is also called the manufacturing sector or the industrial sector. It employs about 22% of the workforce with around 26% contribution to the GDP. With globalization and technology led business growth, it had drifted from being a labour-intensive sector to the capital-intensive sector. Although the industrial production has increased 8-fold, the level of jobs available has not shown any significant growth.
With all of this, the system improved, and more food could be produced. People were now able to take up other activities such as transport, trader, craftsperson etc. Factories came into existence and now people could shift from working in farms to these factories. The consumers for these factory-made goods increased.
c) The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport etc. It brings more than 60% of GDP while employing less than 27% of the workforce. Although there is a significant increase in the GDP, enough jobs are not provided. This is termed as 'Jobless growth'
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)
Question 30.Answer in detail:
Explain the employment structure of India.
Answer:The employment structure of India can be based on two types of classification:
PRIMARY SECTOR, SECONDARY SECTOR AND TERTIARY SECTOR:
The primary sector is the sector that uses natural resources to produce goods. B natural resources play a very important part in this sector. For example, agriculture, fishing, mining, quarrying, forestry, etc. are a part of this sector. This is dominant in the underdeveloped countries. It accounts for 17% of India's GDP give employment to 51% of the working force. It is a base for all the other sectors in the economy. The other 2 sectors have failed to create enough jobs, hence most of the people tend to seek employment in this sector.
Secondary sector is the sector that transforms 1 physical good into another. This is important because the primary sector is unable to give us all the goods required to make our life comfortable. For example, manufacturing, electricity, water supply, etc. are included in this. It is also called the manufacturing sector or the industrial sector. It employs about 22% of the workforce with around 26% contribution to the GDP. With globalization and technology led business growth, it had drifted from being a labour-intensive sector to the capital-intensive sector. Although the industrial production has increased 8-fold, the level of jobs available has not shown any significant growth.
The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport etc. It brings more than 60% of GDP while employing less than 27% of the workforce. Although there is a significant increase in the GDP, enough jobs are not provided. This is termed as 'Jobless growth'.
ORGANISED SECTOR AND UNORGANISED SECTOR: the Organized sector is the sector that has to comply with the government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
The organised sector consists of those companies that are registered by the government. They are properly set and well-regulated units. They have to comply with all the regulations of the government such as the Factory Act, Minimum wage act etc. Non-compliance is a punishable offence. They enjoy the security of employment. They have to work a fixed number of hours. If they work more than that, they will be paid for their overtime. The workers are paid on the basis of a prescribed scale at regular intervals. They get additional benefits like medical leave, pension, provident fund, annual leave etc. There is also an increment in salary. They work in a good working atmosphere.
The unorganised sector ahs those institutions which are beyond the government's control. They are small and scattered units. They usually do not follow any rules or regulation of the government. There is a lack of discipline. They are low paid and not regular. Moreover, no other benefit is provided to them. There is no security of employment. The workers may be asked to leave without any reason. There is rarely an increment in salary. They have to work in a tough working atmosphere.
Question 31.Answer in detail:
Compare the employment conditions prevailing in the organised and unorganised sectors.
Answer:Based on the employment situation, the economy is divided into the organized sector and unorganized sector. Organized sector is the sector that has to comply with government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
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)
Question 32.Answer in detail:
Differentiate between the public sector and the Private sector.
Answer:The public sector and the private sector have different objectives, perspectives and methods of operations. The basic difference between the two are given below:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAn4AAASLCAYAAAALX7DwAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4XuydB7zsRnm34cNg003vcGOaE0yHhM6lk2BKCKEXQwiY0HsL8aUbcOgQAiE4YBIHCCT03gzYCb2YDl5MMcX0ZiDB3/+xNb5zdbW72j2752r3PO/v9z+SRjOj0TPSq1cjndXpTqdJQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJNCXwOn7ZlyhfCevUFttqgQkIAEJSEACEpDABggY+G0AnkUlIIGFEtAfLRSnlUlAAhskcPL/22AFFpeABCQgAQlIQAISWBECBn4r0lE2UwISkIAEJCABCWyUgIHfRglaXgISkIAEJCABCawIAQO/FekomykBCUhAAhKQgAQ2SsDAb6MELS8BCUhAAhKQgARWhICB34p0lM2UgAQkIAEJSEACGyVg4LdRgpaXgAQkIAEJSEACK0LAwG9FOspmSkACEpCABCQggY0SMPDbKEHLS0ACEpCABCQggRUhYOC3Ih1lMyUgAQlIQAISkMBGCRj4bZSg5SUgAQlIQAISkMCKEDDwW5GOspkSkIAEJCABCUhgowQM/DZK0PISkIAEJCABCUhgRQgY+K1IR9lMCUhAAhKQgAQksFECBn4bJWh5CUhAAhKQgAQksCIEDPxWpKNspgQkIAEJSEACEtgoAQO/jRK0vAQkIAEJSEACElgRAgZ+K9JRNlMCEpCABCQgAQlslICB30YJWl4CEpCABCQgAQmsCAEDvxXpKJspAQlIQAISkIAENkrAwG+jBC0vAQlIQAISkIAEVoSAgd+KdJTNlIAEJCABCUhAAhslYOC3UYKWl4AEJCABCUhAAitCwMBvRTrKZkpAAhKQgAQkIIGNEjDw2yhBy0tAAhKQgAQkIIEVIWDgtyIdZTMlIAEJSEACEpDARgkY+G2UoOUlIAEJSEACEpDAihAw8FuRjrKZEpCABCQgAQlIYKMEDPw2StDyEpCABCQgAQlIYEUIGPitSEfZTAlIQAISkIAEJLBRAgZ+GyVoeQlIQAISkIAEJLAiBAz8VqSjbKYEJCABCUhAAhLYKAEDv40StLwEJCABCUhAAhJYEQIGfivSUTZTAhKQgAQkIAEJbJSAgd9GCVpeAhKQgAQkIAEJrAgBA78V6SibKQEJSEACEpCABDZKwMBvowQtLwEJSEACEpCABFaEgIHfinSUzZSABCQgAQlIQAIbJWDgt1GClpeABCQgAQlIQAIrQsDAb0U6ymZKQAISkIAEJCCBjRIw8NsoQctLQAISkIAEJCCBFSFg4LciHWUzJSABCUhAAhKQwEYJGPhtlKDlJSABCUhAAhKQwIoQ2IqB3/nSN9+Kfhmd3Myz/KPo89GjozNF2Cj6aUS+70RPPiV1p30isz+Ofh5Rx97RrZr5/830pGb+202er2V6aHSWqNjTM3NCxDbY1peqde3Z9yeBdpL3+9HhrQxnzPLfREdHx0cnRl+J/iW6dbRXNM3umAwfjr7Z6MuZ/lt0z6pg1z6y/7X+L8tnq8ow26d9500+9g9+Rb8fk3bzqn727eCIfYc3bflstCM6R1Rbm3lpN/y/ED0i2ornRguTi5tAYBZ/NO68wwd9I3pRdO6qzV35OWc43jmnftfMX7Aqw+wzI3zHr6J3tNa9MMuc2xcbk16ft5zH5K3TjslyV7v6+I/WJk935iQ8JvpcRHl81qejF0c3rDKPO9/LNr+bvB+r8pfZ82SGssdG+FN87yejZ0d/0mS6XaawbO93V9o+TRkm+0eviI6LStv/M/PXr/KU2fdnpvb75OeaQb/j727ZUcYkCWwpAjibPvZPyURgVuz0mblrRHkCpWJ/26S1nWNZT7BxWJW/zH41M2+v0s+Q+Yc0deE8a7tok44Tm2aljddoZTx7lj8QfTS6UrXu0pn/r4j9elyrTHvxQUn4TfTn1YqLZP4tUc2qrG7vY10fF4468OvbPgI/HFttOMR22uuSVgI/LgDviT4eXa0qeKnMvy0ieL1Elc5sF/O9kv7ECFbcAGgS2CiBRfsj2tN13v1Z0gnkON7b1pX/vcnEOX2uduZmmYDnoa113BATJLFPj2+tw6fdu0rDB5GvTjsgywR+xbraVda1/UdV7LTZ12fuuIh6i101M9xg176XdV3neylD+Y+dVsOpM3+UCT7nldGFmnXcDF4vYoCAfbtWROB3RLO+TH7Skcb+lMCPm/BfRPgY/CK2d3SPiPQ2W9Z3+f19k45v/t+ItmgS6EPgZEc1dmLiROYExiHeLTp/H4Iz5OHO97kRjpM73kUbd/s4q5tFn6oqZ8Tv9tEXo2n9jZN+d/SGqjyjZ38VcQc7i/11MtfBYt/24cS4IEwz2oWTxLjoXCG6aVQ7cOrByf42IlAkuJ9kbJtRXS6gfzEpo+sksGQCs/qjt6Y9R0WcA2ft0TZubgk27tSRFz9xx+jVrXWMLL024kbq7q11+DUCnknGTeVoUoZqXdt/tIsxGnebiNG9z1UrufmbdoPbrouRwroMXLjZ5OkLwRijaxg+8IPRgRH+HE4/i3gaNM3ww5S/TPRvEaOqz4h4WoTBhj65T/SUqM81At7UwaACLDQJ9CIwLRDoVcmaZRplfwgQGOlahsEcp75Iu1Qq447w8IhHAm3DqXAHj/OZZLStK+DFqV95UsFq3SMyvyMieCSQwmZpH85se1Nu0uTBWfmhaL/ooAin+cOOAgR9z4uuFuGwpxl9j3DsmgT2NIFRGtDXHxEAYH1u0rgR4sbpoKZMPblxFj4T8TpJbQRB/xC9NCKAqUeZCFaoc5LhfwgoJ1mX/+jKX87TLn9F0HbfrkIdaW9OGr7tndW6u2SeJyU80u3y1V9P+nMifC3lHlWVHTd7zazAFxFg7hW9YExGgsJvRYeMWd9OLn2uv2qTcXksAQO/3dEQpOA4j9991YZSeBz5txHv9By6oZp2L8xdPo7w6N1XnZbyysz9+4T1rHpXRIBEXkYPa+Pud15bVPu6ts/jXo7jD3etbNI+0kz/dEIeVtFHXMCwv2+mTiSwJwn08Udc/Bmhvnb0/OjXPRr8y+T5j+jq0eVa+Q/KMjdStV0gC4wk8pjz8IjR/IPqDJs8z6NTnmzwegp+tQ4AudH9xgbag0/BJvnTR2Y9LGY1Hsl/IeL9vC4j0ORx+FWirqC2LnPBLBBIcsP7sq7KTJNAFwEDv51UzpTZg6PrRS+JukaPuhhOSrt+Vo4inNBPI5wF73VQ/yJtW1MZI3MbsSek8L9GjB4eG+GgnhW1Lwz1Nm6WBZxVEfnbtq1J2Gj72vWyXOr+XtfK1nZL3jor/TGKKM/F8IoRj42njV7UdTgvgUUTmOaPim9hdIggjEeH3Ni038ub1K7Dm5UHVZnOmfnrRIyE1cYo2MubBHwj58fto312zTbzUh//Ma5Sts/I5JOj70QfivCxkwKmp2d97a9u0VH5tqT9Lup6etKRvXfSWZKTG/9JvorKip/c1lEzT1JGEU9GTojY/z+MGIXUJNCLwFYP/PYOpVEl3lu5X/TAXvSmZ/pAsmyLLhExmoST4Q717VEZos/swgyHthHj0U95zPF3mef9Ex69fC560ZiK35H08tiFKY53nG20fePqJb1P3V15npGy26ILRQSBXIgYOdEksNkEZvFHxbdcNI28SXTh6B4zNpg6vhFxo1f80R0yz6NSHkvWhu+qb4a4eSVIrP8RrFWk1+Is/qNd4VeScPWIQBX/BAMCYPYJX95lj01i7a/e0pUpaV2+YkzWmZP71t2VD97bootEjNhyvWLkT5NAbwJbPfDjkcC2RjiNa0U4tPodGe78sDM20/aEO/O2k2znYZl3MLgjfVrEo0/uVhdlODpsUQ7ga6mLu+g/ji4TvTP6m6iPk39x8h0W1bbo9s1aN4+psON2adWuC/Q5o5Ufj54acRHWJLCZBPr4o672vD+JnHfctPV9F5d6CCx4rQO/UR5vEjwezsrKeOxIgPXlaNTo1ZniGw+KFmld/mNa/bzmwTu/+0U3jBj9e2nUxx8S9H6ktQH8FX79XK30jS7+KhXwiHpau/BX9M1owgZ/mXX3b/LhqzUJ9Caw1QO/PqB+0GTizrrLSC95uta3077aJLTfoWvnq5enjQ5y10zgcs0JlRDE/cmE9ay6XcSjiNq4qy53zzj/aYZzY+SwtkW1r2vbfeouI3jj7u7rehkxOH90566NmSaBgRLgHxEIxB4yY/v+pcl/z0wvHZ09+kSrDoJBHiNva4kbpRtHjD4tyrr8x7i6Ge1q2/uS8LiIGzde2ZhmPDJt37i/tSk0yZ8SKPP+5axG3Tya3XdMwdMnne1+NJp2Xfle8tB/t4wuOaY+kyWwGwEDv92Q7Jbw303KgbutOfWfCkj/n45145Iu3qzgpO1j/LPFB6ZkJJg8PMJB8/ilbedNwrsj7twn2QOyEkfetr2aBO5W+9obk5HRQmxR7evadqn7oKzsukNnpJZH99zV84h9mr0+Gb4ZMYKgSWBVCHw7DeVR7B2jMsLdp+2M7vMkguDhYVEJBEtZzp8bRUd3VMY5zjXkbh3rNppU+49xdTE6eKGOlbP6K969q4NdRjO/GPFaTpfxOggBHKOCs9rTUuB/I3xtl90+iQTSvGrTx56XTASL49rapw7zbDECBn7TO/zYZHlbxLtuj4ouGzFUz+jZv0c/jdqPCpLUaYzyPTYigHpNZ475E3Ekpa2Xq6rhrpf2HxWVl7MnbQXHVI/s4VhxsD+K/m1Swda6C2e5doyLal9XE6j7sxGjf/xzRrFtmSGQY8SU0cyud2Z25j51DqfMTy1Qzw3aK12WwIAJPCdt45zjtYxZ7PCm3L0zPaJV8MAs81+m9esvJQs3vPwjAjeci7a2/xhX/yuygqcuxa6UmUMifPInq/RJs1wHyw05+RgBvFWEv35ZVJ6CEGARIBMY8o9wn49mtS+lAE8THh0RaBN0YgTYPKrnEfXDI3xZH6M+/Ps9o3P0KWAeCawjgWkXd07iUcQ/LpCX+TdMAcHJSUDEXeBJ0W8iRpqeG7WH7HEMo4jHLr9u5lnGQR4fvTKqHxE8NcuMMNGWH0ejlr6TZe7IsfdEDP+T94SoHchxp0sQxGOCbzTinTXuBusgLIudRjDLxeNT0Shi24wk/GtEwFts3D6OkqEIRgdUZZidtX2Xaer7VaYEZNR9h1adZZG67x9xMWLfyUswyJ3z2aLaupjXFw/6lMfVPAYimNYkMC+BRfqjrvOOG5ra8BX4qFGEL2Ba+6LL15mbeQKGX0Zvaq17YpY5B7jpa/sabqZGET6OfeSc4+kExo0ivoP0E6OjT00+7W/XfoyytlaX/2hVc8pP2OBP8cvHRd+PvhIdFp2zytx1vo+yvoi20862nScJz4yof9To3ZkSFHYZr8SQjyAZ/8H8JboyJo3HvbT9600+rg3/FV2nI3/b75frQcl648zAmmtMu586qjNpixOY5pNWEs9a7tRK9oSNloAE9EceAxKQwJAI+Mm2IfWGbZGABCQgAQlIQALLJOA7fsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBABA78BdYZNkYAEJCABCUhAAsskYOC3TLrWLQEJSEACEpCABAZEwMBvQJ1hUyQgAQlIQAISkMAyCRj4LZOudUtAAhKQgAQkIIEBETDwG1Bn2BQJSEACEpCABCSwTAIGfsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBABA78BdYZNkYAEJCABCUhAAsskYOC3TLrWLQEJSEACEpCABAZEwMBvQJ1hUyQgAQlIQAISkMAyCRj4LZOudUtAAhKQgAQkIIEBETDwG1Bn2BQJSEACEpCABCSwTAIGfsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBABA78BdYZNkYAEJCABCUhAAsskYOC3TLrWLQEJSEACEpCABAZEwMBvQJ1hUyQgAQlIQAISkMAyCRj4LZOudUtAAhKQgAQkIIEBETDwG1Bn2BQJSEACEpCABCSwTAIGfsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBABA78BdYZNkYAEJCABCUhAAsskYOC3TLrWLQEJSEACEpCABAZEwMBvQJ1hUyQgAQlIQAISkMAyCRj4LZOudUtAAhKQgAQkIIEBETDwG1Bn2BQJSEACEpCABCSwTAIGfsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBABA78BdYZNkYAEJCABCUhAAsskYOC3TLrWLQEJSEACEpCABAZEwMBvQJ1hUyQgAQlIQAISkMAyCRj4LZOudUtAAhKQgAQkIIEBETDwG1Bn2BQJSEACEpCABCSwTAIGfsuka90SkIAEJCABCUhgQAQM/AbUGTZFAhKQgAQkIAEJLJOAgd8y6Vq3BCQgAQlIQAISGBCB0w+oLYtqysmLqsh6JCABCUhAAhKQgASGTcDAb9j9Y+sksJUI6I+2Um+7rxIYPoGTfdQ7/E6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Db+PbKEEJCABCUhAAhJYCAEDv4VgtBIJSEACEpCABCQwfAIGfsPvI1soAQlIQAISkIAEFkLAwG8hGK1EAhKQgAQkIAEJDJ+Agd/w+8gWSkACEpCABCQggYUQMPBbCEYrkYAEJCABCUhAAsMnYOA3/D6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Db+PbKEEJCABCUhAAhJYCAEDv4VgtBIJSEACEpCABCQwfAIGfsPvI1soAQlIQAISkIAEFkLAwG8hGK1EAhKQgAQkIAEJDJ+Agd/w+8gWSkACEpCABCQggYUQMPBbCEYrkYAEJCABCUhAAsMnYOA3/D6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Db+PbKEEJCABCUhAAhJYCAEDv4VgtBIJSEACEpCABCQwfAIGfsPvI1soAQlIQAISkIAEFkLAwG8hGK1EAhKQgAQkIAEJDJ+Agd/w+8gWSkACEpCABCQggYUQMPBbCEYrkYAEJCABCUhAAsMnYOA3/D6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Db+PbKEEJCABCUhAAhJYCAEDv4VgtBIJSEACEpCABCQwfAIGfsPvI1soAQlIQAISkIAEFkLAwG8hGK1EAhKQgAQkIAEJDJ+Agd/w+8gWSkACEpCABCQggYUQMPBbCEYrkYAEJCABCUhAAsMnYOA3/D6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Db+PbKEEJCABCUhAAhJYCAEDv4VgtBIJSEACEpCABCQwfAIGfsPvI1soAQlIQAISkIAEFkLAwG8hGK1EAhKQgAQkIAEJDJ+Agd/w+8gWSkACEpCABCQggYUQMPBbCEYrkYAEJCABCUhAAsMnYOA3/D6yhRKQgAQkIAEJSGAhBAz8FoLRSiQgAQlIQAISkMDwCRj4Te6jj2b1T6PvTs42qLUPT2u+FZ0cHTihZdfOulH0v9FhE/K5as8RWMXjb0/R2pYNvy06NvpK9G97qiFL3O4qHg/6oyUeEJtc9Soef5uM6LTNbcvcuvujPcW2c7sEPJPsc1lJsFP0f5mnTDvt0KYSpqsU+NHsSzX7NCnwa3bvlCCxDvzOleXvRPctGVZkui3t3BFdcBPb+/hs62vRmRawTdp+jY56VvH469iN05K2Z+4xkzLMue5dKff6puy+mRL8DcH0R/qjzToO9Uezk96eIlvJH0Ho5K064rd/dn6vRtyRYnXag5u0rTghAD4++vGK7fy2tPeQaDMDvx9me9+Ifr8AVrS9K/BbQNWDqmJ7WrNoR3v61Hmd6IPNnv4k0ysMaq8nN0Z/NJ6P/mg8m/Ya/VGbyPTl7cmy5fwRwc9Ws69nh387ZacJehYxijNlM4Nc/fO0aisEIIuA/5JUgrQ9S2DvbH6f6KSqGb/es03qvXX90WRU+qPJfOq1+qP+rJaZc5X90TK5LLXuaY9W2ht/SBIow+PRLiuP2q6YlR+LfhEdFV26lZlRB0YPvxR9Mfpy9NiI9HF2hqzgUesvI+q+R0Q5LlqfjLZHxd6SmZ9FjGYU25GZEyPav21n8mmPeu+YtMMjAln0oogLZG31o95LZgXLv4mObOU7W5afH42iz0SfjV4QjeNWit8/M5+K2B/KvSK6fFmZ6TmiF0ejiH3/RHSran2ZvUlmjo6+GrHt90T3alY+MtMfRHD4XsQ+8D5KsbrtbIPysC52cGYoi+4XPSn6frP8utNy7ToDy7JNRmyK7ZeZN0SfjtjnD0cP27l6tzlGqmgv26ZvmUfbmpx9jz+y/2nEfvOYcxS9LOLR/Tib5fijjrtHjKpxrNKn746uVlUOh8KR4+cvI9rC6xQcpzyK5RhmhLTsJ8fUJOP4ohwjqwRJ743qG5O7Zrnw4xhnfkjv98FjFtMf7Xz1RH+kPxp3PeSc0h/N4ll25p3VJ823lU0uNetO9XG0P8o+vCa6ZnS9iAsQgUdtz8gCF7UrNYmXzZTA4Gm7ZutcOiKp3Nm+Njp3tG/06ogA8A+qEjsyXwd+rLpNxD5vq/JxsSSNAOfm0V7RjSL+UaU9QsWF8rCotmOyUAd+BAhc8D8elUDiEpn/dvSYXUruunBgFrkYX7BJJgCjnlKGegmMCCJKvX+ReQIF2l2MgIZHPpzoGMH0k6OTmmUm2yP2ufAvq0rbCVbKNq6bedg+sMl09kzpL8oTeB4SEZwSlIwL/ChKGylDwFOM7Ty9Wr515vuMPlEPx2LbDk1Cn+PvFskHtxIMs08fiY6K/l+70tZy3+OPffvzqiz7Rv9eoEk7Y6bbIgJejj2OIQLDu0WcC9iOqH0MN6t2m1wkKQTgL43KPjwi8/T71avc+2QefgdXaUOZpV2zGMcAZTiHu6zv8aA/2p2e/uh0p9MfbW1/xFkxq0/a/UwaYMqsO9XH0VLnAdW+Pirzv4vKxehCzfLzWjyekmUu+vu20tuLXHh5/Hy+agUBIBe4OlDbkeX2RfM2SaN926qyJfB7TpXG7DMj2n2xKr1P4He75GcbOM7aHpcFLsTjjP0/PiL4KsYIF0EoxogQ9dbBBOkfio45Jcepxj/kEHTUtncWTqgStmeeutqBX2k7gVFtr8wCgfBZmsQSPLy5ykR/3HzXYrsssY5t7t+kEvgwmnWfVplDJtRRVlHPuMBv2vFHHcdGn25t58ZZpuykfaBI3+Nvv1b9LH4zekArnb4j0INpsRK070hC+xiusu0y+8IsMfrMuVCMc24UvatKK313cJU2lFn4z2L6o+k3ovqj7iNKf6Q/6j4ydk3dsv/c0QdOnYcAjOCjGCNde0XnaRKu3ywzwlIbIx9clK7dSu9a5FFWGRVhPaM8X4wYZZzX2sES7aPdV5uxQgIIjMeItTGaeVgrrV5ktOmiEdvlwk8ATFBXRktLANjF7Y+Tj1ErRgsvF7W3TUBAwD3NxrX9f1LwHFE9ckRdjEAWoz/eXi1PmyWoJugh4H52dNWmwBOnFZyyftrxB6M/iro4UnXhPGkzfY6/M6UCHqN+KSL/KGLbXQEhI6e0uxiB9qxG330t4lwoRmDNcV3OuWrVlpmddjzoj7oPBf3RqVz0R6c73Zb2R2XEqvs0MbUQYGSoNh6pYWUk67zNMiN+o0osU/b8zfpJk/Y2yMsF78KTCk1Z166zXEBnrbPsX30BnrLpU1a/I7ppxAjPKyLev3tVVALmUu9/J21UiZFAHpsTVMy77RQ9xUp5HknWVvalrC/r2vlaxaYu8lj6udEdIwIU3lG5/dRSkzO0+3Hc8XenVDOqxKN5ytYjZuO21N4G+erjD07vj84ZXSu6RLQtIgAkIGzbRjlSH9vsqod2MbpKW7aitftq3PGA/xlVYpmy+iP90UbOm77Hn/5oI5SXWJbRH23jBE5sqrhPpm+cs7quixgB0neq+nDwp2/Vf7YJ22vXWQKuus4JxU9bVfbvXEnhnatZjH8AQLyvdd/oMdFZo9tGpd4rZJ5Ar8sI/jC2PY+VbRD8EHgWK8FQWT9P3V1lcIqPj/4uukn05OjIiADwU10FFpBW9uGfU9fD5qyvfaxQTX38MWrIu3y8O/bDObcxazH2qytoJY3R1fYFaNb61zW//mh8z+qP9Efjj47Ja9bGHzniN7mj+659fzJyISKAqY1RiVdHfUbYLp58JTCjDi5ul42Oriok6OLx595VGo/4xtlVWisYqeGfJD42rsCYdJwldrXW+gdl+bFjypDMO1fXaNbzeJxgiCCIf5zAyntabW7s00ubPN/NlPfX2tsmeIRNeS8S/lgJjHm8zshGaXv7kS7LBA7tR8in1jLf33Ok2PObogTpb4/uENEmHldPMvqltH3/zP/hpMytdTD6XNTmSLYdEQHoNJt2/HEst40R7/KPHe1145bpp7Kf+J8DozJy3i5D3/EYuT4vKMsj9A9EMNN2J/D+JOmPdueiP9IftY+KLemPDPzah8F8y1x4GQl5QHRAUwWjqU+NGLHqM8LGI63DIkZeSgDBi+HUW4x3VLC7NlMCw5uVlR1THjHeMKKft0eMSL48+mZH3klJb8hKtr0j4j097DIR/+Tyzma5awILRvjO3Kxkv64UlXf8/jPzXMCfHpURPep/QVS38ZFZJoi9S4SxP0+K4Mp7eNjxzV5q+ygAACAASURBVPSimfLo8XURQWHd9rKN6ySdx8lPiH7VlFvEhO3eL7peVRnzJ0V1AN+1rW8kkbZjT4vot1ns4cnMu131Y+XbZvne0Sd7VDTt+Htf6vhlRJ/zDzEEYPA7W4+66yzsJ2U4zjk+GKUsjyrbVXFcEJwfGhVf9dDM827n49qZXT6NgP6o+2DQH53qm/RHO48P/VH3ubJyqQRLfe0TyfijiDLfip7TKsg7alx4uDCNoktGBHMEG5QhOLldVOwBmflCo09n+sKIC9w0OyIZPhYdGDFyQzDCY8HtHQUfmDQOVvSqiCCwtJ/tEwCwL6T9VUTgw0UdvSjaJ8IYERtFjJqUkS/2j7TfRFzkmT9DhDHSyGjWKGLfPhLdjBUTjNG+10THRuzP56NnRwQOxQgCeCduFH0mok8eFhFY1HbTLBwdfTVi+y+OaFNt9A1c2B7BU7G67Txy/Wx0ULWe9/IoBzMeY46iEiRW2XaZJTjl0TFlGM2EO6NiBEMfj9hf9ueo6AbRNCNI+3pT5s2ZMqI56/F3o5ShX46L4Ehg3WfksO/xR/3sG+cMI6UE32zrZ9H7I5iNovr4gW1t3ASwf/Qjx3p9/rSynrJ46YhjmMCebb0vuuYpa041bgbafVdGmatse2yW46Ov6Y/0Rxwr+qN+10P9UV/Psmu+WXzSfFvYA6VWcafKhXcP4HKTEjjl51y48dAWT0B/tHim1rjeBPRHy+1ff85luXytXQISkIAEJCABCQyHQHlvZjgtsiUSkIAEJCABCUhAAhLoSWCVHq3w/hzv4/E+3W+bed6z0ySwGQQ8/pZPWX+0fMZuYT0I6I82px9XySf1JrKWO9V7780oAQkMiYD+aEi9YVskIAHf8fMYkIAEJCABCUhAAluFgO/47expHrGOIn6K4sitcgCs8X7WP/PBD7cuw/hJE34Kh99NW3c7rNlPRrD4PbQ9ZfXP6Oy/pxqxCdvVH20C5E3chP5osbD1R4vlufK19Xm0si17uSPix5XbdkwSDPzaVFZzmd8s5HjoE/jxQ9SvnmM3D02ZeQO/x6fs1yJ++HkV7MZp5GYGfjuyva7f5Lt5045VCPz0R6twZG9OG/VHi+WsP5qP55Z91LstvA6JugK/+VBaatUJ8CPMJ2zyTvBj0fz48O83ebursjnO0a7Ab1Xa37ed25JRf9SX1tbIpz8aXj+vjT/aa3hsbZEE9giBe+6Brb4k20SaBCQggZqA/sjjYWkEtuI7fo8Mzdc2RPkkFj+nwrtabbtjEkYRnzrjl8T5tFhtfHeWz4aNIj4DxueWbrVLjvELl82qNzZlj8v0bdHlWtnZXvlEGp/+4jNjvN90qSpfnad8iuwe1XoehfGoCR0ZTdunafXxyLTUxzdpnx7xjhuf07pbxGfWnhn9JGIk615RMfaXn6w5KYJ5+WzbUZnn52xOjPiGbtuunITyiTw+kfbYJgOfR2Pbd64KUC/b4G65NtpFW+lL1v1taz19x2fH2o9s+/RBqeqKmflY9IuIfeJTY5OMz+eV/aofWe6XdD5RxmfpPhl9OHrYhIpulHXsN/3ykCYfx2ZhcXhVlv0jH9Np7d07eTj+GJWkP3kMTr1dxiemOIe+Eo2il0X1J+/q7V4+6/isHO/S0pYDorZxHNB+bEczz/K2U5NO+7tv5vgsHcfPF6NbtNazOK1tHUU2NUl/NN7H6o92PRT1R/qjTXVOq7QxLibTbHsykO9KHRmPSRpB1j826wksuEjxDdZi/N4QF2S+x1oucH+Reb7pe/Od2TrnLppUgpxXRATeBCVcYEm7UFOC+j8Y8V3UUv8lMk/Q8phWHoKNkue6mf919MAmD8HRtogAos8+sc1J9Z096wlaYceF/v4RF/LDI/b9ORHBB2ns3++ii0fFCAgIdmhXbbQNLuPsYlnBNu9eZbhJk/ZvVRrBCt9KLrZPk4d9emhEu/iGL3XBqrZDs0CAUqxPH5CXcny7lm8S8w3Z60V8c/c9rJxiHCu0Zf8qH20lSC1268zQp9OMekrgV/JyfB5eFYTjP0R92ktg+vOIbyTvFd04oj62c0BUjGCLvi9BPscIgR3Bb7mxrLf7lqTfMLpWxLFQ15XFXaxrn8hQuPFe5m0izuO3RgT2bL9Yn7ZV2Zcyyz5Ms+3JQD790U5S5fzTH53KRH+kP5rmR/qu7+OT+tY1mHx9dmp7WjvJ0Z6Q9VzsinFReW+1/JdN+T+v0pj9UHRMK629yAWVgOh81QouVr+KCCIwPlxP+w5slsvkcZl5RLNQ8rRHOV6Z9YyElRE1stMmgpp6nxhlrPepb337pBxtI9ApVgIzRvWKXSQz5KtH5BjJIY2LdbGrZ+Zd1fK4WYLX11UrGf38XMTFvuzXn2WeUdhipa11OYIRApq/q/IxC3sYFevTB6Uc+1QHMI/KMn1cAp+q2l1mb54lyu7fpBIQ877ffVoFDhlXQZVOPdMCP7Kzn+32PjppdXvpO0ZOCeRrIyBtlz02aYxO1kaQSD72r1jZ7tWqNI7dc1fL7dmufSJP4faAqsAfZ578BN7F+ratKrLwWdo0zbYnA/nGBX76o50E2/5tn4ad/uhURl3nt/5If1T7oC37zx3THDEjG/9bZWKk7QLVMo/XMEY2aiM44QJUjzq0spyOsl+NGO0oRiDytajUy4UT+2jJ0EwZrTqsmR+X53+ynkdyBFS10bZ6n76V5XqfZq3v41Xl32nm22lczOptEBgzGnb3quxBmf+XanncLEElo09najIwakQQvG9ULvY8aq+Dz1JXzZHA6rtR3a6Sr56O41H3QcnP42uC0GIcLwSj56nS+swSfB0TEXA9O7pqU+iJfQrPkKfdXo6Fur1slyD06Faddf+y6oLRH0Vd5wHry/FcqmHknBGcYoz+Mfo4r9X9CnOs9OusbZu3DZtRTn+0k/I4/9b2PZRop+mPZjta9Uez8VoZfzRtRGK23V6f3IyY1cajLIbai523mfnvTEeVGAnkXTEuOuOMsn9QlRk18zzmLe9QlfonXRRLHka8aitlyvqyru8+zVMffLB6GzhZgqyaG3leFTHSQ1BEEMf861kxxQjoCKhvEF0x+nL07oj23jLikfn26H1R26btezs/y336oJTrqp917X3v2k47jXfSnhvdMSJIYj9v3860weVp7S2vHLSPhZ+0tlsY3Snpo0pccNlGezSvXX6Du7HL8VaOwcJ81rZttC3LLN/VX/qjXYnXjPRHu7JpnxuzHKv6o/60uo7BQfoj7vK12Qmc2BS5QqYEerMYZY+PrjKhUKn/XMnz/TH5Sh4urvzTQ7FysS3rxxTfLXnR9e22gSaBRzU8ZiWwYeSNQI3H3NOMYIJRHUb1KEcgyAjmWyMCv3+NPhcxqrQI69MHi9hOuw6cx+MjGPEe45OjIyMCQEZ+xhlBNsFvbWcbl3lKOo8WsXbgxuhqbYXRPyfxYa11e3pxyG1bNJuyr/qj2cnqjyYz0x9N5tN37aD80VYd8WMIGysXymtn/vx9ezD53tXkxdHWxmOvl06ph7KXjM7Sysdo4UOaNEaysKu18jwoy49t5Wk/0mWZk7X9mLhV1W6LZZuLqm+3DTQJX8/0w9E9ooOiPo95S11vysyBEaOEb24SCQDhyT+9ML8o69MHi9pWqeccmXl+s8Bd+tujO0Qcp5ebsjFuEOpRXkZHLzqlzLjVBNmcI/yzSm1Xbi0TgBNst88Dsu2ICFw3YgT25RzdP/N/OENly27bDE2ZmlV/tDsi/dGuTPRH+qPdz5I5U7Zq4MeIG8aFkceNr4vO16T1mfxnMn0g4mV3RuUwRkP4h4NvNsvjJpT5dXRoVIaBuaj9fVRGdN6Q+aOiHVEZZblM5nlJl/9kxOo8pQ3XSToB5BOiPqNoTVVLqa+uuz1PsEeAyYUcjn2NwO7iEQHBD5pCBEdcOG8dvaVvRT3y9emDHtXMlIVj8X7R9apSzJ8Utd+3a1f8wSTA4JwR5zX/CPSzdqaey4ysviy6V3Sjpj7acZeO8g9P2vWj+nH0bbN87+iTHflnSfpGMpfglXcrbzhL4eRdZttmbMrE7Pqj3fEs2r/tvoWdKfqjbjr6o125bBV/1H00DDyVd8v62FOTiY48NuKiQvA0inhU+MuojJi9J/M/jwguWF8uRDxGe26T9plMPxHxuKuMUGR2rDFC9R8RQSLlCPL+rJWbERtGf0bRp6OPRDebkIdHgZ+NDqryzLpP9Ta76uN9D5jB+IcRge41olGT9qNMGfFkpLJO41FlbQQnBL9PbqVPW9w7GeiLR7cyMopK4FNbV1sJ7kcRfUk9H2oK0NeMkjLKxvprN+nT+uAdrXL0K8cVQSmM6N/bNXW1J7DjET35CLQIUs4YEbQz4sZNAMcVx8YNoml2sWSAA/1C+VtG1PGL6KtN4VnaC+vnRfTpT6I3RYzSlvYSWBa7UWY4Po+LOJ65MapH59rbfeLOohPnCCAZIYYDI7xnjShbcyMYZV9hTdtgf1hUbFrbqqxLmdUf7cSqP9rVd+qPdvW7k/yn/mhx7qmvT1rcFjehprXcqU3gttmb+Hw2eOnN3qjbk8AmE9AfbTLwOTenP5oTnMVWjoA/57JyXbYeDeZ9tR9HX1mP3XEvJCCBFSagP1rhzrPpEoCAd9jDPA7+OM06vGka/wV692E201ZJYKEE9EcLxbmwyvRHC0NpRStGYC190lru1IodWF3N5a6a/7TkXaxXR2foymSaBNaMgP5omB2qPxpmv9iq5RNYS5+0lju1/GPBLUhAAksgoD9aAlSrlIAE5ibgO35zo7OgBCQgAQlIQAISWDECW/V3/FasmyY2l0emo4if7fjYxJyzrTxzsr8k+kKjozO94AxV1D9Xwu8UahKQwPoTGKo/Wn/yi91DfrZsFPEbovzO7WYZP8XEK0GMlB+wpI2+NvWe2GyDn2UbsvFzYKOmrQ8YckP3dNuG+mhle8DwdYll2RGpeJGB3+NTH+/j8dtp/DYhv5M3LoDbkXX8nl/bbp4E+mNcuXZ+l4dNYHuat8xjeNh7P1/r9EfzcWuXmsUftcvOs8xvDn4nuu88hXuU2Z48iz6XYPS1iB9eXpTxW6ftwI+PCPCe9qzWt9yNU/EyAz/azQ/Ms42hB360da+mrYsK/HzUC9VNsu3ZzqJP9GU2/bqpnB8C5sesOUFuEn1pzAYPSXpX4Dcmu8krSmB72r1Kx/CKYt6UZq9aX87ijxYBkK8D8UUVfnZqGbYM/vx4Oz+w//tlNLiqkx+cP2GObcxbbo5NWWQSASJJTQJdBPhU3KhawRdNNAlIQAJ7gsBm+yO+7LNqN7MvSZvRsu2ec25g3nJzbs5i4whs5Xf8GMHivTU+Z/XZiE+z8W3S2h6UBd5xY6SLIXQ+7VYPo5d3EZheMeJRK+/aHRXVX6V4fZb5nNs5om814nNsPAJlNA0dGfGdXX7UmE+H8Q5CsWntqLL2mp1UH5/NoY1Xjm7VzI/G1Mq3gcmL7WjmWd52atJpf3HafMaL0cMvRrdorWeRT6x9NGL/R9HLIh63TDM+VcbnxPg2MXehz4meEcGQttwoKjZpvx+bTDh7+qIu98ws/6hZ98imIvrxxdEo4tN2n4hgVezgzJR+vV/mnxR9v0njsUnf44ZjotTDRei/IhjyDdyrRvB5Y8Qxx+fZrh61bRrXvm15fSruOobb23N5PgL6o24/O48/YrTuuRHnLo9r+TzkWyK+812sPu4vn0Q+OcjNLecb5ww+gGXOQYzz7LfRSRHrznJq8im+nnMSf40/5N04Plv56Qi/wHm5I9o7KjbtXLpsMrK9UXRc9LaIn5+ZZC/Kyh9EtJ/rCtb2Q09PGiOYjLz9bZOnnjCqSpvhxXXvzzvysP5nEfywvn6zXa5UDReuhYxW/iTiEfI5yspmSlvLvl2pSbtZpuwH+3tQlb8P/yr7LrM3zNKHI9r6mYjPRB44LnOTfu1M+a40PhlxDbtTq0zbj0+7FtJvo4jj6kPRH7Xqc7GDAAfCNOPExjmUHxHmHbYnR5zUxQjyfhRdoUm4cKZc5P9jZ5bTEXT8Q5PvNZleM+Jj9nxflECyth1Z4MCu7YxZ2BZxwBB8coBcLbpbxIGO9WkH+Y6ICDynWd/6jklFxelNqxPmD+nIdPOksY53O24TcdK+NcL5nL3KTyBIoFYCb9bhiHGqk25OWMcJWj63tE/mHxz9NKoD5yz24njn5KO9V6FAZfRxOZnPkHmcAw69BKZ/kXnaz/5itB/nTV04kUMiLi44OAK/vsfN+ZL3Hk09OH84cXxQJ8fYP0W3iggCPx4RVHMsF+vDtW9bqHNH1D6Gq80520FAf9QBpUpahj8iMMMHPCrCJxA84l+PjTh/sfq4Jyjkon+tCL97wKlZTtf2gQR0rMdv1/a5LFykSSBQwHedtVkmiHl/dGizXCY7MtN1LhG44LteEeHfOJ/xG6RdKJpkxd/u32Sq/RDXhodG+CGYc1xet6qMoJib53+P8Gvo8IjgCp9VG/vy3Sqhj98ke7scaQSs3HDfNNorunGEb6V9pR8ye7rtTRrXkGL7NmkHVWl9+d+7KXu2puwFMiXQgiEG+8OitzfL4ybkeU6TnzyXir4XlXpIq/34tGvhXyY/+/7waJ/o0hE3AaQ9IFqE9fFJi9jOptbRZ6c4UTkRauPO44QmgRPsd9GzWnkITKifKL8YB3P7IH100ihfBy07stx1olPPMREOhY4uRlA6Szv6BH6z1EebjqzaM2mW/X9IRwYO/vYByy/mk0aAXAyHzB1ybTgA8tUnUCvLKSOk5Ll1a8XRWT6xSuu732dOGfoIR1uMPhlFpW/KNtt3wx9KHpjV5Wgbd43FcABlfw7NfJ/jpjD8m6oebgwo+7Aq7S5NGjcoxfpy7duWHal43DFcbdbZigD9NM30R7sS6vKznFtHTgPZrCfw42a6tj/LAn1xxyqxHPfcTBXjZunczUJ7mwSG1HHbKj8j8e+olgm2OM9r+6ss1P6IdTuirnPpRUnn2lHXQZ0EZbR3khVfsX+VaZ/M0+bXVWkEv7+I/q5KY7u/jertElix3bosRWjHd6uyffxmVzmCZbZJ4FTb07PQ9o3bm7RpgV9f/u3Ar1xvLlM15IKZv++uTdttiTxl9LesfFVm2sxK39TB2580+9S+FraP3Zs1+RYW+NWByW57tKYJdNTloo+29u83WS53VNfP/F4def6nKcNBUhsjhTjvYjgeyp+nzjRlnlEc6in2yszM2o4pm1h4fdO2V9bXrLmDxLjDwugPhrK5S66tHPw3aqXXi9dsFgj0amP0q7a+HH+dQtzx3ikqd/UEeG+PSt+U9nS1l6AWx1Mbo4PFCO6pq9gsx029T99pKqjTOOawebnO0pbTdsCZDRPg+Ncf7YpxnJ+dBXb7xr6cr8VnlLrw+3Xet2SZJz1dRh1fjg6qVvLe2iuq5V9m/g7Rf0fHR6OIQIlrAaN/0wz/8tUIX1GMEbGvRZN8YZW9c7b2wTydYJCj+AoKwKW9XQJTnixMsz5+s6sOnlTgZ6f5766y49Lm5c/AA6PE74keGV0iIrj9x3EbatI5fp4UfSYq/X2bzO83plzdD22fzfHBtXCRPDqbsRUDv/M2JMad3KwueXgkWVspU9aXdRwwtXFiYdxZ9bX2tig3azumbWvR9U3bXllf82mzKW0i2BpVIqihXLn77trWhZrENrv2nfQs+3146iT/LZu6D8qUtGKlLhz7qNJfZv5nERfy2tptq9fNctx0MexKK8fcrFxnaUtrF13cAIHST/qjnRDH+dlZMLePZ3zC76N6RJz62r5i2jYOTwZeFTp/xEgXozH/WRV6XOYZwSIYIHjYFj20WX+mKt+4WY6HP4hGLeHr+gSO4+pt88AP19cn6u/yVX35HJ7yk/xmV7v6+u+usuPS5uVPoM2NO4HfIdEo+kB0xXEbatJfm+ntIoJ9Hpdvixg8GNfXk3z2Mng0zdx1wqjUVrMy5H6uCTte8rSDjrJc1k+oYiGrFt2ORde3iJ0sbfrnVFY/uuxTN3etGP3yvarAvq3Cs+w3d1tfig6KGHngnZtjqvpKXVdIGoHeUG0jXIe6T+vYrtJP+qOdvbsIP3vO1sECXwY6ymj5vMcST2KeEt01YkSofhpAnbxy8aGIkcN5jOOBkaOrzFN4A2Xwpe3rHdXhS+vHuuM2Mc1vdpWr/Xe9vu2/WVcGDOp3mM/WUelG+JfR3AekXgI5+vkdEQEdj6Tbxogpo7A7oi+0V86xPAuPOarfWWQrjvhxEB8bXa1F7qxZ5uDlHQciff754+qtPGX53a30Pou8t1EOWrgfGE0bEVx0OxZdX9lvWJV92z/zf9gHSJOH/vhcRCDVth1JuEk7sVqmv7BrtvJcubU8637/S8pzV8+Q/6tadb2rWW63lyH6l7by7snFjXAd1+5JxzABcvtdl3H1mL6TgP5osX62kG0HTtdqVhSfMe8xyKsq+P97RPeMDm9VVF4RqZPbo4ysG3cu4V8uGbXPJZ4oPKS1rUUuwoXtcv0rRvA87pFl17Yn+c2u/DzVgcM0/03Z7zcVlBFyFvG5bevLv13u2kn46ybxF5m+PHp8RHBXM6nLdW2L9V39XZcbN89AwuejPjzG1dErfSsGfoDhgo5juEtDCQ5PirgbZMiXyPtZ0b2iMtTLMOxjotdHH45mtW+kAHconEwHRIxwlbuYcXUtuh2Lrq+0m33jwo89LbphWdFzyn8w8R7e7av8t838vaNPTqjjP7KO/9Z7aoSD4kQ8OCptKUVn3e9XpiDHxP2jduDHYx0CyadHZZSGO9QXRN+MhmTzch23D+OOYXh/LeLc0GYnoD9anJ8t9AkQHhzxyG1bxPnKRZVHcxu1w1MBN34XiY5pVfamLF83unGTvi1T/Ejbxp1LtJN35g6NysAAN9N/H32qXckCl5+ZuriBx49xjeJd5ec2aX03M8lvdtXx7SS+LOI6y8gZPpd/dCjX5boM/oX8d41OH9G+e9YZmvm+/NtFub7zmLgEbbAnGOTpD9vtMt7Ro09oB4/1sZtEN23m55nsSCFiDl4P4NilXgJQbQqBk6esL6vpHO5yvhp9OnpxxMFUG47jixGdz0uunJT1s3uGgXlmTwA3irhjIggheKQdBAI8/8d4H+TNEdtjhIt0AodR9Jvol808I01tm9QODtBRxF0K9TBPOybZpPooSx11m6bdaRKkweczEfvI6OkTIx6/woETh5OZ9+ZgQhqMDouKceJ/JDou+kREgNVn5JCg440R/31G3YdEBJ/U37ZJ+93OyyMc1GUE8DjFUcQ+096HRTgkjD7EsbOfP4xGUf0or+9x08WQvmCUiLq/E+E0eTRxQpVW99c0rn3bkuo7j2HSzxPB/h9Z0HYhoD/afH/EBRnf8tjo+IhA6q0Rj+yKtY97zrViXT7wDNX6fTL/44iBgLbh+7iWcI7y6JDtELRxHNCW20RY1/WgWXWK/+amlnMK33JU9Gdl5ZgpAVvtb7npa/sh8jB6NYp+F/084rF0MQLWj0fw4jp134j15drEKORHo/qaR3BU2zi/Oa7c3in8vOhH0U8iArd7RPDiukEwVuz6mflsBNv3RbyTR74ToyOaTH34v7YpQ1n8NNcmriMvjLg2E8wdG5Fvv2iSsf4tEccD5V4Vce36bTSKeOe7y49PuhbCnbJc0+mP7RFt5VrCtW6jRl1rZ2u5U2vXS8vdoX9I9dzdaxLY0wT0R5vfAyXw2/wtu0UJDJ+A3+odfh/ZwikEuMPiEUFtPIbhjk2TgAQkIAEJSGDNCXiHveYd3Nq9UZZ51Fnsjpnh0TvvcGoS2NME9Eeb3wOO+G0+c7e4OgTW0iet5U6tzjG16S19RLbIexC8m3Fc9D/RtPdhNr2RbnDLEtAfbV7XXyebIujjnxR4f4334zQJSGBXAmvpk9ZypzxyJSCBlSSgP1rJbrPRElhbAr7jt7Zd645JQAISkIAEJCCBFoH2S/ECkoAEJCABCUhAAhJYUwIGfmvase6WBCQggRUhsCPtvEZHW9+ZtFd3pJskAQlsgICB3wbgWVQCEpCABDZM4JDU0BX48QO+/DC5JgEJLJDAXgusy6okIAEJSEACiyLAp7A0CUhAAlMJ+F90UxGZQQIS2CQCff0R3/g8OuJTWXyW6j3RvVptfFCWvxB9KeLbpXyasP6EZPmUH9PLR3wCkU8v0gY+G8boGfN/Fb0u4hNZfGrqRRGfIavtUll4fcQnrfgc43ujelTu4CxTF7pf9KTo+80ydTOo8JSIn1pCfBbzlRGfsCpWfn6FOmgLP8WCtkX8FMvPIvalbZM47J/MpV1HZp7f9RxF7OcREZ9brO3+WeBTW5+M+PziKyLYaRJYVwJ9fdJK7f9a7tRK9YCNlYAECoE+/ohvqvLbc3dvCp0+0ydHJ1UYCfL4nilfpcH4mDzfgv2PZpnJxSI+V0g+vh96w+haEd+tPiAimKM9PEK9eURwdqOIb6++JCp2kcwQxL00Kq8D8XuZtOfqTaazZ3rZiPoI0g6JCJieHxH4EWDRjv0i7AzRsyKCUfavNup4SCuNxUOjduA3jcMZU2ZbRCBHAM33o68U3TkiCH5CVOzAzBAQlmCUNn8wekyVx1kJrBuBPj5p5fZ5LXdq5XrBBktAAhDo44/48fGPtXDtneXyftuFMv+7iMCpNkYEqf/aVSLBEmlXq9JukflzRyXwe061jtlnRtRP4IjxsXqCJMoUIwAcRe+q0vbJPNt6c5V2vswTVJJ/W5XO7CUj8hOE1tY38JuFwzHZAEEjwW2xt2WGkctijEgeHxGUFmMUkmBYk8C6EvB3/Na1Z90vCUhgJQgw2nS56KOt1hJ4Eehg148IYNp5+EoNduNmWiaUrQNJRv8YfSvWDjIZhaP+EixSH4+S6zK/zzLlSltOqywzH64WGF18e0R+RgQJFEeN3p8pVkYBm8Xek1k5MCHiCwAAIABJREFUMOrHSGqxb2XmAtXyUZm/aMT+M9q6b/ShiMfsmgTWlkAZxl/bHXTHJCABCQyYwHmbttVBVru5JQ+PJWsrZcr6so735SYZj3ZrK/Xw+Bijvva2SCcfj1LPeUqundaVlyDtrdHR0WWibdE1myL1e4k7a5k+NyuH9n7yDe96dO8dWb5pBK9XRN+LXhWdZ3pTzCGB1SVg4Le6fWfLJSCB1SdwYrML55qwKyVP/eiV7GW5rJ9QxS6r2oFbCXS+0+Sivva2yvZ4JNwOqLq2yz9VEGg9KfptV4Y50hbNgSa8O7pZdPHoGdEdopfN0TaLSGBlCBj4rUxX2VAJSGANCfAe2rFRecxadvGsmWG0jHfmPhDxyLL8Y0XJU5YJXmaxq7Qy8w8g1F8eAVMfj2PrkS/+IeOqUWnLtO0xMti2MqLYTmfb5R8+9s/8H7YzNMuL5nBw6r1GUzf/8PJ30ZFR/V+95Z9FxjTJZAmsHgEDv9XrM1ssAQmsF4FHZncIxu7S7BZ+mZEyRuB4Z45/8uAfO+4VXbHJw/t//Pfp66P6Hbtm9cQJjzdvGLGd7dF9opdH32xKPT1TRvUOjco14qGZZ5uPa/JMm7wpGQiaHh8R1BHI7hhT6BtJ51077GkRbeuyRXM4IBuB4ZmbjZ0jU/4DuH7H73lZ/npEcKxJQAIDJcB/iGkSkIAEhkCgrz8iGGOE76vRp6MXR/xkSm0PzsIXoy9FBCMEaPX7cryzRsDGI9ZR9MSotktlgfbwGPZfoh9GvJ/3omifOmPmLx29ITo+Oi56X1Te0SMrP0FDwEZ91DOK2o+rH5Q0/kmEAPYj0cMj8vNTMQSVxW6bGfbnMxH/IUyQyD+y1PtS/+fyJA60YRTxDy6/bOrJ5JRg7ucRj6pHEYEmo32viRhx5bf8Ph89OzpLVOyxmeER87hRyCqrsxJYCQJ9fdJK7Exp5Fru1Er1gI2VgASG6I9K4Heg3SMBCWxZAv6cy5btendcAhKQgAQkIIEtR6C8v7HldtwdloAEJCABCUhAAhJYfQI+6l39PnQPJLAuBIbij/gHEv45gvbwzhrv9WkSkMDWIzAUn7RQ8mu5UwslZGUSkMBmEdAfbRZptyMBCfQh4Dt+fSiZRwISkIAEJCABCawDAd/xW4dedB8kIAEJSEACEpBADwIGfj0gmUUCEpCABCQgAQmsAwEDv3XoRfdBAhKQgAQkIAEJ9CBg4NcDklkkIAEJSEACEpDAOhAw8FuHXnQfJCABCUhAAhKQQA8CBn49IJlFAhKQgAQkIAEJrAMBA7916EX3QQISkIAEJCABCfQgYODXA5JZJCABCUhAAhKQwDoQMPBbh150HyQgAQlIQAISkEAPAgZ+PSCZRQISkIAEJCABCawDAQO/dehF90ECEpCABCQgAQn0IGDg1wOSWSQgAQlIQAISkMA6EDDwW4dedB8kIAEJSEACEpBADwIGfj0gmUUCEpCABCQgAQmsAwEDv3XoRfdBAhKQgAQkIAEJ9CBg4NcDklkkIAEJSEACEpDAOhAw8FuHXnQfJCABCUhAAhKQQA8CBn49IJlFAhKQgAQkIAEJrAMBA7916EX3QQISkIAEJCABCfQgYODXA5JZJCABCUhAAhKQwDoQMPBbh150HyQgAQlIQAISkEAPAgZ+PSCZRQISkIAEJCABCawDAQO/dehF90ECEpCABCQgAQn0IGDg1wOSWSQgAQlIQAISkMA6EDDwW4dedB8kIAEJSEACEpBADwIGfj0gmUUCEpCABCQgAQmsAwEDv3XoRfdBAhKQgAQkIAEJ9CBg4NcDklkkIAEJSEACEpDAOhAw8FuHXnQfJCABCUhAAhKQQA8CBn49IJlFAhKQgAQkIAEJrAMBA7916EX3QQISkIAEJCABCfQgYODXA5JZJCABCUhAAhKQwDoQMPBbh150HyQgAQlIQAISkEAPAgZ+PSCZRQISkIAEJCABCawDAQO/dehF90ECEpCABCQgAQn0IGDg1wOSWSQgAQlIQAISkMA6EDDwW4dedB8kIAEJSEACEpBADwIGfj0gmUUCEpCABCQgAQmsAwEDv3XoRfdBAhKQgAQkIAEJ9CBw+h55Vi3LyavWYNsrAQlIQAISkIAEJDAfAQO/+bhZSgISWDwB/dHimVqjBCQwP4GTfdQ7PzxLSkACEpCABCQggZUiYOC3Ut1lYyUgAQlIQAISkMD8BAz85mdnSQlIQAISkIAEJLBSBAz8Vqq7bKwEJCABCUhAAhKYn4CB3/zsLCkBCUhAAhKQgARWioCB30p1l42VgAQkIAEJSEAC8xMw8JufnSUlIAEJSEACEpDAShEw8Fup7rKxEpCABCQgAQlIYH4CBn7zs7OkBCQgAQlIQAISWCkCBn4r1V02VgISkIAEJCABCcxPwMBvfnaWlIAEJCABCUhAAitFwMBvpbrLxkpAAhKQgAQkIIH5CRj4zc/OkhKQgAQkIAEJSGClCBj4rVR32VgJSEACEpCABCQwPwEDv/nZWVICEpCABCQgAQmsFAEDv5XqLhsrAQlIQAISkIAE5idg4Dc/O0tKQAISkIAEJCCBlSJg4LdS3WVjJSABCUhAAhKQwPwEDPzmZ2dJCUhAAhKQgAQksFIEDPxWqrtsrAQkIAEJSEACEpifgIHf/OwsKQEJSEACEpCABFaKgIHfSnWXjZWABCQgAQlIQALzEzDwm5+dJSUgAQlIQAISkMBKETDwW6nusrESkIAEJCABCUhgfgIGfvOzs6QEJCABCUhAAhJYKQIGfivVXTZWAhKQgAQkIAEJzE/AwG9+dpaUgAQkIAEJSEACK0XAwG+lusvGSkACEpCABCQggfkJGPjNz86SEpCABCQgAQlIYKUIGPitVHfZWAlIQAISkIAEJDA/AQO/+dlZUgISkIAEJCABCawUAQO/leouGysBCUhAAhKQgATmJ2DgNz87S0pAAhKQgAQkIIGVImDgt1LdZWMlIAEJSEACEpDA/AQM/OZnZ0kJSEACEpCABCSwUgQM/Faqu2ysBCQgAQlIQAISmJ+Agd/87CwpAQlIQAISkIAEVoqAgd9KdZeNlYAEJCABCUhAAvMTMPCbn50lJSABCUhAAhKQwEoRMPBbqe6ysRKQgAQkIAEJSGB+AgZ+87OzpAQkIAEJSEACElgpAgZ+K9VdNlYCEpCABCQgAQnMT8DAbzK7j2b1T6PvTs7m2iUQWGX2ZwiPUfSL6GMdbB6YtM9Hn4mOjW7UkWeoSTdMwz7etP0rmT58qA1dw3at8jmxht3hLq0wgcPSdq7rJ0cHrPB+2PSGAB05yT6Xlf9b6f8yT5l22qFNJUxXPfC7QfbhR9EVm31axOSdqeTVC6hoW+rYEV2wo65VZ39E9qkd+F07aRxvpS+enPmDO/Z9iElnT6N+GD24aRwB65FjGvr4pH8tOlO1flvmd0RdfT2mmpVP1h/t3oXL8Ee7b2X3lM3a7qJ84/bswmN23w1TFkTgxqlnKwZ+J2/VEb/90+F7NSojFnVaubAt6Pja49Uw8vSN6NcLbMm3U9cJC6hvW+o4JNoqwcB1s6+MIn+6YffETP9pARw3o4rLZSPnjj7QbOy9md5jzIYJEDnmfl+t35b5rdTXY9Dslqw/2g3JUhKW4Qe7Groo37g9lRv4dRE2bUMECH62mn09O/zbKTv946yvRyqmZB/8ah4RXXnBrbznguvbKtXtmx09qdpZRppXxWg7VtrP3fJvxjT+JUlH2mQC+qPJfBa5dhl+sKt9+sYuKqZJYIkEpj1aaW/6IUmgzKXaK5rl8riRR3M8tuOu8ajo0q38p88yo4dfir4YfTl6bET6JOMxMttnyjZ4f4ptvCU6T0TARtrPo7dG54+KEbg/JWI9YhTplVE9enbXLH8rYhvlkSIjDCyjI6M7RqOIgPeI6GzRJPtEVv4sos218f7XhyPW8/7am6MDd82yy9Ijs/SDiHZ8L6KdOOdiy2T/N9kI+8CIFNvd3mz0TzKlPRdplq+ZKXfw3Cy8tklj8qcRbeU9t1H0suhcrKgMlvWj3sKN1wvYJrp6tFf0lGhSP9J3pc/ul/knRd9v0l6XKXaO6MXRKOL4Y3u3YkUPu1TyvD5ilI5ghNG8a1TlXpT50lf0O21/ULW+nq3zcqxhk/r6zFn/vOiz0ScbPTNTRhdX3eizWUx/NLs/6nP+9PGDd0hHHR/hB/8+wnffuUk7MVOOUd7fnWTjfOP9U+hTEcc3vvEV0eUnVMS5WPsnzrfnV/mnna8Tqp7qu/rwnOaPuK4Uf4Uf+c/olxHXxltMalyzjldi3hAVf4CvvVOrHH6IbTCddn3eO3ngx5OIn0S8pnTbpvxWe8dvVp8UTMO3WXeqj6P9UXb7NRFBwPUiLozvaaF4RpY5Ua/UpF82Uy6UT2vlay9eLAn/ELGNf43+OCKowPmwTRwAJ87NI/L8Y1SMAI20/ZoEnNKzoo9EdcC5T5bhwsmKnTHaFnFScbGlTtqNk2ME5wnRNDs0GTjhil0gM5zYtBPjNYLDorc3y+Mm27OCthVudT62sUz2d2u2ffFqo09t0u5bpV0n80dUyzgugrd7NWlnzxTm3BCw38UoUwd+pLe5kdanH9kGxxSsuLgcEnHhwJkR+NH3BN1cXEoA+heZp52lTzLbaQS5BJEvjUr7H5H5kyIC02LUw/b3r9LGzXbl3d6Ub/c1x8kHI45L7JIR504deDarVm6iP1q+P+pz/nDg7BNN8oMvzPorRA9q8hHocU4QVDywSWsHH0nezdrn+IHJgT+/YJOT9nK8P2a3krsm7MgiQUrb+p6v7XIs9/FdfXhO80fny7buEcH7ndFtIs57Bi9gQflJhk94TlT8EYEugwO1L6uvndOuz9yMMnhy04jA9sYRvpL2HRBtJZvVJ60Em1l36iFN53NgdRkncfvgeFTSfheVg/JCzTKOoranZIH36vZtpbcXyzb+qFrx8syz3atUaYwqMZJTjO1vq5aZ5aLZbm/b4ZUix2TmuxEnQrG3ZYbRnmnWdm6cSGz3MlVBHF0dQHXVub0p1w4GyLts9ufONnjU+oCqYQRV3JW+pUpj9On21fKxmWd0tbay/7VjOiIZPtbK1+bG6ln7kZHUYjhYtvmXEfz/vFrH7Ici+nmSccEj4IdHMdo0it5VpbEdtrF/lTZutivv9qZ8u69pIzc9tR2UhUu00lZxUX+0fH806/lzcOtA4vz4TlSP5n0tyydGZ6ryMrpPIDjN2uc414Hjo7p+biZvNKWiHVnfFfj1PV+7qu/ju2bl2eWP2HbxAbV/LU9UGECZZFw7ztLK8Kosv66VBuv29e7RSauvzwTKv40IJGt7ekfZVpa1XNyy/9wxa28y8vG5qhCP/giWeBSLXb9ZZtSnNkbU9omu3UrvWiRA5Cc+iuGIGK3hrqTYtzLDyFoxHlMyCsTFedTo/c3K/UqmKVPaWL9n1t7GlOKnrSYQ+mn0nuiRERft70b1CGXfuup8y2TPaCKjZLdqNvgHmXI3+m/RDaPieHBgb2/y4JAI0Lv6mizTnHlTzS6TWfuRNhdjZIy2le12tYtR5El32AStXOjgUYw2EbSWY7tatfDZD6ZGRlJeG8Gakb/DIx47a7sTWOY5Uba2Sv5o1vNnd6Kn3sjhb4vhf3kaQsBQbF7feFQquGjEuXn3iIEAbnbwlfPYvOdrX981K88uf1TvF49pi8EQq69jO9funONG9EnRZyKC5lF0m6jrutY+H9jGXlG5Pl818/iUo6PaPt5a3jKLRPbadAIENLUVB1Hu4M7brGTEb1SJZcrW7+XtUlG1wGPi2tjGLyJOwmKk1XeNXJQZOueAvky0Lbpmk7m+U22SOidd+1Zvo7NQRyIBCAEGzuyQaBR9IOIxyUasq33Utyj2b0xdcCQwIgBk+U0RAftNIgJrAtjSP6WvCVRGlXAitLUeNctiL5u1HwlO21ba9d9ZMarESCBtx+mPM8p21UkgiMM857iCC0p/fOo5OOIYZsQZ3hxD8xyHC2rSoKtZ9jnBzq+SP5r1/Onq3C6mXWnzHJPvyAZvGjF694qIR5avikpg0tWeSWnznq99fdesPLt8R93+mmP72jluP7kJvF10h+ji0bbo36Ou61pXP1Fv6SueyGHtdnaNpjZZ13tCVKxtnACPBLD7RAQOm2V3zIY4kbgzGsJ/h/IY+qCIoX1O2KdEOD1O3PrOOYsLs42yp78OixhpumX019FxEXeNBIIEI3Wflu39c9IfFi3CFtGPpV1XSIPaF+1pbaRsV8BKGo9M2o51Wn2zrj85BRgZRjwG5lWKHRGO+vmRNhuBjZ4Ts21tZ+5FHMfzbHtPbXeWtr47mRGPHe8bPSY6a3TbWSpp8s57vvb1XXuaJ6OBN4p2RF+Yg0+7yAlNQtvHMfK6Jc0Rv8V0+/tTDRdILrq1MVry6ujCrfRFLVJ/25a1rfZ22ss8ziZowhipfHnESA4nMe+hjTO4YeWfUainzwhpqe/9mdkI+6+k/Beju0Xnigj6MEb9eBH61lEd+DEa9bmo3deU2RExSjirLaIf39VstN0uHktPey+JCxKPUOoRCPqDRySM2i7qpmJcX78o2+AiiPFqw50jHu9cvklzMhuB9yf7Rs6J2ba2M/cijuN5tr2nttu3rYxmX6PJ/O1M/y46Mpp2fNOHxS9yrT4wYhRr3vO1r+/a0zy7tg++ea9tPI2BZXkaRl3YlcvMVpsa+C2mxzmh+K/eB0QHNFUymvrU6ILRdxazmd1qITjhJHl8hIPg4rljt1ybk8Bw+uOicnLioK4dfSnC2Y0zLvAY78AwjP+6aFKg2GQ/bbII9gR2jPa9vaoctgStMC1tLKsfnhkeh9T/8MGd+72jT5ZMM0wX0Y//me0RpD09IoDFuKN9QfTNZnnchDKM6h0aFZ/w0MyXPh1Xbtb0cX0NywdWlf1h5jkGeG1Am53AIs6J2bd66s3SnvBHizh/5tnfvmW4JjDCd+amwDkyZWR72vH9jeQ5W8SrFtTBUwae8GzkfO3ju/Y0T562cAN4z+gSEXaTiMfl8xjXn5dF94oYScTHXS+6yzyVWWaYBHhs1Nc+kYy8x0QZDrbntArymJILIifbKLpkRDDH+2yU4YLKewjFCPwYmkafjl4YTXs/qmsb3A3y/gHv940iRm2OiHj0VdLKHeSDkva1iODyIxEnNm37fsSFnIMbB0LaDyPenSAwGEW/iX4ZfTTCcEQ/j7g7GkUEY11G/poLAR552V9Gwzhp+e8xtrVfNM1gShsp87QmcxeXRbMv7aL98PmTqqF7Zx4WT6rS6lkcCLyPiziOCLwIWDCC3lHEyCeMmefYaXOjn4tN68c/Tca6H6mzBHilDi4Sz41Y95mIdj0sKqMGJV/X9NJJfENEcMY+vS+6ZpWRAJJ3k+CEIx1V69qz7bwck8W6+ppj9L3RZyOOHc6d++0sstJz8Opr+qP5/BF8p50/s/jBUeo7KfpVxHmEfTX6dZM2atK6Ju1zHN+Cr35NhH/j+P589Oyo/V+r7foIFN8csW38an2tmXa+tuuqlyf5rpJvGs9p/uiJqaj2F/Dn5pprJucE19DD6ka15rluvCXimgezV0X4WF4ZGkUMqMxyjcCfPy/6UcS1leD2HlHxZwxabBWbxSetDJO13KmVoW9DJSCBmoD+yONBAhIYEgF/zmVIvWFbJCABCUhAAhKQwDIJlPd5lrkN65aABCQgAQlIQAISGAABA78BdIJNkIAEJCABCUhAAptBwMBvMyi7DQlIQAISkIAEJDAAAgZ+A+gEmyABCUhAAhKQgAQ2g4CB32ZQdhsSkIAEJLBuBPi5lZdE5Se8js48PzOiSUACm0xgUT+f8Pi0m9/H40eFi23LzI6ofXLze2r8jt59T8vpjAQkIIFTfydsVTi8Mw199QIbe4PUxe+mXXGBdQ6pKq4R/C7dWSN+K/ODEd8r77oW7Eh6+e3VzGoS2GME/DmXCej5sWN+MJcfTC62LTOHRO3Aj09a8cO3/NikJgEJSGAVCfDD3CcssOH8gDk+lB8+Xke7bnaKz4HxI/gMONwk+mLUdS3gumHgt45Hgfs0CAKLGvHr2pntSaT+K3WtNE0CEpBAi8Ay/ZGw9yyBY7L5+us7k1rDcfCQSRlcJ4FNIrCWPqnvTnF3xjsZfA6HT0XxubJ7NeBflCmflKGu/Zu0R1ZpfIqGT7zxeR4+xcU8n+aqnQCfL6MO1hVx59sOHPn0DfV8JRpFL4vKp7jYNvkRdd+xycPIIp9w4xNdtd0wCx+O+PQTnxricz8H7prFJQlIYBMJTPNHB6ct5RznM3VPj/gcIqNGd4t4hPjMiM9MMXpWfFRmTzE+Ccan9j7ZCF9yp1NXnfJ3e8TnG9kG9R4UXSFiZO93Eb4Jw2f8LPpus8wEn1PaxmjVf0WMbrGtq0b4Kb5zzcgen9W6elTsrpmhbsqzj8X2ywzt5bN81IO/4rOCtV02C9Q7io6L3hZdbpccuy+8Pkk8VmZ7+MFjItoKs/tX2du8n5R1hc/rmnz41edHo+jLEdeHezTrmNQ+n8+6sZ+jVjrssOtEhQN9WK4F25r1+uwGhJNNIzDNJ21aQxa5oT47RbDF49m7NxvGuT45OqlqyM0zT137V2nbm7SuET8cTTnZKULgR/5i2zKD431tlXaLzPMd4OLMz555vv96VPT/ojNG2yIcJM7nHyO2feeIQPMJUbELZAZHR7sxyvMtxLc3y04kIIHNJzDNH3HOE+iQj6CNIOXy0eERvuE5ESNFpL0iIli7eFSMc5w8nO/YpSJuTIsfIG3v6NiIYAufguE7/raZL5NDM/PdKu18mSfgoW0EX/irq0UEiV+P/im6VUQQyCNPHnPiS4vtkxnKHlylfSzzBLfFbp2Z+lHwRbN8YsS+sk/URxBG2oWiSXbvrGR7+OL9I/b7wU0aN81YzZv9OCSCLdsg8DtD9MGIdpYbcB7p0sYHRrWxnSNbaSx2pdOu9oifPrsDnklLJ8CxuHbWZ6f44DUndm04iROqhJtnnrpwIMW2N2l9Ar8bJe/FmoI4MII57vbOXSrLtDjjKul0N84C22X7xXAk3432qtJwxHzYvlgpd5kq7YKZv2+17KwEJLC5BPr4o33SJPK9pmoavoM0Rr6KXaRJ48avGOf4WaplZl8VEcTUxmgcN7tPjBjxOzqq/Ql5D43wM7UVP/g3VSIjkbStHqm7S5N24Spf2a+DmzSCTt6Zvk+Vh9lDquUXZZ7glqCzGMEaI2u0b5KVwI9gsrb/yQJBabHSLp6IFGN77OvtIvaNILe2V2aBG/ea9TFZPrKVj8WudOpsB3767A54Ji2dwJb85w4cJY8NuLuujRG0aXeUs/TIe5L5m02Bx2TKI5mDIh5HYLTjjyJG+GpjdA8jcKyNdBx3MYJI7hiLcTePY2K7j4wuEX03YpRQk4AEhk+AUbNi/Gco1k4jgKjPe/zWk6LPRMdHo+g20X5Rbfi7Z0WPjf414oaw9ie75t59qd0OctRp+COsblu7FgI6giJGKJ8dMVKIEYwWw+99NfpBlfbzzH8tavvEKssus+2benzsZaMyglcy85i5GNt7e0QwhrWvDwSP54gIoBdl+uxFkbSemQiUxwMzFVrxzOdt2l8CsGXvDs5tR/S86N3Vxko77pS0USWcKQFcPTJIMdJq+78snKFKwHHxUwIEftxBj6IPRFes8jgrAQkMl0B9jnN+Y3UaQR8jZvV5/9osM0p1h4hHwNuif4/OFLVtRxLwE4x41SNg7Xxdy9PaVtpbt62rHl6zeW50x4gAjXfobl9lxC/+QTRqiZtyAq8+1vaVxdfXo5HU8+OOyopfbq8rdZT1HUVnTtJnz4zMAosgsBUDP94Vwc61CIBT6uAHPo+IvhRxp11bacc/J3FbS/tm+a9a+fss4kQPihhN5LEHj33fEXVdBPrUZx4JSGC4BBhdYxTsFdEXejTzBsnz7YinAU/okX8ZWQjKHh9dLCIIZJnHpeX1Gfzi56NtLRFwMWrXx87ZynSeZrmMok6qo/jl9o13WS7rJ9Uxyzp99iy0zLsQAlsx8OPxJ+/WXa1F8KxZ5r2X+t2SNmQeVWCnb6Y8vj1/O1O1fFjmeeTC+y8nNenXzZRRONrxuYj3bdq2Iwk3aSdOWaYtf93k+UWmL49wsFwcyj6VfxaZUpWrJSCBFSBQ/lGj3dT2yBbrCYaeGf15M+X1k6u0Cy55mRG75zfbYISQR6uMVOJPL9ekvyvTS0bt9xb/Mmntd+SaIrtN2vt1reTg5rs9irdbwSSUpzLtR7osE6S2HwF31dGVxmP1ct3YP/N/GPXx2V11mSaBDRHYioEfwHgHDudAQIbB4UkRd4QMv4+z45sV/OcZo2ivi8YFitzN8kI0wRfv3xTjZOe/yLCHR9eP6kcdt80yo3WfPDVL7788CnlcVJw+j1zYFg6Pu3zseRH/jYcj1CQggdUmwHt1n4ruGTGKh3HDeNNmvp7wTt3fR/iCJ0b4hcOjzXwawLbuF10vKsY8N8XcdGNPj34dHRqVx8YESrSdfe1j900mbrgJjB8YcZO/o0/B5HlDdFSTvzwVuk6WCTwZJeWfTOaxb6QQ1w3sadENoz4+uyniRAISmESA92D6GM4RZ8OLxJ+OXhydvSn4gkz5SQTqwlESoBV7amY4iY+NOIG5Ox1Fv4l+2czjsHBSlCcv64u467xrVIxHNR+Jjos+Ef1nxN0ghuMZRaXucrf5nqTxwvPvmvU4FPTCiFFEtk37eP8HB1jssZnhUUWpv1rlrAQksAQC0/wRN4j4CPL9MML3XCMaNWm8W/bSiOClTuPxKMb5/ZYIv8J5/6oIH/LbaBRduZlSP8t7Rw+IyE/aCdEtI3wLI1qMxI0ibhoJEGs/yI0yo248raDsd6J7RdRHPSWNPOSt9wtfRCBG8MR7zLSVG2KCrBtEteFT/yP6ZoSYuMHAAAAgAElEQVRPJM+f7Zqlc4kbZtrATf37I3wkN+v3r3K3eY+yrgR4JRvXAUYmWcej2M9GB5WVmdI+1tU+n33uSj9DU44bem662ec3R2eN+vjsprgTCSyMwDSftLANbWZFa7lTmwnQbUlAAgsjoD9aGMqpFZXA72xTc5pBAluXwJb8OZet293uuQQkIAEJSEACW5rA/9vSe+/OS0ACEpCABCQgAQmsNAEfrax099l4CawVAf3R5nTn67MZ3oeEN+9l1+9Rb04L3IoEVoPAWvqktdyp1TiebKUEJNAioD/ykJCABIZEwHf8htQbtkUCEpCABCQgAQksk4Dv+C2TrnVLQAISkIAEJCCBAREw8BtQZ9gUCUhAAhKQgAQksEwCBn7LpGvdEpCABCQgAQlIYEAEDPwG1Bk2RQISkIAEJCABCSyTgIHfMulatwQkIAEJSEACEhgQAQO/AXWGTZGABCQgAQlIQALLJGDgt0y61i0BCUhAAhKQgAQGRMDAb0CdYVMkIAEJSEACEpDAMgkY+C2TrnVLQAISkIAEJCCBAREw8BtQZ9gUCUhAAhKQgAQksEwCBn7LpGvdEpCABCQgAQlIYEAEDPwG1Bk2RQISkIAEJCABCSyTgIHfMulatwQkIAEJSEACEhgQAQO/AXWGTZGABCQgAQlIQALLJGDgt0y61i0BCUhAAhKQgAQGRMDAb0CdYVMkIAEJSEACEpDAMgkY+C2TrnVLQAISkIAEJCCBAREw8BtQZ9gUCUhAAhKQgAQksEwCBn7LpGvdEpCABCQgAQlIYEAEDPwG1Bk2RQISkIAEJCABCSyTgIHfMulatwQkIAEJSEACEhgQAQO/AXWGTZGABCQgAQlIQALLJGDgt0y61i0BCUhAAhKQgAQGRMDAb0CdYVMkIAEJSEACEpDAMgkY+C2TrnVLQAISkIAEJCCBAREw8BtQZ9gUCUhAAhKQgAQksEwCBn7LpGvdEpCABCQgAQlIYEAEDPwG1Bk2RQISkIAEJCABCSyTgIHfMulatwQkIAEJSEACEhgQAQO/AXWGTZGABCQgAQlIQALLJGDgt0y61i0BCUhAAhKQgAQGRMDAb0CdYVMkIAEJSEACEpDAMgkY+C2TrnVLQAISkIAEJCCBAREw8BtQZ9gUCUhAAhKQgAQksEwCBn7LpGvdEpCABCQgAQlIYEAEDPwG1Bk2RQISkIAEJCABCSyTgIHfMulatwQkIAEJSEACEhgQAQO/AXWGTZGABCQgAQlIQALLJGDgt0y61i0BCUhAAhKQgAQGROD0A2rLoppy8qIqsh4JSEACEpCABCQggWETMPAbdv/YOglsJQL6o63U2+6rBIZP4GQf9Q6/k2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn7D7yNbKAEJSEACEpCABBZCwMBvIRitRAISkIAEJCABCQyfgIHf8PvIFkpAAhKQgAQkIIGFEDDwWwhGK5GABCQgAQlIQALDJ2DgN/w+soUSkIAEJCABCUhgIQQM/BaC0UokIAEJSEACEpDA8AkY+A2/j2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn7D7yNbKAEJSEACEpCABBZCwMBvIRitRAISkIAEJCABCQyfgIHf8PvIFkpAAhKQgAQkIIGFEDDwWwhGK5GABCQgAQlIQALDJ2DgN/w+soUSkIAEJCABCUhgIQQM/BaC0UokIAEJSEACEpDA8AkY+A2/j2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn7D7yNbKAEJSEACEpCABBZCwMBvIRitRAISkIAEJCABCQyfgIHf8PvIFkpAAhKQgAQkIIGFEDDwWwhGK5GABCQgAQlIQALDJ2DgN/w+soUSkIAEJCABCUhgIQQM/BaC0UokIAEJSEACEpDA8AkY+A2/j2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn7D7yNbKAEJSEACEpCABBZCwMBvIRitRAISkIAEJCABCQyfgIHf8PvIFkpAAhKQgAQkIIGFEDDwWwhGK5GABCQgAQlIQALDJ2DgN/w+soUSkIAEJCABCUhgIQQM/BaC0UokIAEJSEACEpDA8AkY+A2/j2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn7D7yNbKAEJSEACEpCABBZCwMBvIRitRAISkIAEJCABCQyfgIHf8PvIFkpAAhKQgAQkIIGFEDDwWwhGK5GABCQgAQlIQALDJ2DgN/w+soUSkIAEJCABCUhgIQQM/BaC0UokIAEJSEACEpDA8AkY+A2/j2yhBCQgAQlIQAISWAgBA7+FYLQSCUhAAhKQgAQkMHwCBn6T++ijWf3T6LuTs7l2DQlcMvs0in4THbmG+9dnl67dMPjfTA/rU2CN8jw8+/Kt6OTowDXarz2xK6/NRk9sWJ5tTzQg2zxDNIp+EX1sD7WBzS6LxQNT9+ejz0THRjfag/vopiWw6QRw1JPsc1nJhazo/zJPmXbaoU0lTA38JhFdrXXb09zHzNDkY5J3Twd+O9KGa8zQ5nbWjZYnABpq4LfRfWuzqpcvlYWNBn7T/FF7+xdMwu+il7VXrPjyvRuWeyrwK/iOyMyeDPxox6JZcIPGcXbFZiefnOnBZYed7jEC27PlWa41m9XQk7fqiN/+IbxXI+7ssTrtwZvVA25n0wlszxaHeDJOAnFIVm4k8Nto+Ult29Pr1m3f7toAvX2mZ97TcN3+ShC4blrJk6lPN619Yqb/tBItX+9Gbs/uDfJasxUDv6+nM3475Xj7cdZ/f0oeV0tAAhJYNIE7pcJHR+eI/nzRlVvfWhLYN3t1UrVn5enVWu6sO7VxAlsx8LtVsB0/Bd2rs/7ZrTwMo/OIgHdEjoou3Vp/+iwzevil6IvRl6PHRqRPs4slw5uiX0UnRM+JnhHxGJrHbPX7Gg/K8hcitvO16GnRmSLsjRFBLU6Acmc5NfmU9v4y4j2b6zRpl82U/KPouOht0eWadUx4vMnjA/Qn0WuinzfLD8iUx9+sYzqJTV0Po1b/FdGWT0ZXjc4V0Q64fiq6elTbNK6M1JZ2sq07RqOI4J3HOvWjpddn+WERF1X4oOdHfWxSvYwePyX6eCPuvF8ZXbBV8X5ZfkPEevb/wxHtGWf0FW3EdjTzLG87NemUv5OOh2nl757yH4w4rmH/7uhqp9Q6n8EanqOId40+G70gulRVXZ2Hc4Q896jWH5z50p/3y/zTI/ry29HfVvkm7du0Y5dqaBPHwzcibgbfG3F87knjfOCcflHEuXpQj8bgY8p5ybFRfMUzM/+jZt0jm3o47l8cjSLYfyK6VbOOSZv9k5LGDTD98YGINjFPWukLglN8Fn4HnrPapOP3yqnsBxHb/F7EvmJnjH4a3blZZsK+0waOk1ltmo9ZpF+dtW2T+FAXffg30fkiGKC2D6236bVm/LUGTn8a8W7/V6JRxCsXXKOK9b3ucS7Me62pNudsXwI4iVnsIclMmfriVJc/NAs/igh8rhldL+JC8Z46U+YJ1H4WXalJJ7DCaRGYTTKCby6SvJhLMLlP9OAIx4ajrY26aMsVmsQLZ4oD/48q00szz3ZxjrXxbuNFmoSLZkrdr4jYPo6PCzZpF2ry4Ei4IMPmfdFdo8tHH4oeEOFA/iGaxqauh+DyFhHBBQ4Ljv8U3SriokfgRNBcB8vTuLKf2yICKYKIf4zoAy4Kv4meENW2Iws/aaVNWjwmK6fVSzADBwI7jBfJnxV9JKr35WNZJpApduvM/LpaHjdLH3Cctq3P8UCZceVpDxfuYrSHIOsCVRqzXEwOa6W1F9lngkj6sDjKS2SeC/FjmswlD9stea6beRjwcjp29ohzhzaT76ERxx37Shr5a+vat2nHLucBwQvnCsc/9oiIG6b6oolPoP4DT80y11/K9zWC5Bs2mTl+/i/iXJ1mHOts5yqtjJyfd2rSYM+NBgF+Yf8XmWcbN2/y1Ow5Pw+JYI9veF3EOU9++qQ2Hktz3k2ye2clbeRcKdbn+GWblOMmpdhNmrR/q9L2zvwXquVxs0dkBcdVbdN8DHkX5Vepq4tFq0mnLPbhQz6uUQQk08xrzeRrDdcmju97NSA5H/DhDJwUP8Hx2Oe6RxU7olmuNZTZDJvFJ21GexayjVl3qk/gR50HVK17VOZ5AbscDARLLD+vtQdPyTIXtX1b6fXiX2aB+rno1nZ0Fk6sEso2uCDUxkFKeV7wxa7VLN+2WWbCSMY7quUXZZ72coEsxkHOiCNOpBgXBOrmoliMoIqLAUbeNptHJ61mQ75SD3emxe7WlOWuqNhdmjQCWmwWrgRoOL+9mrJM3hYxklPbjizMcjJSLyMadb1vzXJdL8fBtnojmb9kVLMhQP19dJ9WvkNay12L1NMO/PoeD9TXVZ70/To29s2kPaCV/q0sH9aRt066XRbYTjtIelzSyvFT8uBga3tlFrjROUuTuE+m1EWwUYzA5RfR31VpzI7bt0nH7gtTjpuCc1d10Yej6F1V2qWa+tv7VGWZOkv7+tiZkonArBjb5nh5bI/CvAvIMU2AVgyGo4gpVvxMHeiT/qGIY7xYYf/mKg0/AU+MUWGCx9rekoXif/4/e+cC98tU7//dP6FIV90oO1SK3FKHKDskp6SbiiibFJ2QSzqVaj9JUSmiC90QSpEcpbs8RagoiuJEfkkuRTmio8vJ//N+9lp7L2vPb2Z+t+f5zfw+39fr88zMmrXWrPVea9Z8Z808v8l2LdncU2uwWDmE9NJ/ualL+wIO8hUSNynxvHy+1pnNrLJTFOGSJFLdMWaY42rOoqjMvfA5QhncXJRJFuZrzVIg+bWGPVdKl2fMttE2/Tb2f3bDm7D1krhF170p7e/lWpNkN9LVif3njl6pMhPAQBONWQwGnIeFgC3DNncHqTFgMZCWDYqbhQQ4eqldmm3HY/wkC/9x2KaDYpThv6WFYZvF7tIJyfbWWr9GYmYwGo+LrpXYl1t6QWLQZwYsWs7mBu1I2aR5pXW6MexIw0iLPTIse+UK73+GtCzIL+aVBPe8Sp3TfGn/NF8u0MxS4TR0gqa1xKJzhTPMBfYo6cPS0xbvnvfusOx1Ubc/lOWLs/EF6Wrpt1JH4vF0kUNYlg/7Yv/L+yezFtFp7BaHPryK9PTsIGle3InjgPfankV9l3LQ15mljUYb4hBErsmuWVnFufxyciTOz3Ol3WocnZvLL0o7S9xgYDh435Q4P7F4XheNUc/Qfm78Uku5MU6QF4aTvoG0ftimv3CTk8YPu0oXvfTfs5XTthL9FdtK4mbiwdKzQxhPDYgXjX1RD0rC89W6Y8woxtW8LOl2L3zK8kn3+VqzlEZ+raEfP0UqOj9IlV8Xe7nu1W2fWYvHXa6tmgCzEalxEcKYhcAeHpbM+HUSsU3aR4T9RQvu7DDuXlPL7xTiMfJ48eIV95PHiRLvKnBcZgOeJ53FjmDEfbzUyURZuADnlh8z3V/FplvcyDBNPyjXorLENsrr1Mt2Vb4M0swCXiQ9UZovxUE2Xqw4Hm1ytLSThJOBg/4KdvRhvfSHouxJPy1xUWQ2Yw1pvoQDmJZZm7Uslid1pvKEvZa5inuef9F2Ud+lHEXhlB3HqcxRKDrGMMJeo0wOkDqJNtT6k6TYl8qOc6J2Uq8XhkgLtSQsWmT/IwV0EjELdIfEhS+1Ij7sxzm9S4oOKa+AnHrvpLW2eukLOHQ4ps+RNpA4b5h5pIzU9z7SAuk8CeNmm31Rt4TwokUsB2N1JxHb9L907D5R28McV4vKE8N64VOWT7rP15qlNLpda7h56iRiYoJ+kD4dIJeisYnwYVxvyGekxsyMbXACt4YsXq9letdZJ+ebQiQ6VjpAcbeaWjxG3gHjdtxPGu7KD5MYlHkEkN75s5+410sbszHGNgjX2awWjhwDyaFSOjOYl4HB4hCJx5XPld4jnSZxIbssj1yx3Ut/KMqKO1hmz94v3VYUocewWJ6HKB3vzxVZWua0rxf14aL0wwqjHPl5RN6EMTObD+rDOm63fHAucLYfm0VYWduUFSeLm4oyY//V0kKJGdTVJWaYo0X2zNTdkYT3uorTh/P3KuktEg4rs229Wi/9l4vv78NxGM/OljjPuNnC8fu8dIX0Nwlj+aywzoLZ3G4Wy1Fn7J7NcbUXPt3qlof7WpMTWbodeX9WQQd2j9aOPZ7xG047TisbLhjx8UfMldkD7oYfU3KYOKDnd/UbZWm+r20Gu/xxWNzmDjgagyTbXDB2l05cumtmjUeSPJ6J71TF3dz975/FncvNaR28X67dyk1+zBBg9P/tpUHv0mjn3PI2Zyb1mBAJJxFn/JUSZVk3T5xt0+6xzOto/clSL/2hKH1RmeHQ66PUWNTY/zbJyr6ftt8WwmKcoj6Ms5U/Js6yKtwsqlthxCSQcqwpxVc12AVfHr9HrlV5DHP/LsoMJya3OxXALBb9hFmsKjtJEZiROlg6OYvMOY/lYxSPtz6Zxa3axAFihvDtErOknaoEBft76b8k/6rEucr7oV8L+eEAMo69VWI92j1auSDRhcm+fHVaAXXHmNkcV3vlk9eraNvXmiIqi8O4oeDmIT8/2DslPbd70q57RnGt6XqwSd/BSd+L4eiQZu0uiY5QOJ0iNWZ4SJM+HmH2hnjrhYjMpn5AOjdNWLCO8/Fz6UqJixEX5L2l30rxLiQme59WGGh53IExdc9dPnfguTFlTRl/me/QNk4JZcURiU4PDsX10oIk/nZaJw/2FVldNkX5cBzy5nFWtC1CWOo81OV6sdKeluTF6nHSVVnYrtrG8eJxHid5t9mpmKxOvi9SZOqySMKBWEniQk7YjiEjHt0wEMR3kgheKPF+Fu1eZtdo54dChDO1fGNYr9sfitKvpjxwLM6RuAGg3FMSZf6olBrvwxyZheWb9KMfSMw2xdnqJ2qdtPF9xhjnEoUxM4jR5n+V9g3bLFaUKMfeSRirtCVtmlpR3dhf1OdiOupOu39K4vzDuMu/W0qdUsYEyoHD0a+RvsqY7c1n+2KaN2iFPBhzqox60bdxhllPDfbT0vlSZE87MT69M4nYjX2aF8wYKzjO7umOkvU9tY96rJzEqdt/SYJDS/oLkvTcTP1dohypE59EWWb1FIXQ/1KrO8aQZhjjahGLZQqqgLp8jlDcm4syyMJoN19rFkNh3KE/pdeabbXNGP2KhNtLtc4YxvgdrYh3kU+wqxL0cq1JDjHS1Tpj0kgLMIrMe6nUT1UAHCnS0LhHZQX6lraZiaDxOtJa0nslXnYmze+keGHX6sx/Q/4q6HItuYDiYFTZ6orAHSsXQPJcJHHSc5zc3qQALoA4fL+RDpeWzyNpmwGcd1zeWrCPIOqCw8jx4MAF4flJ3Hdrncdx1JM7XVikVpdNns8uygRnm4GKvG+U9pBgx6OIGJbOPJZx5SLWkf4m3SXFWSMuaPzDCicy+2GM3V/6moTDcIWUtt/iGIv/9prvfkp2rUR9LpQOkqgLDgYDBQ49F1geW3GhZwCG+XOkKmPwoa1JQ9lxLKPV6Q/d0m+tTCgP5wDcDpWuk+6QpqXNpY7EhbXOjNwDFe+YkIb+D4fnSamlcXjE/QtpYRKBCzw3PbC7TTpWWlXqSLQlbZpe/Ivqlve5vO8qi5mfTvqKhANDnc+TNmNHMNqPMYFycB5Qjn6M9N0s9jEeRXakp2YRKUM8J+CP01Jl31QEVGQ4XUdLHYm+xHl/oITTj+XsOwqjjEXG+MT5RntW2emKcKsEC9qWMSBanf5L3BUk2v4/k7SsfkfihqPK7qsIHelOibGCdcbAaGVjTBJt4HG1jEV6nLhexYfzlr4Rr1GnFWWShPlaU36tYUxk3GJM4Pw4S3pywq/udY8kda81Sfazslo2Js1KAUZxkLZU6hOCUzRbNwpmztMETGA0BNoyHuV0ePxcxxHN03l7/Aj4WjN+bTLKEvnnXEZJt4e8T1bc+MgpJltfKzz+tZmACZjAuBFgpvykcSuUy1NJwNeaSkSO0EQCTbzD7gg0jxqi8b4AU/cbJ2FeNQETaB6BJo5H3SifrR1rB/E0Ir9Z7ZbO4eNDoKOi+FozPu0xFyVp05i0hF8TK/VmlZ53rXjnjHcLeEE+fd9uLjqHj2kCJjA4gSaOR91qzX//8t4l7xjXeTe1Wz4OnzsCvtbMHftxOXKbxqQlTFtZqXHpMS6HCZhATwQ8HvWEy5FNwARGTMDv+I0YsLM3ARMwARMwARMwgbEh4Hc0xqYpWlGQ9KcK+OmIQY2fHuhId0tnDJrZiNPHn1Wo83tagxZlX2XAO1b8JAf/AMRPENiqCcxXlG9IMPu19IXqJI4hAltJvIpCf4MbPzNjMwETMIGxIdCWRyuHiCi/C5f+Rt8CbXf7Xb66DfBtRTy1buQ+4tX9cdJesuZ323LHb9T1KCvflHZuWhCh6Ic9C6INFMRv69HHNwi5vEfLvQfKcTiJi/rrcHIeXi785tuZITt+vBgnZtRWZzzifTl+SzG2aa9lmlKCov7Yaz5F8fmdPt7r4/fkMG4yqn4rLkT1wgRMYAwJ+FHvGDZKLBKDLT92mn5ncoG2B3X8+DFmfhS26TaX9VgkeKO60Fa1y7MUgR9s5QeSMX6s+NNhfS4XRf11LsuTH5sfKd5Cij/2e7vW+cmkcTB+VJhzna+49GOj7I/rqkAPlb4fCvY9LXfrp5BOYwImMB4ElhuPYrgUBQSOUxgatu0+7AznKL+21KNXfMxU8eg7Gl/VGAcbVX8dVt348gNfs0nZ9etoDatMMR9eE9ho2JkOKT/6Gxa5MYPJly9sJmACJjA2BOo8WqGwz5Uukvh0F59t4lfo+YYt9jaJzwORF59tiu9QfUDrPJJh38EStor0cakj8QkqPvOyAzuC8RiOfNAbpEMlPuPFdv74MiSZ9zGt/DHEWScE8ojqDokZQMqEjgn76i4oG3mk76GxTllY8qjpEokZiPMlPmuV234K4LN0vGPGz898SVqQRMof9b5D+2JdNgzxnqclM3Ycd2GSllVmtCgnF2WO8xIpf9Q7aD1wAmDHLBWzZ3yW5zVS5ECZi4wZI7gTjxmj2A7zQ+QjtKzDkdkn3pO6WrpKot/Q5wgvs1hvfuMxHvvlWo/96zSts80jTOLcGjLj8TCfJ/tZEI7GzmFfXOT9gHe66AfnSA+TcEwIo+9/XXqEFK2ov1KWWC5mR2F8l0R9X7A06ZK1vbXWCXEoH980Jv2fJcpQZrxPSnt2pPgZuN2SBLtqPbYb+bH+hWT/KFepQ5mlZYMBxjKyY8w4XKLcnDNp36zqj1X9bJ3kOEV9J21X+gfcOP+xQfPuJ4+dlKgjweIUKX+POO0HvI/4C+lYaW0p2ipaKRuvk6heNYFWEqgakxpZ6TqV4puU/5ReHWrIe3RcGHmn7kEh7FVaktfGYTsu+LxNvGjeV+s/lC6T4jctX6Z1LrrbhQS8I/Mkiby4cC+Snipxoerm+JGU9KRhcI42pRUcjkHsCCVmEI/2WK1Qpz9JOHGbSVx0+TbsuTFSWPJ9TuJtELZX0pJvF34ziben1il3OigvCGHR8SM6MwnEW8hGsMdp+VfpixI80YkSF7yc1SD14IKGA7OttJy0jYTzT3nWk6qMePsXRKJMdTi+X/FwwCMP+gfOMXyrLK/3/ZRgvoRTx4XuNGkTib5NntiR0lFS/GcuLoS3SPSxaGk/+LwCnyFxnnCRpV+cKeHAkYY6Hi+lRnjaX1fV9m4hjPcxXyxRX5xG8uS8iIazSlqc4RUlbjguCGH7LIlVvMI5yOPbS6R4Dj5L69w47JskIV+OsXcSNhurHLPK8rKlYwb1OkBizKB/kB/1S61bf6zqZ3X6Tt6u8bjDyLvXPOhz9CHG5r9J70wgxH7AzUnsB2tonbHjrSFenfE6ydKrJtBKAnXGpMZVvE6lmKliViG1tbRBWl5Sx+4v4WSls2oM0B2JJRYvWC8J23HBReviJCwO7F9LwrgwMqh2s6IBd0qRKdMgdoQS35xlQBh1T52e/9T2P6ToLDw6bONEpMasw9lJwCCOHw7Z3yXYRMNBxBmscvyIX6ceqykex8ARSo1ZlZxBFmXJZrcLbdHx36JURRw/kmV+mLZxVqhvmRW1H/EvlnD0VkwSM4uJPUp6QBLO6slSEVPq9pQk7me0Tlh6A/QpbTOzltp2Id46SWAMS523fwvxuLmIdqVWcFxTe542OG6V47djiJfPIn5O4f8jxXrDhfz2Tg8yC+scs8qKyhbD0jbCcWEW9l1ZhkX9MZ6vdfrZxcqvW98patdh5N1rHjerjNykRfuGVr6XbMd+sH0SxurbpTeHsLrjdZaFN02gVQQm8p87uAiuK+WO37UKu01i9gfjIszM084Sd8YYDh6zW3eH7a3D8sKwjAsuYsyYpLMa7GN2MBoDbTpTluyak1XqhEMc7QatMNDymA/bMmzn3HBydwhxBl1spgyukWATDUeX2ce6VlWPpykj2vOiLENmCoZh+fGZcSjiWNRnuNjzWLZfY0Y59k3ywPnBmB3hFQMefzGz2ZGYgVtTyo1+/8sk8Eat/590WRJG33hknrBkO+0zpMVi+lW0jqPZb3vE8zXvlz9WnuT99MWHa+zftF60w00Ju7JKxfO1bj/r1neKjjGMvHvNgzGVpzTR8j7YrR8wSxpvVnsdr4vq7jATaDwBLkiTZg8PFeZxU248wor72Xei9HrphRKPuhZKi6RoMe6PkjBWuYDzKA8nk0eK0YqOmeye01VmR1LjIoMxy4DFusJoVMYsQJGT18ssZ1U9OAaWt0Uvxyirf9XxI0dmYnjUFY1zkbSPKMu8Yl9epxj9dK2sLfHo9lch8NNablqQH/02NfrBndK/kkDCYr/IohdupkzyfjVoe3Q7n2M/Tc/nwsKNeWBRf6rDvtd+1q3vFB4eu6gAACAASURBVOEZRt695lHFoc74FOPUHa+L6u4wE2g8gUl0/G4NrfbQgtYjjPekojELcbW0UGIGYXWJxyLRYl7rKyC/YCbRWrEa6/qQPmoTL/bpPy+sXJAPsxlF7cLjTx71DMM4BpYfp+oR6zCOTR6RIzcUZw8r05J8mFljpmNKik5fSfRZ3zVoe6Tn8y1J6WP7xv2zXrE5PuAo+9kw8h5GHinidHz6Qxf2Mc4kjNddEDjYBJa+vzVJLHAgeKcofwTEYy8ea343g3GStpkpOVg6Odv3nbDNQJIaj64+mYUNY5N3xaLzxLt320t17v6HcezvKxMetWySZcajyTMqDhAH4nT2JX2PLCbH0V5LSt/xe5C2ix5JVhyy624e6cKRx8qpbdQ1xbI74BDbYR2tP3nZKF1DprWH4+d9hsfPp0qP6Zqyvx3xNYU89bCPk+dfd5sbJh4t99se8XzNz2e2mSXKHwHXLVeT4hX1x2lVYFT9bBh5DyOPtI1iP8jHp/0U6W0h4myP103qQy7rBBHAeZhEw4nbUIovv3Nx/IB0nfTRDAjvScHpjVLu+J2lMByiw6U4E8bM0bHS76Rh22+V4coSztB60melOJtGOc4d9gGT/JiZ+aD0Won/MMRWkXiHhmOX2bXaybtuu0o4TLz7uHtBAtqAixj8qCPxjg5hBdH7CqIcn5L2kJgJo235R4Pn95Ab7bB6iE/9t+ohLTcePOLdR6INMWbe3yvxagDv1A3TeBfqMgnea4SMn6vltsM8yIB5TSn9BtIB0vIS5fyPmnl+RfHOl6akeA5uofWXS++U+MegtltRfxxlPxtG3sPII23XtB/E2fsnKgL/XPXtEHG2x+u29zvXzwTGhsA9NUvChY8ZJpyS6yVmW1brkpZ/wkBFhiOGc9KRfi79VDpQwsHBmC1kYKZc/PNIR6p6XIrjw2Mr0uCoHCRh95e+Jl0jXSHtuDh45i91wAEtM2Y/mAXBWexIzNZ9Kwtjxg0n5I8Sx8eBTY/zJm1fJTFLg0OxvxSNd8l4nEI66rxLsm9LrfMYnQH/PIl/fiEe8U9J4j1L68zK8U8G1HMv6QLpLqkjPUAatB4rKI+PSLwHhmh76kh51pWq7KWKwLuItDftsZLUK0ccPx69osslbjhwdsssr/dpikxf6kh/kyIj+lxqa2rjHOnPEm3GDQwXQf67uSPhcBaVn/xvl3i/j3jM0tJW5BPDeE+wqL++W+FpH6Yv8K4s/QnO9K8jpWi0c0f6i0R74wgS740xQsmSG4RjpI7EfxvTzxYm8Tl2fg4Wvd+YJBnaKnUos7xsnEP5mAFfZsE70j+kyCjmW9Qf476yflbVd/J25fipDZJ3P+Wj/2Pc4MIAFh0p3oSl/YBz6kLpeVJqVeN1Ft2bJtA6AlVjUiMr3MpKVbQEg9ud0vyKeN7dncArtYu+M8g/V3TP3Xt6JcC7ibTHK3pNOGbxJ3E8GrMmcHFMwAQSAq0ck1pZqZJuy6MxZo12KInjXfcmwG97rZdBibOcZjX7BJjhenV2WB5Hcy7XmYGd/RLXP+KkjUf1yTimCZjAXBBo5ZjUykpV9I4VK/Z7970JnKjNz0s4zRjvLPLokcfYttknsFCH5PWBh4dD8wjyIon3tppukzgeNb3NXH4TaDOBVo5JraxUm3vhHNRtex2T94RwNhDvhR0kxfcy56BIE31I3h38YmgH3s/jfdVPSPzzUNPN41HTW9DlN4F2EWjlmNTKSrWr37k2JjAxBDweTUxTu6Im0AgCE/nJtka0jAtpAiZgAiZgAiZgAsMmwG+Y2fojwM8u8FMk3NHzEwFtMH5Gg5/voF6zaW1kOZv8fCwTMAETMAETmFgCs/loZU9RbpPjR6c5TJptx4/jFrE8ROH8zmL8Jwzi1bF+09XJ23FMoBcCszke9VIuxzUBE5hMAn7UO5nt3pha84PX/PAuPxbci/WbrpdjOK4JmIAJmIAJNI6AH/U2rskmqsDHqbZ8Do3PuPVi/abr5RiOawImYAImYAKNIzCJjt/eaiUev6A3SIdKfwjb/G7YDRKfv+KTVtH4nBWfCOokYWWr/CAtnxf6dUjzKS3zz7TxKSo+n/UziU9/nSDxe3JlxreFfyBdIpH2u9ImSYJ1tB7rxue2dpI6Ep/Y4lNb+buIj1XYVyW+Z8qn4d4l1flJkzMVj0+dcSwcs4slPhfG7Bz1yo0f4+V32fgEGz/VQVkek0fKtj+mbX5bj2NQr9TS/Pj5D36aZY8QoSzdqNolK543TcAETMAETMAEZotA1Ts1fM/xSRLx+K7uIgmHi299nhEKOa1l6vgRfLTUCfvjoui9tBdoJ9/CjY4Ix+ObkXxIPjra/I4cztijQkY4ZDh0bw3b3RY4fC9Jdr5I6+TD562w+0nzJZxJHKLjpQ2lV0k4s++UolEWHE6+ufsEiR+BfpN0nVTnHb9Yd5w+HLMVQnq44nBGw9lixi5+mYH39XCweXfvQUujFb7jt532545fzA8nGMNRfY90d9hmUZRulO2SHNqrJnAvAlXjkXGZgAmYwGwSaOWYVKdSODnE+1pCm4+g4zBg01K/jt+VSssHwlPbRhscL+bPP1Aw83XfJNIWWt/6XqmW3Vhz2aCZj97vk4XjjN0sLZeEf0Pr30u2X651yoTzmBozc704fnn6Hys9P4oc7QqtMPuZ2lra4Nj8E0a0Iie6yIEjPxzg1HA6b0oCitKNsl2y4njTBJYQqDMeGZcJmIAJzBaBif/njh8mpHms+M0ByTODx1cImOFLjRk4LDp2zP6tLhGPmasHSxdIPLIsM2bLviBdLfFYtSNxzCKHkGOm78bdoO04M6jVeZvxR4ajl9ql2XbVZu6EUacnSTzapmzrSrnjx2wf/4CBQ9yLdcuP2cxHl2Q06nYpObR3mYAJmIAJmMD4EIiPHsenRLNbkj8P+XDxW6M7K99OIpyp/5EeGo7HO4PbSrdLJ0i3SCdLDwv7ixbkPS3xePSZ0hrSfAkHEIcwN46XGo+f0xnG6CjlDChTL5Yfh3f/MN7hizzyY7CfeHH/4hTVf2P8eIzqFItjjLJd6pbB8UzABEzABExgzgmkjwLnvDBjVACcpPyfHHgPr8riI9LPKuKBFZH5xwy0mrSX9FZpJemlXdIxW8iM3fslZssGtfhoFGcUxzMas4+9GI7onUmC6LzeqLAVQnh0eNN8CeM9xF4s8s3/UaYqj1G2S9Wxvd8ETMAETMAExobApM/4dWsI/ss3n43iEW6V8V7dFdL6BRGnFMZ/o2J7S5uG9fjftKdpu+y/evnHjdyYwUsf3+b7y7bjI974yDfG3agsUcG+jbMwZiN5FM0sHzx4t+7pWRweTeMg4vj2YjG/TbJEOMzUh/c0i2yY7RL/gaboOA4zARMwARMwgbEmYMevuHl+oOCnSbyfhjELxzt5dewgRdpSekUSmfT880J81289rTPDd/8QZxUt+e/bsnf8ztP+u6S3SA+QmJHkv3TrzEQq2jL2ZYUw4/ZeCUcMhwaHlLL1YsxWxvT7ah2nbCrJ4GCtU7f4X7gc5wPSddJHk3h1V8kPZ3OXkIA+fKjEDCPvaXazYbXLR3SA30g4uDYTMAETMAETMIE5JlD1X3T8HAjvxRGPR6YdKX90yCPKT0rM/DF7xX+fHi3xzxIdCefmdIlHiORDftER0erMP3HwTw44N/xkDP8h/GR2BGO270sSs2GXSfykyoclHLoyI1/eF+QdN/5hAoeHY9whTUvUoyPxzw44ifGfKnAo/yL9I+yPTizLsyV+x+8m6RiJR8k86u5IW0ndLP4XLk7YtET+10tvLEjA+4zMyPFPHcQ5VeIRd7QilsdqJ4+g4cusKI5btJjfNQq4XPq49MCwsyzdMNrlbToO7Z6255KCecUEMgJV45GBmYAJmMBsEmjlmNTKSs1mr6h5rKKfX6mZ1NFMYGIIeDyamKZ2RU2gEQQm/udcGtFKLqQJmIAJmIAJmIAJDIMA70fZTMAETMAETMAETMAETKCRBPxoZfTNdqYOwXuG8f27XUd/SB/BBBpJwONRI5vNhTaB1hJo5ZjUykq1tgu6YibQbgIej9rdvq6dCTSNgN/xa1qLubwmYAImYAImYAIm0C8Bv+PXLzmnMwETMAETMAETMIGGEbDj17AGc3FNwARMwARMwARMoF8Cdvz6Jed0JmACJmACJmACJtAwAnb8GtZgLq4JmIAJmIAJmIAJ9EvAjl+/5JzOBEzABEzABEzABBpGwI5fwxrMxTUBEzABEzABEzCBfgnY8euXnNOZgAmYgAmYgAmYQMMI2PFrWIO5uCZgAiZgAiZgAibQLwE7fv2SczoTMAETMAETMAETaBgBO34NazAX1wRMwARMwARMwAT6JWDHr19yTmcCJmACJmACJmACDSNgx69hDebimoAJmIAJmIAJmEC/BOz49UvO6UzABEzABEzABEygYQTs+DWswVxcEzABEzABEzABE+iXgB2/fsk5nQmYgAmYgAmYgAk0jIAdv4Y1mItrAiZgAiZgAiZgAv0SsOPXLzmnMwETMAETMAETMIGGEbDj17AGc3FNwARMwARMwARMoF8Cdvz6Jed0JmACJmACJmACJtAwAnb8GtZgLq4JmIAJmIAJmIAJ9EvAjl+/5JzOBEzABEzABEzABBpGwI5fwxrMxTUBEzABEzABEzCBfgnY8euXnNOZgAmYgAmYgAmYQMMI2PFrWIO5uCZgAiZgAiZgAibQLwE7fv2SczoTMAETMAETMAETaBgBO34NazAX1wRMwARMwARMwAT6JWDHr19yTmcCJmACJmACJmACDSNgx69hDebimoAJmIAJmIAJmEC/BOz49UvO6UzABEzABEzABEygYQTs+DWswVxcEzABEzABEzABE+iXgB2/fsk5nQmYgAmYgAmYgAk0jIAdv4Y1mItrAiZgAiZgAiZgAv0SsOPXLzmnMwETMAETMAETMIGGEbDj17AGc3FNwARMwARMwARMoF8Cdvz6Jed0JmACJmACJmACJtAwAnb8GtZgLq4JmIAJmIAJmIAJ9EvAjl+/5JzOBEzABEzABEzABBpGwI5fwxrMxTUBEzABEzABEzCBfgnY8euXnNOZgAmYgAmYgAmYQMMI3Kdh5a1T3HvqRHIcEzABEzABEzABEzCB5hOw49f8NnQNTKAtBDwetaUlXQ8TaAeBe/yotx0N6VqYgAmYgAmYgAmYQCUBO36ViBzBBEzABEzABEzABNpBwI5fO9rRtTABEzABEzABEzCBSgJ2/CoROYIJmIAJmIAJmIAJtIOAHb92tKNrYQImYAImYAImYAKVBOz4VSJyBBMwARMwARMwARNoBwE7fu1oR9fCBEzABEzABEzABCoJ2PGrROQIJmACJmACJmACJtAOAnb82tGOroUJmIAJmIAJmIAJVBKw41eJyBFMwARMwARMwARMoB0E7Pi1ox1dCxMwARMwARMwAROoJGDHrxKRI5iACZiACZiACZhAOwjY8WtHO7oWJmACJmACJmACJlBJwI5fJSJHMAETMAETMAETMIF2ELDj1452dC1MwARMwARMwARMoJKAHb9KRI5gAiZgAiZgAiZgAu0gYMevHe3oWpiACZiACZiACZhAJQE7fpWIHMEETMAETMAETMAE2kHAjl872tG1MAETMAETMAETMIFKAnb8KhE5ggmYgAmYgAmYgAm0g4Adv3a0o2thAiZgAiZgAiZgApUE7PhVInIEEzABEzABEzABE2gHATt+7WhH18IETMAETMAETMAEKgnY8atE5AgmYAImYAImYAIm0A4Cdvza0Y6uhQmYgAmYgAmYgAlUErDjV4nIEUzABEzABEzABEygHQTs+LWjHV0LEzABEzABEzABE6gkYMevEpEjmIAJmIAJmIAJmEA7CNjxa0c7uhYmYAImYAImYAImUEnAjl8lIkcwARMwARMwARMwgXYQsOPXjnZ0LUzABEzABEzABEygkoAdv0pEjmACJmACJmACJmAC7SBgx68d7ehamIAJmIAJmIAJmEAlATt+lYgcwQRMwARMwARMwATaQcCOXzva0bUwARMwARMwARMwgUoCdvwqETmCCZiACZiACZiACbSDgB2/drSja2ECJmACJmACJmAClQTs+FUicgQTMAETMAETMAETaAcBO37taEfXwgRMwARMwARMwAQqCdjxq0TkCCZgAiZgAiZgAibQDgJ2/NrRjq6FCZiACZiACZiACVQSsONXicgRTMAETMAETMAETKAdBOz4zU473l+HOU76VdBFWj5K6hY+O6Vq31FOV5Vule6RVh7T6rnNx7RhXKw5IbC6jtqR7pbOmJMSTMZBNw+c/6nlkaHKRWFtoNHWerWhbUZWBy76Zbaqdt4g3SURl/W9kgRTWt802R7G6iHK5HfSStJ9pB9I60jdwodxzEnNY09VfJwdv6I2301l/pO0QdZoU9oeVl9coLzemuU/6OZzlEFe7vkKm5K4sbEt7otlHOZiPCorzzD3PUSZ3Sil42u3/C/QDjt+3egML5zrXXT8Yq5FYcM74rx585XZlDTbY8Ko6zVMRrOZ1z2TOOP3RxHmLvML0t/C+vEJ9UVaH9bFNmb7LK1cKkVn87lav1rqFp4Ux6stI1DU5swE/1b636yuw+yLC5T3sB2/OwvKPV9hlHu2B/kMXWM252I8mi04zC5dL/15tg7o44wlgfkqlceEMWqa5caoLG0uyoNVuU5SQRxOrFt4EtWrLSNQ1OY/Vh03amA9f9LQcjcQdSOL/BeVetg30Y0E4UKbgAmMlkDVo9549E9r5e6kKFtonalh0t8e1tmen8QpWt1PgczYMIN3rfQ+afkQcS0tyQNH769hvaNlt/CQbN6TtHK2RNzrpG9I68adWp4mUU70b9KXJAZZtveReI/sI9IvpJ8FfUDLh0rd7GbtID1LHjkyQ8mMzjnSwyQcE8I4ztelR0ipvUYbPMK+RLpM+q60SRKBR9uxzJR/J6kjMRtwihTfyXub1mNdYLe1hFF+Hiuy7+AQVrTYU4EcZ2NpWoqzUm8siPzvCsN5+bXUkT4l8XgKq1veEH3mEf5BEv3gKum/JepCONatzXfVvtjv9g5xq/oidYExbftz6QTpqSFt0eJMBd4h/UviWOiYJOLaWicOs46/kb4nVV2wi8pNuzCDBf9bJI4D32i9ljtJ2thVWNSxQccj2o/zg+NtJV0s8YSBNk37Pn0snodv0Pqh0h9CWHzUyrlI/+hI9GPGkd2kaIxNf5cYP2njB4Qd52vJMW+VXhn2MfZxvqfGrPdPJWa4GTtfIl0g5Y96V1HYx6WORDlIs4OU2pra+Ip0ucT58EPpwHtHWWZrdYV8MqQhT86lKWmFJCZljpw4F86SqBvn9guSeGWrZeM4x4rnPRyPDxkxfvxT4hH5Zknm+2kdVr+UrpAY8xck+6vGnxiVY9Z51FtWdvKqy6dqTEiqsGS1apyoutZ0q+ty2nGYxHUM0Wc+Jz1qyZHnzSs7P76vePRt+gXnzDtCOvrvTRLnBOfhuFvdMWnc63Gv8tWtVD7QxkxIv3/NGuPkMdiuH+I/RksGqC9n6RmE88GPKEXhDEp0rhMkHsVzQjMIE/ZoCVtVYiCmrOdJXIS58DN47iNxYuOE3U/CcDq4IJddzB+r/Z+QqM/npWdIOEY4ZgwydGjSbycRJw5UWp2xSyROgGgv0gppHxkCKMt8icGZCwnpN5ReJXFxeKcUbRetUDeczdS4COycheWbeyqAtDjL60gMsG8KYTslkRm8/0/aI4Q9UMsLJS5ecO+lvGTxfgnnijphDJwwp4+kVtTmKyoCZWbQSa2oL26vCHCNg9XKWqet35qlzTenFMANTW6rKYBBjAsh9cbeLHExenrY7rYoKvcCRabckUNM22+5ux27KeGwqGPDGI9i36ePdev79HP6JuXC6VkkMXYwxpwh3VeiP3E+x5sgHDWctH2laPQX+nccY2I4Tgl9Klre3x+nHdwEf1Eif3Si9HuJ40ejHDhxOGWxHC/TOufsdkujzZTz8GSbcYeylhl9kXN9pRBpFS2npSOSROkY+22Fv1iiT3PTy/kHxzKrM46Tnnbn5nTNkNmztfxWlnG8zmwQwik3cb6ZxKs7/tRx/OqUvRc+C1TOojEhq+bMZp1xgjYvu9bEfPO6rqwdXLsia/rYByX6QrxBrzo/uE7SBw+IBwnLV2iZXxOzKGOzWXdMGpsC1ylI3UoNOtDihP1DouOkhiNBGTZPAvPBL+4qCv+YdpIvJ1Y0OiODZTowMfhxHC7S0RiYogOI85baQm2skYXlm+RPnk9JdnwmhG2chDEzhoObWjyZ0rDfaWOfLB51vlni7isaThqzTNGYQcCJOjoJw4G7TmI2s8zixY8LQGo/1sZVScCVWr88i7ONtqk/bKPVKW/sCx/J8jtM21yEHpzld1oWb0Vtc9y9s3DC9s/CyPN6iUEr2hZa2TqLl29OKeD2PFDbH5VwvB+a7MMB7EjfKYifBhWVe4EiUG76Ymr9ljvLpnGbsKhjg45HHKNu34/t9rWkYIw39PsdJcrMjVFqn9PG/0hxdu+ZId5Lk0jcGOZOC+dP2t8Z3/4upeMb5wfjW+r4vTzkn17gOdQFEnliOJ3MYr8+bMfFomw732Q8TY/P/tdKt2YR4QGLdAz7txCGg1ZmdcdxnE7O5/MkHJPLpDWSjOPYcmR2MM75s0NYL+PPDUqT55WH1S17XT4LdMyiMSGr0sxmnXGi7rUmrxfj2vzsoGuFsq2XhJedH0T7rkQ7pXaONtJrfrZ7rDYn8p87htUCWyqj5aSfZBniYGDbZOF1N7mAXyNxNx2Nx5vXSkUXd+6Ko9EZmU37gbSzdLrEyckAeaLEY58qw1HhcUK0G7XCHU7a0Tmh4kxejLe8Vr4gXS1xnI7ErFTRScqs3z+laHl+8SJAHWCM7SCdK1XdzYfoMzMBqXFXx0wHsweUC+eWsNQoF5Zzripv7AtF+TGIDHNAOF/5cUfOsXjkwUXzAgk2/Rj9lL7FnXA0Lqbwi/VKdvW9Ouxy912QCUhY1vfT6qdjB+MNM0hx3Coa13BSnh4yoP9x87cwyXB3rZ+QbBetbqbAfHzjhuQ3WeR4DhadU89QXJw3bpBxAo+SPiw9LeTx7iyvfPMuBbxS+pGE09WRjpAeJlHH3FIWjFVYPv7laeqO49zgvk5aIFGe46R0nO52neGcZ0zEhj3+1C17OPy9roF1+cS0+bLOONHLtSbNn3GNawA3tJ2g6RCh6DpVdH4Q/XMSs6/rh7RcT9aS0vhh13gu8IBt/RF4eEjGtH9q8QIa9/eaO+keL3UycVdXNCjlx+d4h0h7S0+UmE27WVok3ZedFcZAlBpOH48iOGmiEZbmRZmnpQdJzASsIc2XGMA4SXNj5iC1PD/2cXI9QuJxM7abdFJYr7PIjxHb5TFKHNsGx7KT6FKtky6d/eJYeV55eWN+zPil+bFNWuoxLPuWMtpW4mLJRfYW6WSJi1Y/RtmL+hC8uGGgTYdhwy73MMrU1jzy/pr2/bTORe3ey7h2ojLj/KR/MxP/POmsCqiMY0XHpT+nFsuBM9RJxEwgYxQXW4zjHy3tJOHw4oy+YmZPd3u7dh0lHSrFseqAEL1qvOLcx6rG0l7Gcc6NM6V1JGaTUoscYhtmu2c2hz3+9FJ2jp/2t7p8iupBWNU4QdmmpbrXmvQ4OMhfly6SuDbOl7gRwYravaifEvfLEjcPXJOwXaVTw3ojFnE2pRGFHbNC3hrKkzsJcTvu77XYpOMudONeEybx79H68UEbavkWaUqiIx+TxBvWKneI3AG/X7ptSJl+X/ngODKrxSzqEyTucusaA8OdSeToGN2osBVC+Ge1PLBuhiXxYlu/XnHOLok3rF1cHNBq0l7SW6WVpJf2cQDKnvdhsiGMGZXciejjEEuSDLPcg5Sj7WnL+n5V3dNxjZuKaEXjGjdnh0lc+Li5ZMbw7qVJCtduUmhRf2PmmjyixXIwq3JHYU6LA+mf3Oi+S3qu9B7pNAkH8LLFUZb5u4tCGEt4PDcq62UcxxnGEWG27DPSAokxHIscHhK2ixbDHn96KXtReQYNKxsnBrnWcHOAY4rD/88BConTh/P3KolrK9eoHQbIb9aTesZvWeR0iPuEYO7AnrxslJkQHBPixkcfMVrcpvP2Y0xDM20c36WJeXCnu3/NDD+meDgCGIMfHRRnkvf/RmHMDOXGHXHV45A8TbrNwMdM1gulfaUvSHEwLEsX922cRWIm8moJ55cLzBUSF5XcphTABaQXm1ZknKQ8P7hwJ8gsYz9W1BeZyd00ZPZ7LbngcaGralvKF/s15/32Em1EP11TSmcMicdjs9jHtVrbOA4Wj7W51pkR6rfctQ/c0ohFfaCqqmV9vyptHLeKxjWcrPSxJ/2P+Mx87C6dWJW59jPbwvi2ahIXR5U+mBrjIJafU7yi8cmwbxUtjwnrXNBxPHmES99bN4QXLYrGq37P0aL8CetlHD9O8bl521N6tsR4Fy2eg5skYaxyXp0Rwqa1HOb400vZs2IVbnYbE4oiV40TRW1X91pTlLbfduem51HS2yVmYztFlRnXMDt+y7bMbxW0egh+n5ZbLRtlJoQ71w9Ke0gbhDjcuXECnyn9MIT1ujhcCXiP7QiJDo3hgH5I6nYHG6ItWTClnQ4eOK8MtOfmEYe0fZ7y4S6Iux8cVgbed0orD5g/Jxezc/8psd6L0Q5cTDjZYcHAOZVkcJDW4ZQ+Fnqpthl8f5bEq7OKI8ls5z7SeiHBclq+V2JwYJaxHyvqi+RP3Xi0hnHxY1a3qm3Ji/bgIksezHZysaS/cUGnv8XxgMde9GUGtV7t+pCAc4jHJ1yc6Hv9lrvX47ctflEfqKrjXopQ1vfL0n9FO8+XpqQ4y7SF1rnx5Jz+a5b4RG3jnK0mXZztK9r8gAJxZo+V6IsPOaCLogAAIABJREFUlHhUS1hqZ2kDp4f+GcvBrCDpfhci0r/eIOEsRWP9bgkHs5t9VTueJW0TIszX8o3dIvcZXnccf7Xyx3E4R8Lh+rREWpxj7CaJ68xrpXhzxznPtQk+2LDHn7plD4evXHQbE4oSVo0Tg1xraHeuB4dIXKOYHJkqKkSNMMpBP1wknVQjvqOMmEDVrBAXoY70F4m4rL8uKRMX/99IP5e+JsWZsyTKvVbfpK2rJGaTSMdJw4CEcfJ2pL9JOEasM2vXLVy7Zoz9X5boWD+VzpeeP7Nnsb1bCx7DUP7fS99asmfxyi5afE/6hYSzeLnEAFlm5IEDgDPQkSjDadLt0r9CGHfbp0jMmsWwTbWObS1dKjGIMStwqHSdxGOaaYnBuyNFFnHmAIeFtuCukP3R6dbqjF0oUf86droi3SrBhfLwiJjHvQw8RQM7ccifcsKZi02c4e2nvPso/a+CYP5RiYsbBs+OlPcF2oqLO2W+TaIO0Yr6Iry/JF0p0ba/lD4s5TPESzIJKziK9OdrJGY7d0wiPEHrXPDhBIvzpM2S/UWrZeXG4aVOlJELFNZvuUPyxi5o1zIb5njETQvHY8ZvWuK8yvv+vyss7W8dbUfHSqszhjPGTFpH+m+JcWShVGQrKpDxgJuR1Ir6+31DBJwuxgpucOmPe0kXSHGMjH2ZGxWcwo7EeMw5eqDERRvjIo4zSl6cC8RhrHgOO0uMMf3jEg4T9WPs+5AEO3i9WMrHWPr7C6XfhXh/1PJIqcxgUDaOU2cY3CRtKXFzyjrlgCnnUbR4neF8p677J/viatn4s7kidSQcbMZ5xt+isJhXVdl75VM0JsRjpcs648TWSlB2rSmr135Ke610o8TYf5AE7z9I3PzWOT8UbcYY2+iznC9NsqoxqUl1WVLWVlaqkS0xnEJ/QtlwQbOZQBMJzOZ4FB0/HCabCZjAaAnwWgETIU2z2RyTZo1NKys1a/TG60DMEDCLyqMNmwk0kcBsjkd2/JrYQ1zmphLg6cxzG1h4/45fAxttEorMI5vlJB6vTEs8LraZgAmYgAmYwFwSOFsHXztoXS15Vck2BgRm8w57DKrbyiLwHgvvuvCy+KNbWUNXalIIzNZ4dKaA8n4tx+O9310nBbDraQKzSID/KL9N4r3+qndJZ7FYPR1qtsakngo1aORWVmpQKE5vAiYwJwQ8Hs0Jdh/UBEygCwE/6u0CxsEmYAImYAImYAIm0DoC/691NWpWhdKfH/F/4g3WdunPR/AzNDYTMIFlCfAPUx2Jnzm6ZNndDjEBEzCB5hFo2qMV/yfecPsY7wXa8avP9NuKemr96I7ZI4FxHY/4GQo7fj02pqObQAsI3MN/TtpMwAQmlwD/CMDLyjYTMAETMIEJIGDHbwIa2VU0gRICu5fs8y4TMAETMIGWEZjkd/z4NAufrfm11JE+JcVPF62jdR7RIB4b8gvdfMqHz+jwaR8+GfSqEHarlh+ReHcGY3mDxKdceJSym8Rngfg0z8+kBVId49MyfP7raolPzPB5mOVDwrdpGT85x7H4hA3GdzD5SQf2HRzC+PFjPk/UkSgHnz3aIexLF2U8Yrw3aoXPBVEPfmvvBOmpBXmlQVtp44cSxyUNnw3bPkR4h5Z8+gjOG4aw52nJLBRhC0NYXPD7SfxsBZ+cohzwPUSijrntpICORJvxWKvqHUpugg6T+BQQ4pNrn5MeJaW2pjb4vBn74UDd+IxUN+u1P1S11946UOybfIbvcIk6wgyeuZW1GW3CbyTenCfS9n5St/6Xnx9VrMvKUHDoiQriPOWni2jT10pnSLdLtOnHpBWlaHyKir5Hv0OMXzsv3X2vtdh+/DQSn+jjM38LusQlmLz4nOCfpPNDPD6fyM9X0NfpK5xzU9IKYX9csH2MxMwxnwM7S3qNRJ3oW2m/rDPOKInNBEzABOoTYLCpshcoAt+k3SNE5Ft7fLePAQ9n+H7SfInBle9U8s3V9SUGU/LH0WNA3EDaN4TlAzDOBg7Y6dJDpQdLvEuFA/h4KdqeWiHP1DHByWMA5pjYYyScti+HbRb8uDHpNkrCWMXJi2XB6cAxYcCOTu3LtE7dtyNysCoeRMNZ42IUHSHK+wMp/0ZnzJPlIyUc4Hgs2B4pfTOJtEDr1CM6fuyCFWEL2Qi2mpZ8TxEHnXwwnES+Pcn3HaNdrBXa7HiJPHHQuaDxTc8yoz4wx7HDYPdBiX6Box8NZxNnK9qLtEKbVlmd/lCnveirT5LgQ1kOkHC+6TOE8R3UaHXa7AhFzh2/qv6Xnx9lrOuUISly61brjEfc0BAP551zhZuQrSWcqOMSIpw7R0mx/5PuFik9l4ke24/xCVtJ+paUnnf0R/pPNMYFzmf6VzTajv5PemwVaVqiz6SGg8pYt61E2beRrpeo03pJxDrjTBLdqyZgAiMgUGdMGsFhR5tlnUpdqSJwF5sagxVp00EUJ+JGiQtyNGbfbpWWT8KYNcQRTI2B9e/SqkkgDuDdUjqY76ltjrtyiPdoLf8h4XSktoc2iMddP8aHzJmtOTpss+DO+zrp/iHs5VqS5iVJHFYvkKhbtDo8DlNkBvOUxRba5gLVzSLTJyYRcBz3SrYXaJ0yVjl+ON84cA9L0rLKxewZSRj1YgaFC1C0r2vle8l20SoX0/nZjrW0TdnixQuH51/S67N4i7Ltos06/aFue60YynVGciDahf/UfFcSVqfNuIjfnKSp2/9IAmvSpqy/oe2UdZ0yJIdv3Sr9p8rWVgTi4dSlxgw+Y8FjQyDnDud9aidrI+0Hsf2OzOJxrp6dhNEfLwnbL9XyfAnHLjWcwHT8Yt9rJca/aNyQMc7lZefmKD13iF9nnFmas9dMwARGQWAif8ePwfMpEneyqTG7h+WODA4iM2TRcASZUWKwi3aDVpjdyo1Hkn9MAplRukraLI+YbG+pdS6kP8ni/DhsbxOWf9WSAX/nEJ/gHaRzpTgDFetSVFecJQb2ujy4MPDoh7x4jMOs3AUSx+tmsGPWgjgHS2tIOArMEPVq1Jvv9t6WJdxO25FN3MUMJzOB0ZhJKWqfJMqMQ8dM2nekTtB0iBBnAbkI4+xwkfuw9LSw/91hWbWo6g912is9RtpH6KM4vGk9+2mzuv0vloPzJmWdnwv9lKGKY1v3R0cs1o9zjbFgkxDAjc+h0s8lbsI60oul2D+J1q39OFcZH3LD6TtN2lviRjK1u7TxSulHUjzeEVrn5is6iZwD3BBdlCbU+qXZdt1xJkvmTRMwgWETYJZj0uzhocI4TJ1EDFQ4KczKpUZYalxgi8Lum8VjM49HGM4fj267WSzfn7MIpMPiftY/Jz1C4r0ZbDfppLDOIsZl4O4kYmaJQZ7BuC6PbynuttLt0gkSj5hOlvIZOAUtMZxeHEwcv0VSR/q+FB9BLYlYY4VyRgZV0XPutFlR+6T5cMFkZpALGDOU86XooC+fRIQ1s6w7SVyoeQT/imR/2WpeLuKm/aFOe6X55/nl9eynzXrpf5RlFGUoY9jmfTnL2N/jeHG6Kr+jhDP2OGm+9EUp7Z+x/eqcK2sr7YES53T+hEFB894ucZODs8lN23zpAHbI4jEfHbbz8Yo8U6s7zmTJvGkCJjBsAtxNTprFxxSfVcUZ9EZpDyrIHEfpxoLwGBTLlzugcTt9zIITxSwSM3DMej1B4s4+Woy7vgLyu/kYB+cPq8Pju4qHeLyzl/RWaSXppWTQxXCMFkr7SFywDpNwSLhwMWuKs4LdJyxZrJysx1Xq8pCC8GEF4chRFi5y6QxWnj8X50Okd0nPld4jMWNCPZlpLLOq/lCnvcryL9rXa5v10v+KjlcU1msZivKYhLC8f8SbKsYLZnKZEZ6SflUCI7ZfnXPlL8rnBRI3dF+Sdpe4qYu2i1YYT85JwvJVZpmxfLziiUBqsVx1xpksqTdNwASGSWASZ/x41HiFhDOU25QCuJgPy3Bu0hkxBscnSfljkfR4OHM4Hk/PChG3uYhGu0crzLq9UNpX+oJEWDQeW2J5XXnU/cmwry4PHgVtGtLw6BTHB4fnqSGsaLG5Al8Xdtyp5WcknCYuYvHdoT+E/XFGgE3Klxv15pFWfkE7SWFcuAY1Hlflls/MrqIIx4RIOInflHBmcVrXzRMXbFf1hzrtVZBt16B+2qyX/tf1wMmOfspQJ982xtk4q9Qztc1YcIlU1D+JnvfR2H6bZHlxLp6RhTFrz40MM4nowxI3ddGKjpkfjycl/5Di7HhMu1GSD6t1x5ksmTdNwARMoJpA6vh0i42jwGCVPqJj1uoGKXVALtY2zk1q09o4KwvDKflaFnaKthnsuIPmTh6ngbD/lR6fxN1T65Q5neV6n7Z5VBMfifI45Wrpy0m6uMosH+mpT/quD/t5vDktnS9Fh4k7cR69vpMIwerw+KjiUu/4jyPU5+fScUuzWWZtR4VcJ8WLBeXB+bsqibmc1uGOA4cD9UApOrALk3hckHASOV68YaHNyD9lV9RmpEmPmWS7ZPVFWoPjIolyMJPJo1/CqAdG34Dzs8M2i4USbZqzT6LMrNbpD3Xba0XlR7lwqlKjjml71GmzI5SGfppa3f5Xh3WdMjxHB6c+z8rK0YZN6lVla4f6/0LLrST69wIJpyxtz59puyOtIWHcpOIYXhG244L2u02KN2WcqziE3BxGoz/iUEbjRozzKx3HjtI2+W8TIs3X8rcSdeJciPYxrdwhMSNJ2Tk/KCvx1ouRtKwzziTRvWoCJjACAnXGpBEcdrRZ1q0Ug9SF0nXSTyWcmieHouEkdaS/Sbzg/JMQTtjdEv9YgdODXSNx4Sesszho5m8cWLfXOgMz+3kUuGBm72LjLptHIJSZAXWXJXvmzXuT1rmQ4/D9RjpcWj7Zn65SD5y7IsMpOlrqSJSZuh4o4dykVsaDeJtKPA66UqIev5SYIXgAO7vY6grnwk/9SUNa6pw7SVsqjIseDsh50jMkmMAGjtFwcr8iXS9xYfmqRBjWrc1wcnmkhcPWkShTN9tPO66VbpRgepBEObgg4iAxA4LDzCwH9YEn3HFcqqxOfyCPqvbiHcN48eXifqzERbsjUUfqeoGEVbUZ/RrngtnLjrT5TKrFVtb/emFdVQaOtofEOfSgJUdvz0qd8Sg6fjup2idJtOufJRwqnPxonDfnhH30v5Mlxi1emehIj5KixfbjPCXu/sk++u2dEuNbR6L/cF7Sdygv5xf9jJufj0ucl7zKwCsaH5JinBdrHVtB+ojEzSo6VdpRIt66UmpV40wW3ZsmYAJDJlBnTBryIUef3bhUKr+jHmXNP6HM9xzlAZz3wARmsz8MXNhZzIAbkB9K3CC00eqMR9Hx4yaxLcYrENT9EW2pkOthAi0hMJE/59KStltSDR4PPk9iNs5mAk0jsJcKzKz6wU0ruMu7hMDbtZY+0mXH+hIz9vEdXuMyARMYEwK8j2FrJgEe1ywn8Xh4WuIdG5sJNI3Ap1VgHivyqNfWTAJPVLFx/uKrKLxb+HrpsGZWx6U2ARNoGoE6j1ZGWSdm4G6QmMXg3RvW1xrBAXl35yaJF+z55w/beBKYrf4wnrV3qarGI2Y6OY+JxwwZ7/U1zXhEzbu0vJOMeB+Q92Pz94ibVi+X1wTaSKBqTGpknVtZqUa2hAttAibg8ch9wARMYJwI+B2/cWoNl8UETMAETMAETMAERknA7/iNku69875Am7dLPM6ZDeOnOToSv8N1ZMkBeRRJPH7e4ZKSeN5lAiZgAiZgAibQcAJ2/GavAbfQoYp+suIQhfPbcd1+o6/fEvITGfOl/Md58/z4DTfi8Xtgk25wmJLS30ObdCauvwmYgAmYQIsI2PGb+8bkx1r5Qd5/zX1RJr4E80VgkWTHb+K7ggGYgAmYQDsJ2PGb+3Y9TkXYSuKRrM0ETMAETMAETMAERkZgEh2/vUWT/7RDb5AOl/hsFZ8perXETxB8QOJ9PGbi9pBy43fH+NzVr6WO9Ckpfgs3xn2sVvikGJ9q+730Lin/eQN+uuGPEmVZR0qNz4f9SuJnW/jkGT/QvCCJ8Bqt/0DivTw+yfRdaZNk/zBWKS8/y8Bn4+LPNLxN62k9eJeQz6jxCTUEl52laAu0wnuN1JEfc31H2PESLfkZC37y5swQVud4fCuYz0P9QorHpL0eGvLotlhFO/j8VEfi5yZ+Ku2QROZnNfhsFcanqfgZHuoSja8rUE76BLzhzmN68rWZgAmYgAmYgAnMEYGqn094oMr1JIl4XNjfKPGDoydKvO92lMR3LQk7QfqH9Dgp2gu0QrzoEJJf/FZudKRZ8gPLOG18S5bvbfLtzOuk/J87tlNY7vi9T2F/kjaQsJUknJFvhm0WOB44T9FepJU/S49MwljFgSn7544Y/RSt5P/c8X6F8cPQG4ZIcMNRpXzRyBtmse44SLdI1Csa38eFGd8ITo3POh2fBNQ9Hg4v383F+I1EyrRp2C5a8A8svPOIwxYd9JdpnTKl5Vygbdoi1lerM7aahNOKgx/r+TytM0tbdtyZxLaJJlA1Hk00HFfeBExg1gm0ckyqUykcMeKlnzljho6ws5Nm4IJP2KuSsCu1fnmyzeo2IV50Il4etnHGUrtIG1WOHz/GjLOZO2v8c0hatjWzvNn8nbRPFt6v4xfLwexaaodpg68sPDgE8j7cA7I4J2v7jCzs29rOueHIbhbi1T3eBYr/+SzvhdpeIwtLN2N7pI4y+8nr4iTiAq0XOX78U87fpIclcVml/M/IwrxpAimBOuORiZmACZjAbBGY+N/xuzQhfWNYz8MYuOMsGk7OUyRm+FLjkSO2dVhGZwZHL7U072zXks0ttbaclD5mZCdOSvpokv8C/oJ0tcTjx45E+YocQgX3bLEcRXXFceYRL4ZDdKjEDOf1Ukd6sZSX4wSFrS9tLGE41TjbkVHd4zHbt7N0uoSjzczfiRIMullsl6K64Lgxa1tmOPa/kW7LInH8H5cl9D4TMAETMAETGCcCOBiTbP+TVJ7HflgahtPHf9vyqBB7eFjiePCeX2qki++ZMXuF8eg1tduz7aLNeAwe9XYz4kxLvKf2TCk6JNdoHYdwGBbLwYwfj2Cj0Weo6yNCAA7Y2hI8eCcR+7SUPwL9isJIt1Ci3LyjyMxgtLrH4706nLz/kL4hwekY6TAptmHMMy5j3j/KduDA8igbh/kveaJkm/Q42DYTMAETMAETaDSBSXf8em28+Jj2s0qYv6+W5nVT2MAR5H23aPHxaBo3X4/HeEi+I9lmBotZSByyfBaqJFlPu2I5Xq9U6SPmNBPKQFmmpOj0dTvI3drxRQmn+c3Sq6XnJpHrHI/oOOPHB/Eu3lukKQknGwewyGLezDji6PVqpC9rj17zc3wTMAETMAETmBMC8UX1OTl4Aw96s8p8hYQDkduUAqIjEx9fbpZF2ihPVLD9fYXxTwObZPt4tBrfm4v/2JBGYVYyPpIuyLbnoGml4F3DvK4c+1TpMVJROTgQ+4rsRAUye3a4xGPh3yeRprVedTyi85/Q/LMLxj9r8P4leT01hBUtvhMC87rw2P6TSQKOj8X/WoY5M5v8xzSPrnPn7ySFbTuTwmYCJmACJmACJjAnBOq8TB3/uWPvrISk3T8LwwljhioaF3ochFckYS/V+g1SfKSIQ/1ziX8EwWHAQeJYPOqMs09anTHeE+O468QALd8nMZMXnZlVtI5DuG+Is5qWd0rnSPxjBY7KlEQ+H5VSo1xHZmFFm6co8JJsx3u0jbO7XghnhvgD0rlJPN5v7EhrhDCcX5jhIBfZVQqknDsV7KxzPPJ9a5L2yVr/a5f8YjSc4mnpfCk6b8y+Uo93xkhaxn/weaHWeWTOzO26Erz/IB0nxZsl2vw6aWXJZgLdCNQZj7qldbgJmIAJDJtAK8ekqkrxLhrviBEP5+pYiffROiGMd8aYBWLGLQ07TdvReLx5ocSFn/fVzpJwQFJbXRs8IsUpwYHgMSSPZnkPrSNtJXFsHgVTFma/+M28aG/SCk7SLyVmtnKHlDJcKlFe/hHkUIny8ChzWmK2qiPhhOFw5v8soqAZwynqSDiS/KMG62tJ0fbRCo9x0eUSjuWDlu6ecWxxQHnUSjlPluDxd6kj8f5cajhtxMX5LrKq4+2iRN+T+B0/jkeZ3lCUURaGg3a01JFwymm3A6U4uxejv1cr9A+cdhzwaE/QCu8pMruIs/tViTCbCZQRqBqPytJ6nwmYgAkMm0Arx6RWVmrYLe/8TMAEZoWAx6NZweyDmIAJ1CQw8T/nUpOTo5mACZiACZiACZhA8wnE95WaXxPXwARMwARMwARMwARMoJSAHb9SPN5pAiZgAiZgAiZgAu0hYMevPW3pmpiACZiACZiACZhAKQE7fqV4vNMETMAETMAETMAE2kPAjl972tI1MQETMAETMAETMIFSAnb8SvF4pwmYgAmYgAmYgAm0h4Adv/a0pWtiAiZgAiZgAiZgAqUE7PiV4vFOEzABEzABEzABE2gPATt+7WlL18QETMAETMAETMAESgnY8SvF450mYAImYAImYAIm0B4Cdvza05auiQmYgAmYgAmYgAmUErDjV4rHO03ABEzABEzABEygPQTs+LWnLV0TEzABEzABEzABEyglYMevFI93moAJmIAJmIAJmEB7CNjxa09buiYmYAImYAImYAImUErAjl8pHu80ARMwARMwARMwgfYQsOPXnrZ0TUzABEzABEzABEyglIAdv1I83mkCJmACJmACJmAC7SFgx689bemamIAJmIAJmIAJmEApATt+pXi80wRMwARMwARMwATaQ8COX3va0jUxARMwARMwARMwgVICdvxK8XinCZiACZiACZiACbSHgB2/9rSla2ICJmACJmACJmACpQTs+JXi8U4TMAETMAETMAETaA8BO37taUvXxARMwARMwARMwARKCdjxK8XjnSZgAiZgAiZgAibQHgJ2/NrTlq6JCZiACZiACZiACZQSsONXisc7TcAETMAETMAETKA9BOz4tactXRMTMAETMAETMAETKCVgx68Uj3eagAmYgAmYgAmYQHsI2PFrT1u6JiZgAiZgAiZgAiZQSsCOXyke7zQBEzABEzABEzCB9hCw49eetnRNTMAETMAETMAETKCUgB2/UjzeaQImYAImYAImYALtIWDHrz1t6ZqYgAmYgAmYgAmYQCkBO36leLzTBEzABEzABEzABNpDwI5fe9rSNTEBEzABEzABEzCBUgJ2/ErxeKcJmIAJmIAJmIAJtIeAHb/2tKVrYgImYAImYAImYAKlBOz4leLxThMwARMwARMwARNoDwE7fu1pS9fEBEzABEzABEzABEoJ2PErxeOdJmACJmACJmACJtAeAnb82tOWrokJmIAJmIAJmIAJlBK4T+neZu68p5nFdqlNwARMwARMwARMwAR6JWDHr1dijm8CJjAqAh6PRkXW+ZqACfRD4B4/6u0Hm9OYgAmYgAmYgAmYQAMJ2PFrYKO5yCZgAiZgAiZgAibQDwE7fv1QcxoTMAETMAETMAETaCABO34NbDQX2QRMwARMwARMwAT6IWDHrx9qTmMCJmACJmACJmACDSRgx6+BjeYim4AJmIAJmIAJmEA/BOz49UPNaUzABEzABEzABEyggQTs+DWw0VxkEzABEzABEzABE+iHgB2/fqg5jQmYgAmYgAmYgAk0kIAdvwY2motsAiZgAiZgAiZgAv0QsOPXDzWnMQETMAETMAETMIEGErDj18BGc5FNwARMwARMwARMoB8Cdvz6oeY0JmACJmACJmACJtBAAnb8GthoLrIJmIAJmIAJmIAJ9EPAjl8/1JzGBEzABEzABEzABBpIwI5fAxvNRTYBEzABEzABEzCBfgjY8euHmtOYgAmYgAmYgAmYQAMJ2PFrYKO5yCZgAiZgAiZgAibQDwE7fv1QcxoTMAETMAETMAETaCABO34NbDQX2QRMwARMwARMwAT6IWDHrx9qTmMCJmACJmACJmACDSRgx6+BjeYim4AJmIAJmIAJmEA/BOz49UPNaUzABEzABEzABEyggQTs+DWw0VxkEzABEzABEzABE+iHgB2/fqg5jQmYgAmYgAmYgAk0kIAdvwY2motsAiZgAiZgAiZgAv0QsOPXDzWnMQETMAETMAETMIEGErDj18BGc5FNwARMwARMwARMoB8Cdvz6oeY0JmACJmACJmACJtBAAnb8GthoLrIJmIAJmIAJmIAJ9EPAjl8/1JzGBEzABEzABEzABBpIwI5fAxvNRTYBEzABEzABEzCBfgjY8euHmtOYgAmYgAmYgAmYQAMJ2PFrYKO5yCZgAiZgAiZgAibQDwE7fv1QcxoTMAETMAETMAETaCABO34NbDQX2QRMwARMwARMwAT6IWDHrx9qTmMCJmACJmACJmACDSRgx6+BjeYim4AJmIAJmIAJmEA/BOz49UPNaUzABEzABEzABEyggQTs+DWw0VxkEzABEzABEzABE+iHgB2/fqg5jQmYgAmYgAmYgAk0kIAdvwY2motsAiZgAiZgAiZgAv0QsONXTu0n2v0/0s3l0Vqxd3PVoiP9UzqyFTVyJZpGYPXQB+/W8oymFX4WyuvxaBYg+xAmEAi0djyaRMfvCjUqzk3U/2n9noKwIxT2dOkTE3Ia/FD1nC9NgpM7IU06K9Wc0lE2HdKRbgh98JIh5deEbDweFbeSx6NiLg4tJzCl3R6PyhnNm0THDyTrSMsFHRQYpWFvquDm3SZgAosJLNJiWAPtpDL1eDSpLe96D5uAx6MaRHF+Js1+owr/vaLSf9b+5SvieLcJmIAJDErA49GgBJ3eBEygJwKTOOO3gwhdX0HpVO3/cBZnA23zCOpO6XzpCdn++2ib2cOrpauk/5beJhFeZasowseljkS6n0qUM9ppWuFxNGJ25b+ku6SfSU+THiKdLVG2yyQeUUc7WCs3SaR9rcRZtVFDAAAgAElEQVS7U7dLOLcfk1aUqmxlRThG6kiU7xfSbiHRClr+XiJ/3oc8J4Q/Skse3fFInf33DeH/riXvKv1a6kifkih/alU8iLum9BXpcgkOPBo6MM2kYJ13Nj4Z0sAYVlMSdYiWsv43BX5J+otE/fYJkeqUb2mOi9fqtgOzP7GtKcvLJVjxSsKtSab7af1XEv3tWul9UnqzcrO2yYclffdSif5B+zxM2iiEUbevS4+Qcis7xhaKTPtiU2E9PqolrO758CzFpS3+V6I+LyFxTSvrl2SxtxRZvkHrh0v0e/rjO2oeY9TROM89Hnk88ni0eIzyeDTqEael+TPQ92L7KzJp1u6S6AiF/0nCAdhMerbEXfq5Wfz3a/sOacMQ/iQt/yhxQS4zHCKcFpyQ6AC9TOtc6LcLCVfVEkeLcn5DeoG0icRgQVk+LXEBwQnkAo/jmTqc1I20XPDIk5nerSUcteOk1Lh4H5kEUL4fSDi9sXxcrLlQ75vEwyH8r2Sb1UdLVyZhlJt67RHCHqjlhRKOdLwJqcOD5JSHC3m0F2mFMpXZ9trJ8VYKkVbRclqijaOlrM9T4K7SU6ULJBy/uuVbmuPStTrtcD9Fny/hzOJg4/zR1q+W6E8YfYo+uX7YfoyW8P9y2GbxWIn3U4n3eekZEk43jg99+UyJmwj6A3GOl1Krcwzi0684h3Krcz48Ton+Kn1Rom+hEyX66RlSmdXpl/QvzkPKSH85QKItqRth9ONRG8fpxTwe3ZuWx6OlY7/Ho/Ixj57j8ah6tOl1TKrOcQxi9FqpOgMtea6X1O0tWv+HFJ0VHBy2P5LV/zBt44w8OAtPN5nRIf+XZHFwNC5OwrhAE+8/kjCcAcLSma5dQhjOQLTocByVhLH6AYly4yREywfaHbWDY+C0pfY5beA4PiAEMoPydwnHKRqzXIck2ziBlyfbrG4jkX90cuvwwDn6l/T6LK9F2Xa+iSOQlo/9r5VuzSJG1m9OwnHocRrqlC/LbslmL+1A2+PorZhk9hqtx772wewgONNw3DwJPyKEPSUJ+0wI2zgJY9YVxzFaL8fgmLnjV/d8+JjS5n2GcwVnsMrxq9sv4UcZ0/xwGpn9fJc0auPYvZjHI49HHo88HvUyZvQa957ouPSacNLi360KX5FUmhmJ5SQemWFbhm1mk1Jj1oYLT3oxzqLMzLxhRWmZpcFZSe3SZOPGsJ6G4bhhj0wThXVmPVLjmNSDGaVuhmOG/SSL8GNtM2P29BB+spbktXMSD8eUcIxHvzggRfVkf+RQhwfOKo4RjuyHJWY6sXeHZbfFXdrxSulHEo/XOhLOEe1IXXJjJjbaZVphBq5O+fJ88u267fBTJaTvRcPZjn2tqD2IF9srpuHG45dLs5hHn2HWlfpEo8+k/aXXYyRZzazWPR+YQb9GijOZpL1dYha7yur2y5hPyov63yQVnSNVxx2H/R6PPB55PJo3j2sQlo95+Tnq8SgjwoXaVk2Ama3UuHBgzBxgDw9LZvx4xBUNvqQten8qxolpcUZSw2Hk0TEOE+89REvLEstRFBbLluaZ14NHfFg6O5jGZz2Wj0eEqcW0cf9vtfMH0m4S7wPiTHJBx8HCYjwcQx45pka5HhoC6vIgD2Zed5cOkH4tMevIY8xu9nbtWCS9WPq6xGwMj3JxTpcvSJTXmSh1y1eQ3ZKguu1Qdvx8X94e8WD0odToM3dKzJhGIyztL3XbPM03XY/pq84HZgaLnDycvyrrtYw587zOVccbp/1FdaF8Ho+Wnp8ej4qvH0X9OO9P3a4L+ZhDXr2ehx6PFrdAznxWxyM7fkWnQe9hcWqeR49n95g8pl1f6fKTosesKqM/KIsRZyzjzGFRBrF8OGa3JBGio5Y+ljhJ+z8rrSvhADJDFS3GY/+BSXi+WpcHJw6PkXlc91zpPdJpEo8s09msNP9dtHGBdE4a2ON63fKVZdtPO8T80vZIj1HUHmVlKNs36DFi+qrzgVm3WO60PA/Wxs1lBdS+XvplRVat212Xf1HFh9G/i/ItCuvnPOil3T0eFVFfNqyfdoi5DDpWLFuaZUMGPUbd82FixiM/6l22k/UTMq1EPH7EeUuNd9FOlcpm1L4TEuRpeSz6ySy/QTc3zjJ4prb/KV1SkvF3w774SDdGZRvnK32Edoa2eT/rddIOUvrPBlzIr5Dyeipo3pSE84bV4bGK4h0T4nOn9E2JR7j8QwtOZzejPXIra5s8Ltt1yleULg3rpx1i+u9rhTYrag/ixPaqKkPZ/l6OQVngjq0jPVmaluqcDxcp3lrSqiQOxkVozWS722ov/bJbHm0Nn1bF6vAvqv8w+ndRvkVh/ZwHvbS7x6Mi6suG9dMOMZdexoplj1wvpJdjeDyqx7R1sXh814vtr8ikWbtLIt4By2cfdgppeAwbjRkn4q0XAphN5Z8nzl0apXCNxzPT0vnSQ0IMZjxI984kxXZap5xcXKMtCGEbJmFbhLBNkjDqRlreUdtKwuFfIOG4HSeldoM2jkwCKB+PcHEOY/k4Bg7evmnCsH6Klpx83G3ntq0CuCC9ItnxUq1zzPjIoA4P4pLPs5N8Fmqd99nKnIajtJ+ybRPSzdfytxJs4vHZVcQ6JJl5nDYtVbVXjJ8ue2mHi5XwtKJMFPY+iccxG4T9PDK9WkodbXYV9d0pheePUt+hsDtDXnFR9xjXKMGHQqIztXxjWK9zPqyhuPQj6onDx/usJ0h3SFy0y6xuv1xRmdC+e2eZXaXtvO+XHa/ffR6PFvP3eLRsD/J4tPim3+PR4l/imI3xiF7Y65i0bM8dw5BeKvVTlZ8LKGlwPjgRU/uWNnCOmFXqSGtJ75V4d400v5N2lKLto5VfBV2u5UelfBo9ib5kdWWtHS11pJ9LlOtAKc6kvFvrPGblmL+XdpFwWG8OYTyq3UPi+ExXE48w4mDR4cBhxSG7TfqzxH9VcmHENpc6Eo5RPpPHBZkZNvbzKBUHcqFUZDh3HH/rop0h/EItr5Oo51kSs0SpVfFg5g6nmH9quUyCGY7Yc+6Vy7IbKyno4xLcqAfti9NCea+XXizlrImTW1X58vhxu0474Fx3pL9J/DMK6/k7keT3JgnnBYeP9+QOl5ZnR7CivouDxSDL+30diVllHHX6QgzbVOvRqo5BPBx3jk8bfE2CcbQ658OzFJl2xGnHidxLukCKdX/AktyWXanql3CLjj19/liJ2cWOxI0D785yrFGaxyOPR936l8cjj0ezPR7RF3sZk7r13bELb2WlBqQcHY7tB8ynTnL+UxInillF270JzGY7mP14EPB4tGw7zOZ54PFoWf4xZDbboXspvGe2CfjnXGab+AQcjxnQkyVmkGwmYAImMJcEPB7NJX0feywJLDeWpXKhmkbgzSowj8z5RxbepXpR0yrg8pqACbSGgMej1jSlK2IC9Qj40cq9OR2szZskuNwq8V7fsG2hMuQdqo50wLAzb0l+s9EOLUHVqmp4PLp3c87GebBQh/R4VH4azUY7lJfAe+eKQCvHpFZWaq56iI9rAiYwEAGPRwPhc2ITMIEhE/A7fkMG6uxMwARMwARMwARMYGwJ+D8vlzYNP9XSkfgZDX72YhSW/mTKkaM4wJjkeX+Vg98kij9tc5HWHzUmZXMxTKAJBDweDa+VPB71x/IgJbtBYtZ6Nn4Ror9SOpUJhE5aBWK+IkxJRc7IxQofleMXy8XJNFuOH79tl/7YbyzDKJeHKHN+45DfqeK3CPkB6HVGecCaeY+SxbdVBv65JbWF2uC3E22TS6DOo975wjMleTwaTT8Z1/GoqLbjNo74J1+KWqnZYRP7qJeBdlGXgbbZTbps6e9UED9iyw/kzpbFH+XlR3i58PE5Nn5oeK5tlCz4YW3+iSa1hdqw4zfXrT7+x5+vIno8Gl07jet4VFRjjyNFVBw2VAL+OZeh4hzLzPiW7kazXLIH63id5Jg8Ph8HGyWL3cehgi6DCYw5gVGeg92qPq7jUVF5PY4UUXHYUAlM4jt+/Bv76YEin7XisSuDUW7M1HQkPmd1isRnulJbRRt8/qsj8fkvPj+2w71iVG+8TVF4JMps3DnS45IkOOWHSXzOCvEJuM9J+eOgNRX2lbD/Z1r+UOJzb9iuEvVj1o3f14vGOy8fkfj0GmkQ3xV+6JIYxSswyD/dtlsSlfeSOB6OJixY7yT789U65XiSEp0d8rlOy29I6yYZ8Vie+qFNJT4Bx0zjVdILknjdWBBlbelMiZlRPj/2PYm8oqXH+DcFfknic18ck8+S0fZ3SDeHBPfVkrpvJj0vrLP9Gok7etLxWTzaHKNN2c/n8thPettkEPB4NG9enXGgqDcMczziVZQ4jnC+v1LiC0SM/3zWkVdWXhXC+Fksxs/8PO1lrBpkHNlZxy4znrBcJPEJROpwivSYJEHdMTM/xgoK8PiVU/H2WBDg5K2yBYpAvA0LIl6sMByi48N+TnZmrPg2bDROeBwsvhPLt1Wxl0l803e7sF22iA7RWxRpRQmHiWNeKcXBhEGNd/Nw7DDCPyjxnVsGoWiXaOXwZJsfT04f65I/dd07icP7hbx3d78QxvH/KKXOThJ9ZpXjk4bjxTrzCIVj7TsTY6nBkMGlyqrKsboyYJA9QeImhXrjeBL26JD5qlruJlFH3o/he7u069clBm2+5xqtiMVq2vkH6ZMSx8D4Adi7paeH7fQY5ykMJ/Kp0gXSPiHOEVreHNbjYlorOKK5caPwX1kg9aH9be0i4PGoGeMRY+F8iZtgxuKPSutL+0m0IY4eY8QGEuMdYakD1utYNYxxREVYxvg+NTeQrw57+H73V6RrpQeFsF7GTG6Kqev2IS0Lj18JjAau1hmTGletOpVaoFoRr5vjd5P2LZfUHCeCWaBoL9cK6V+ShLGKI4DTU2U4fgwwqT1fG+TJTCOGEzI/rMcFDhpx1gsBDFZ8Gu31WbxFyXaRs0M5P5+lWajtNbKwdJNPH3HsdBaN/Z+TmL16QBK5ruNXVY6PKc9/SAxU0XDk/irhaEXbTiuULTphhHNHTdizl8Ra7GQTtncSxgCPY5/OdsK+I30niRePgVMYjf6DA4hRnpvjjrCc1rLI8XuHwv8upfU6WNu8hG5rFwH6W5UtUATieTxaSmqhVmd7POLojF03SulsHk4TN5s4UdF+rRUcwWi9jlXDGEeSwy9ZvUJr+ROseN1Ix5e6Y2aR4+fxq4h8c8Im9p87qpqImTzumqIxvf3IZHvrsM7sW2o4c8+Q0lmmLMqSzUuyHTEvHg9iOHQ8OsD56ARNs0MWZwFxihiojpI+LD1t8e557w7Lbgtm7rhb5ZE3AwAO5IkSjzq72TZhRz6o/Fjhq0hP75awJLyqHHDmcQWzkdF4xMpAHNsg2XWvAQ/nGkvbLY0b16kX+TG7Gg32tM+W0nJJOKvM9EajnzA70KudrATkm84YcIdOuM0EcgIej3Ii8+aNYjyKR7lcKzy9iYYjyHnOzVo0xpf8mtDLWDWMcSQpzswqr4ysK+VjNOPbbVJklqZL49YdMz1+pQQbuB4fbTWw6CMtMjNYqTEIpHeADw87f6RlJxEzgbzrxQlYZfkxblcCHI7HhIQ4Hcw08q7GE6X5UnQK0ztPpvaPlpgpxFlhGv4VUplx58esF/l+Q2KmapGU1jFPH+vM49PUosMU9+fpyrarykGej5c6mXgsirOZW8o0DtxldSI9x8jrRDj1wiGOj0fisYrixn11lzjYOL27hQSbaIlze33dDBxvogjkY4XHo8XnLZ0gPx8HGY9ipyriXRSWXxN6Gavycg+jQ3cbo8kbLkVjdD9jpsevYbTWHOZhx68/+Ez7Y+tL8xPh8D1Y4jFAleUOxUOUgPbg7hLDkWOAP1RK7zTD7iULTlwcqMdKOIFsnyYVPTaKiXisdLy0gbSR9C1pSnpjjFCwjHXO/wEkbsf9BUm7BlWVgzx/Kc3PxADGbOgwjGPkdSJfwphRzQf8YRyTPE6SNpa4Q8cB/NywMnY+E0fA49HSJh9kPBqk48zGWFVVvm5jNOng0s8Y3e2YHr+6kWlA+KQ6flzQsfuE5eZaPqKH9vpOiIvjl9pTtJG+91GWJRf91J4ZNpjhw5htyi3OBsZwZr2OCRs4id+UXilRLxyKbsb7KCuFnTxGepXEbFN8X60o3XdDYP5Il22co/zxQlEeeVhVOeC8lpS+P0gezKzun2fW5zb1WlN6WJIefjw2/76UPvLv9RD0s9jHVtX6FkkGZ2iddxVfJ+0gfbnXzB2/NQQ8Ho3HeDRIhxrlWFU2jqRl5snNlVI+RsfxLY7hg9QzpvX4NQyKc5THpDp+ODnY6hKPTenEXJjr2lmKiFNwuMRMHcZM37HS78J21WJtRXiTxPHnS+TF7NbpIeFXtcT5O0TCecBRmwr74oK0b5DSf2Bgnf9IjQ5klmRmk8fI/GdatCdrhfqfm4Tlq19RwPnSlBTrjCODE/ZOCSemV6sqB0z4r+EjpPhYZR2tf0jCYR2GcQwcV44Rz4cDtM7j5LcPeIDfKj19DON9Pto7Gu8qwnQfaVq6c+kur00YAY9H4zEeDdLtRjlWlY0jeZkPVgBPe14TdnAN4ae6rpM+mkceYNvj1wDwnHT4BHh8WMfeq0icUNwhvU/CmelIf5PukuIMFs4QnZy7LvbHC/nKWj86hP1cy59KB0pxhkery9jmIT6zSKTFgeHRLs4N7/M9Lkuxn7avDXEu1PIgifrx8yM4KpzUOF2XSjhClAPn7DkStotEHUnDy73RqST8e9IvJNJdLuFAVtkDFYEZxo7Eu4SkX5gkYnaOfZEh6/sn+/PVOuUgT2bDcKhhTP34D+ho79bKLRJ1/L1Eni+UiE/YH6UjQ3gRC+2a9wQJJ4wLMAPkeVJ8n5L9+TF4NJ4afQXnkVnXjkQ7YzjUP5PoY/wTDDPCqW2rDcq4dRbuzfYQ8HjUjPGo2/jfUVfkRpobW8ZX7BqJMZuwzuKgmb+9jlXDGkeSIsysMq5cJHHtYEw7VVptZs9iy8ezbmMm1xv+4YM+zBh77JIcFq94/MqANGSz7pjUkOosLmYrK9WoFnBh6xLgvwIZmCd15r0upybH83jU5NZz2csIePwqozO++/xzLuPbNi7ZBBDYUXU8WeK/uW0mYAIm0CQCHr+a1FotL6vvsFvewA2v3ptV/j2kFSQela/Z8Pq4+OUEPB6V8/HeZhHw+NWs9ioqbSvHpFZWqqj1HNZIAgtVat637Ej8E4mt3QQ8HrW7fSetdgtVYY9fzW71Vo5JraxUs/uZS28CE0vA49HENr0rbgJjScDv+I1ls7hQJmACJmACJmACJjACAv5vwhFAdZYmYAImYAImYAImMI4E7PiNY6u4TCZgAiZgAiZgAiYwAgJ2/EYA1VmagAmYgAmYgAmYwDgSsOM3jq3iMpmACZiACZiACZjACAjY8RsBVGdpAiZgAiZgAiZgAuNIwI7fOLaKy2QCJmACJmACJmACIyBgx28EUJ2lCZiACZiACZiACYwjATt+49gqLpMJmIAJmIAJmIAJjICAHb8RQHWWJmACJmACJmACJjCOBOz4jWOruEwmYAImYAImYAImMAICdvxGANVZmoAJmIAJmIAJmMA4ErDjN46t4jKZgAmYgAmYgAmYwAgI2PEbAVRnaQImYAImYAImYALjSMCO3zi2istkAiZgAiZgAiZgAiMgYMdvBFCdpQmYgAmYgAmYgAmMIwE7fuPYKi6TCZiACZiACZiACYyAgB2/EUB1liZgAiZgAiZgAiYwjgTs+I1jq7hMJmACJmACJmACJjACAnb8RgDVWZqACZiACZiACZjAOBKw4zeOreIymYAJmIAJmIAJmMAICNjxGwFUZ2kCJmACJmACJmAC40jAjt84torLZAImYAImYAImYAIjIGDHbwRQnaUJmIAJmIAJmIAJjCMBO37j2CoukwmYgAmYgAmYgAmMgIAdvxFAdZYmYAImYAImYAImMI4E7PiNY6u4TCZgAiZgAiZgAiYwAgJ2/EYA1VmagAmYgAmYgAmYwDgSsOM3jq3iMpmACZiACZiACZjACAjY8RsBVGdpAiZgAiZgAiZgAuNIwI7fOLaKy2QCJmACJmACJmACIyBgx28EUJ2lCZiACZiACZiACYwjATt+49gqLpMJmIAJmIAJmIAJjICAHb8RQHWWJmACJmACJmACJjCOBOz4jWOruEwmYAImYAImYAImMAICdvxGANVZmoAJmIAJmIAJmMA4ErDjN46t4jKZgAmYgAmYgAmYwAgI2PEbAVRnaQImYAImYAImYALjSMCO3zi2istkAiZgAiZgAiZgAiMgYMdvBFCdpQmYgAmYgAmYgAmMI4H7jGOhBizTPQOmd3ITMAETMAETMAETMIGGELDj15CGcjFNYAIIeDyagEZ2FU2gQQTu8aPeBrWWi2oCJmACJmACJmACgxCw4zcIPac1ARMwARMwARMwgQYRsOPXoMZyUU3ABEzABEzABExgEAJ2/Aah57QmYAImYAImYAIm0CACdvwa1FguqgmYgAmYgAmYgAkMQsCO3yD0nNYETMAETMAETMAEGkTAjl+DGstFNQETMAETMAETMIFBCNjxG4Se05qACZiACZiACZhAgwjY8WtQY7moJmACJmACJmACJjAIATt+g9BzWhMwARMwARMwARNoEAE7fg1qLBfVBEzABEzABEzABAYhYMdvEHpOawImYAImYAImYAINImDHr0GN5aKagAmYgAmYgAmYwCAE7PgNQs9pTcAETMAETMAETKBBBOz4NaixXFQTMAETMAETMAETGISAHb9B6DmtCZiACZiACZiACTSIgB2/BjWWi2oCJmACJmACJmACgxCw4zcIPac1ARMwARMwARMwgQYRsOPXoMZyUU3ABEzABEzABExgEAJ2/Aah57QmYAImYAImYAIm0CACdvwa1FguqgmYgAmYgAmYgAkMQsCO3yD0nNYETMAETMAETMAEGkTAjl+DGstFNQETMAETMAETMIFBCNjxG4Se05qACZiACZiACZhAgwjY8WtQY7moJmACJmACJmACJjAIATt+g9BzWhMwARMwARMwARNoEAE7fg1qLBfVBEzABEzABEzABAYhYMdvEHpOawImYAImYAImYAINImDHr0GN5aKagAmYgAmYgAmYwCAE7PgNQs9pTcAETMAETMAETKBBBOz4NaixXFQTMAETMAETMAETGISAHb9B6DmtCZiACZiACZiACTSIgB2/BjWWi2oCJmACJmACJmACgxCw4zcIPac1ARMwARMwARMwgQYRsOPXoMZyUU3ABEzABEzABExgEAJ2/Aah57QmYAImYAImYAIm0CACdvwa1FguqgmYgAmYgAmYgAkMQsCO3yD0nNYETMAETMAETMAEGkTAjl+DGstFNQETMAETMAETMIFBCNjxG4Se05qACZiACZiACZhAgwjY8WtQY7moJmACJmACJmACJjAIATt+g9BzWhMwARMwARMwARNoEAE7fg1qLBd1JAT2Va6/lH4uXSltPZKjjFem91VxOtKd0iUVRTtd+2+V7pFWrojr3SZgAr0T6OV87D13p6gicKwi3CIxxq1TFdn7x5MAjVdmq2rnDdJdEnFZ3ytJMKX1TZPtUa8eogNcKy0/6gM5/2UIbK4Q+sAGYc97tNx7mVjtDThFVaty/Kj9nlLu+D1HYX+SIrv2UhqsZh6PBuM3Sanrno/9Mpnrc3acr3XbhTFuEhy/e5brtwc1ON0fVfbVpU9Lu4b1tDqLtHG7dPEs1fE2Hef/t3cucLdMdR8n4hS5VIrk9YRyyl0kuR23qIR6VRQ5SeF1yqVUUnlIUSklyqVyhFKI16US5cn1lLvIJTrbraMiXlEq5f19z1nLWWedmdmz97Of2+zf//P5nZlZs2bNWt+15j//WTNnP/dK/xml8/k0cwlsotX/k24OSYcZTm0CzBYybv9e+whnLCJgf1RExWkjQWCsr1nf60aiV7so0696u4DW40NOUHlbSE/3uFwX157AUsryVJKNPnA/tOdGjmuldaS76mV3rglCwP5ognRUF9Uc62vWY6uLThuJQxz4zaW6sVZ57YsNhnW2B+YkzffvmUrhNQ7aQPqh9NewPU1LZhVPkphNukG6SRqUFpWiHa8VnvgpI51iXknb50oce6N0lXSglNqq2jhfakkzpZ9Iq82TY05AybGcn2/YLpS2y/Kkm7zmjG3aR+tHSsyI3SftJi0ofVFiRpTZnj2k3LZWwjXS3RLH8friZUmmlBuv1M+TeO1+h/SWJF9cfZNWcFi/k1rSydLSYefBWkbm9FX8Po868hqSfQeFvPkCJv8jxVf/HL++9JAEA5ZrSFdL/whpq2uJrSL9SILB76VfSOnnAXkb/1f7aSN9+VqJ+tN3PIEzLjhvldGGWRL1er90tkQfPCoxhiZJGO2nHeTbP6QtEdL+qeX0kJYvGBO3SczeUccpeYZsm5nyeB7GTGpp//9GO34uFY2T7DBvZgTsj+Z8dtEv/ijt/rLrcYoyPSzB5E/Sp8JBb9MS/8A1jl8qsrJrtt295nkq7GsS1zK+AeFfXyg9X8IP4B/x49Eu1gq+t5Wk4afye13uJ9vdC3hDg9/GT3F/2VO6UvqbRD2oT5ntqx34WurPvfAUCf+e21JKqKoHnwdxb44suDftkhVS5x5S5/5dt855G/pym4uijn1LmdLZnnhMetOsKoeAYXeJ/JdJXFgMJAYigR8XL0HDYhLGDXhIOipsx8W2WqGMyUn6dVon6Iq2g1bSV2ov1zYOgMFL8E5AdmxIWy4c9FItCTYoHyPf0dJPw3bR4gVKZEBSHwY0A482TZf+LR0jEVCQxrn/Jf2XFI0g7WmJIBHju0UuEr5hXDKkpdx+prQdpbWlH0uPStQh2lu0wnlj4MA+mF4h0R7sPRL1XSdsx8U3tJJfkFmW2X3BRZraCpEcImcAACAASURBVNr4pkTgeJG0hfQGCae1urS8hNMlqI91+KjWGUvrS1jaRgJy2rGehNMiUGTsbS8RBF4vEfTSh1VGsEk7H5To04UlAj0Cc56kUyMf/ZQaTm96lna6tmk/Sxw5Tu8MibH2iiQvDpYyF0/SJoW0vZO02P/vDWm0ie8mi66z5LBGr8KtjtkfzU+p3/xRnesR/4RPPCDD9U5tnzg/wnlSiq7Zdvca7hmXS88NJa2sJb4wfdAd0jbBUmpf1UYrS8NvcT1MDumd3Au4zxDg/UDiwRnhqx6Xzg7llS220w7uLcuGDPgx2vSJ5IBYt3b3JHhwH4y+H7/Mfwzh+Gjt7iF17t916pycsqPVuj6po0LHOnPdRg3X0dLOOFi48UcjiCEwwmkxsFNjtubhLC2/GLjA+N7vg1m+Q5Pt47VO0JWWz/m4MI4K+bbSEhavSo5j4O+VbBetRufww2QnA5mymKWKRgBE2ruTtFu1TsCYGo6CfIckibHN05K0DUK+TZO027R+c1qY1mO74oXGUx4XP44m2qJamSnxtFplsHqoIAPp1JlgLRrBG8HRcRJPuKxHwwm0pEuStNhGZhWjERBT7oFJWgxc01nRZPezqzgYjsXppMbTN2OBPopGvrqBH7ME6TiiXQRqaTBZN/Cj/6+bW43Za/TFrCytnzbpizpmf1RMqZ/8EYFfnevxUuXjQS61i7SxUTHCZ1Mjy71DSp17zZXK+72s3KnaXjFJG9J6N4EfRUQ/2e5ewD0vZ8ODKve8s5O6FK0eocT7pIWSnRtrnQfnaEX1eJ12cv2m9yTuofnM4mlKy+tQdQ+pc/+uU+ek+h2tPhOj1o6Ocub5CFyVpHBBMi3+pPQu6VcSg64lMRheJDH7V2bcxGdI3OC/IjErhB0WliwYsHdLPHlFY2r9nrCPNAImZoN+Lh0kcaE+JLV7KuRYjJmoaH8IK3kaFwUzixgXxGpSHvhRp0ckArbc0rwPhJ1pea9RGjN8qd0YNuJFGy98ZvcWDvuYTaPdzFx1awR3aRCDY2UWkHbQJtajEaiTdzMp1iHuy5mRnqbl7X620JKVPLCCD+dMg9SSQwuTeV2djiPadYe0YWHu8sSy/ofjcuWHec8IELA/mrj+qM71+F2NmbWkNcPY4drjATvt9zrDqs69hpkxfOtZEsERweJ0iXr20qruBZwHf5Tf8x5TGm9Q2tkVysAsG76StxEEjFdK3CNyS+vxYNgZ70ls4s8Ol26R4n19R62vlBcU8hbdQ+rcvzupc8Gpq5Mc+FXzqbuXaeTcPqkEgjcGCUHXgBSn5xfJM2fbvDL7qrSzxMC5S2IqP9qLtcKruFYmbrAxqORmzhMLg/vQkO+XWuIw6hhBY7R/h5U0jaCPgGehsI86YUUsCCbi/pBt9qLoHHl5OJ1WIoImjktn3HCEL5Hghu0unRrWu13gVIqMdpS1Eae4ZHZQURuL0mK7i86ZpqXHkh4D0HYzhmXl5uXFMjstL/ZvGhCXndPpI0ugaHzaH81lPp79UZ3r8Rw1hYkF/By2q3RGWO900e5ew5saZgh5c8RnK0wecD+p66/q1qedT+TeVjSuy/x0et6LtfFGibynSLyaPU1iEia3dvUgAN5JYlKH188DEq+fi+7pZXWrc//upM55G9puO/Bri6jrDLzC46mCmSKCpE6MwccFt4LEhcn2mdLaoZCHtfytNJCJAbVqyMOCgHGqxBPhnhIXLwOqaJAqeVhGnbA0IIsFkhb31z1JzP8dHTCQiSe29ycFEdDeK/E0x9PZKyXYj4RRr7I28gRd5Lh7WY88sIzO6w/JSQjIF8xOunhJJfLyyEaZaXklh86THPtr6TqZnWfUCdgfzUU+nv1RneuRoI/g790SARh+j0CmG2t3r+HedaK0lrSOxP1jUNo3ORkTA3X9TXJYR6t8LlLkd7kX1DFej28jEax9QSJwO7nOgUke7i1bSgSPt3d4bJq97v27F3UurKYDv/mxPK2kOIgna/3V82eplcLsT251ZlGYsTs2HMgF9VOJQUqdVgvpl2i5spR/a/AOpe0f8myk5QfC+hNaflsimGTwLhPSe7ngSfA2af2sUKbACSQYxJ0Y5d0qxdcZ6bGD2tg6ScA54fjeKn1I+r7UabCdFFe5Sjtim2JG+oZX8gSgjJ+RtHWzwt8Qznldks5/PklnWF+gbV51FBmOMH3yxbny8HBNUeaKtNj/62V5FgtljcSYq6hOY3bZH3XXlRPVH9W9HnnLwQM9M7nMYLa6wFTnXnO8yuUaxm6SCDbvk9YIaSxyf0Man+n00vBH3PNSP0KQjC9uZ8xYvj5k4vXtZyQmUtI2tCuD/UX3dNLr3NfT8uvcv3tV58J2OfCbHwszR/Em+XmtbzF/llopFyjXJtJWIfeAlulTUlkhzMbtI22aZGD9KSnejI/U+t+loySe+LDJ0pclLk6MqXGcQhyU5CMYvFNi8I+EHaRCmZXkCRTjQuE/H8yUjgtpnSw+osybSelr7rdrm9nLG7OCcISLSh+XWB8pgz1PybCP188BWo+8R+q8sVxeWTAmOfcU6YMSQf39MYOWl0s7SDhG8jEOHk/2p6v/1AYPGuSNNwKCZp6KOzX6n8CU2SWMcx8uMXvIpwe2zgnYH3XOLB4xEf1R3evxMjWSa/5Q6dQuEdW51+B/eZiOxkQIwRefEEXD3/DgGycm8NFlD5rJYR2tch/hIejrEr6Kh9mjpbLXqWnhq2vjE9LzQiJ+jvtU2oY0f9n6A9rB/fV90oohExMQ+OROrM79u1d17qReEzpvu5keBm1L+qtEXtbjzBgNZ9D+XrpFulCKTzvsS+0wbfxRogwCKabAU+O4b0g8ed4V9hOYkf8+aUeJQZyWQaBDsPRp6XqJQUY9rpA2l1Lj6ecciYv/Bok8b04ycOERbDFrRjm3SWdJKyV58tU3KYEbDXV8RKJ+PCm1QhpPlidJzOqkaTw9ReMiuEa6R6KdZ0jLz909+z+ppG0mSHirRDs4LwECF3S0LbVytTRTop3nSTifIiMfHOrYtcpEAMesakuKbaAf03Tqm9srlXCuRPuo12XShkmmojbur/2MBdpIILSHNE2alaSRp8xWCfn47hNHT/88KvFEPik7aAVt81RJHsYRfBkDT0h3SwtJrbDNTCGO7HcS/1GGfFOkaIwZXk1Qb8YG/YXScUKeaLH/Oc/NEtfAC5L9/bYKtyqzPyqn0y/+qJPrMaX1eW08KdW5voqu2Tr3Go77hfQbCd/ANb1PWgmtLypxX2Dmj4mFQ6SvSgRqLYn7RdG9rshPVt0LmEjBnzHpwadO3Kv5pCf1P9qcz7iH/VDiHkgbOPYr0vNDzk7qwf3zIgnfS1mnSedJBOwtiVnYOveQlZXvHIn7XtH9u12ddVjX1s4ndV3wWB7YyEaNJdAJdO5vqq7MBjbRYuC3XRMb1+A22R81uHPbNG2k/RGfAJ3epg5N3327GsjDpa0+gUb6pEY2qn6f9m1OnpqZqWUav4nmwG9i9qr90cTst+HWejT8ETNdvGrsB2MmjVm61PD1zP7t2w8AetjGRvqkRjaqh53etKJ4Fb6wxHeF32la45L2OPCbmJ1rfzQx+63bWo+0PzpfFcMXIF5ZPqfbik6w4wZUX4K89UO9aTefuTwgLTbB2jLW1W2kT2pko8Z6pIzj8+P8+E5uhsR/sGiiHRTayNjmezscnm1iELA/mhj91KtajrQ/4ls6vt29Q9q8V5WeAOUsrjryzTqvdvnOkG/jLpD4T422zgg00ic1slGd9atzm4AJjBMC9kfjpCNcDRMwgdkE/CfbPBBMwARMwARMwARMoF8I9Mv3Af3Sn8NtZ/rTHUytl1ndfGXHO90ETGD0CPDzSPGnhFbv8LQ7KX9LYuZyWofH2k90CMzZTcAEuiPgVyvdcYtH7akVGKaBH7/LxO/y8YOfVfmS3WO6OkVn5wc7bSYw1gTGiz/aSiCoS6eBH/z4z1PdBH4cW+RPRqNPpugk9gGjQdrnmGgE/Kp3ovXYGNWXj4n5wd7/jNH5Oz3tFB1gp98pNec3geYQsA9oTl+6JT0m4Fe9PQba0OJOULu2kPgldpsJmIAJmIAJmMAEJdCPgd/e6iteWyD+9MzhEn9qhu2zQz/yw5D8GnhL4s+t8SdVtg/7+PM0/Ik28vOnvfjzLRg/MMlvChEcsZ8f8MT4s0PXSvxJrJZ0srQ0O4LFb29YriVdJ/Gnta6Q+NNg0TjP49JjSdqg1h+WqMtAks5qu/Nm2Us3+emQP0uco+q/zh+r/dTvSQkO8MCqWIYshYuNlMqfRbsxCIa7FOacN/FH2jxQ4rzUA1E3rF2Z9C35aetT0olzDpv9Z4joV/7UWvqn2cJuL0xgWATajUsKr+snyMs4ZswzU4+/4M8mcj3UNXxkS+JavlJ6TcmBqyqd35Uj70zpJ9JqJXlfpfQhCd/G24N9C/K181l1GZT5gC11znh97x/OH/0Ef3JrelKn9FxrKJ0/B/kPCd8QX5e3qy/F0U7+tBd+7BbpFInybCZgAj0kwIVZZS/QThwW+QjoDpW4EHGUBH4EbFdJXKwxQPtvrfM3XbeVohEM4PRSe5k2bksS3qJ1jtsjpHFuHAhBXQy6+buq/Gmfv0j8PUECi00l/grFz6XUBrWRBn7s21GiLQNJxjrnTbLPs1r0TQ7t5hxp4JfngynMUsdfl2VRXY5W4jFS5LSK1v8opX1QdBxpg1LOifS6ZX5LeblBrcRBMvrj4rDuhQl0QqCdP6KsOuOyEz/Bwxp/i5y/m7ywtJXEtZkGLZy3yN4R8vF3wydJPHzi5zh2WnIAfwuch85TJK7RBSV8KGnLJfminyAoxH8QlO4nUd7OSb46PqsTBoMqu8gHcErOvX9yblbhMz1JS8/FQzdvPN4g/Vki8KtT3+2Uj7/pGh+CF9f65ZI/QxEE25gRqOOTxqxy3Z64TqNwaOS7MDnJMlonqIiO721ZBa7U9owk7ZNa/5f0kiSNC/rgZJsgkB+bTA0nzLnTAOaokIZDifZxrVB+DHxIH5RyZ1YU+NU977MnS1aio8ZJRaOu1BnHHS3NR9BHO9Ogj3x1WSbFPruKs4x/RDsmnqaVs4syZ2mD2s45kaVumcwC3CddJsGBm8KKFGAzgQ4J1PFHdcdlHT+xvOrH7BUPTakdqQ3qkvqYLMvsTXwHs1OpbaMNjp2WJB6vdfwTfjMaD7Z/k6hntOgndkjSWP21dEeSVtdn1WFAsYNSkQ9gH21pF/iRL55rPTaCEfC9UKpT3yOUDz8S3/5QxMYSM482ExgrAn3/nzuY2YvGk9xPpXhRMjOXGs7wdRLODfuuRFC2a9hmsVtIZx1nziuSonLYn1/8TyntVnYEe0DLhaUXJWl1Vjs9b50yq/LwCocA6UQJZ5haXZZF5fNa5XCJ1yM4z5ZEkLtSUeaaaXXLfFzlfUCaIv1KOkHi9ZTNBEaCQN1xybnb+YnXKs9zpWuyil5fo+I88OCz6hzLtX23hN+MxizjPVLu29h/XZKPVfwiD4y8VenUZ7VjkJ1qWJv0TVr3i7S9iFTHt1+hfMyM0lb+pORS0pVS/iZHSTYTGD0CBBb9bEzD5/bikMANP7VJ2iAgwEnh4AjMLpV2l74ibSjdLz0oYbGcXbTOtyCp8W0gT415Wrr977CxUJav3Wan521XXrv9pykDLA6RvielT9l1WRad4ywlriLBjj/Tg/EK9vVhvZtFJ2VerBPwrRDBJv1sM4GRItDJuMR3pJb7ieXCzty3lc1+pWV1cizXNrPhrXmrMzvtkSyNzbzefNqC8XkMr4mx0faV4bSViyJudX0sPoTX7QdJp0hPS3zOw2xjEaPKininCfSKQL8HfkUcHw6Ja2pJoFdl07WTYGdd6X0S29FiOd9RwoFJ+nBWcfLRScZycLSpjcR5q+rMLCc3md9IX5MIhKN1wjI5bIGXaoNZg0EpBn3p/m7WOy2TmyCzmQS135amSHVe23VTNx/TvwQ6HZftSM0KGfIHS2ab2lknx3JtMxOP76tjSyrTE0nG+CbjD0pbNKT30ldW1YmfpWrnR6uO78TH8tCIeAW/l/QJaTHp7VUn8D4TGEkCvKq0zUvgkrBJ4JcaU/v8gezUztUGT7L7SNtI5yU7H9I6r27zcsgyKG2d5K27+idl5FVzdJQcR71SG4nzZqeYZ5P/9TxT+pjE6wy+gYnWCcvksNmvqoqM2YE6xrdH0bEzxreTmLEtsrIyeb2Lk95T4j93fCg7mDoOFBXoNBPogMBwx3p+Kl7pMv55A5HaOnnGgm0edH9b81iu7ZWl52flvEPbzGjllgeI/EeJOyUeGkfCZxX5gPj2BD8aZ+2oJz6VV7J1rW5991aB8Q0Fb4I+I50prVH3RM5nAiZQj0CdWRmCAPJxYeaGcxiS+D6D708wnpb5LuPTYTtdnKgNyiJQyI1pfhzQO5MdPOkxi5Q6nqO0jTNJbWdtUC6vlqMR5PG0+v6QwDcyOHryDcRMWtY9b3LIs6sEOpSXziRuG9ImJwfk+Qi0fiHRtji70CnLpPjZH5i3pBVDIoEyr0oIptvZrsrA7CizDATeOHqsbpnMYp4SjmFxsvSkxI0uGj/3Q19wA7OZQBmBOv6o7ris6yeOV2UI4pg158GHB5eWRF1Wl6qMwI18B0iLSFx/QyFtWnIgD0z4rGOlGFDhH5gFnJLki37iKqWtJBHo8hDFOfBx0er6rLoMynwA5/uBhB/BP8DnSAkfMV1KrehccX+d+h6nzEwGPC8cxDeUt0hF94p5TuwNExhBAnV80giefmSKbtcovhm7VyIf31m0pBjgxRoR9Hw17ONCvUE6UMpfD5CfJzrKik92pKWG871amilRDo7g1UkGvgNh1pBApSURXHxO4qNpyr1f2kmKhtOk/ug0CQdHPgKu1DG3O28sL13yrRGvMSiP8t8jfV36Y0jjqZWfeWDmM8331pAe64wTPUzCOmEZDpm94CbBh9TMCNwk0VbY/VNqSWlArM15DEd7oXS3hIOP/OqUeaXy/12aJW0mrRfWYUJd6BvsYAkGaV+GXV6YwLMEGDftrM647MRPLKoT8tkF39E9Jl0g7S5RF67hT0pVtpd2tqQnJB4sp0gci788X4qGrzpHwkfh266Q3jx39wKpP8Ef/VqiTILDfZN8cbWdz+qEQZkP4FwrSMxY0h7ah//Cx1A3fAaWnyv6s7B79qJdfbkn/FDiP71RPrOpX5Gez8E2ExgjAnV80hhVrfvTNrJR3ePwkSZgAmNIwP5oDOH71CZgAvMR6Pufc5mPiBNMwARMwARMwARMoKkE+L7BZgImYAImYAImYAIm0AcEHPj1QSe7iSZgAiZgAiZgAiYAAQd+HgcmYAImYAImYAIm0CcEHPj1SUe7mSZgAiZgAiZgAibgwM9jwARMwARMwARMwAT6hIADvz7paDfTBEzABEzABEzABBz4eQyYgAmYgAmYgAmYQJ8QcODXJx3tZpqACZiACZiACZiAAz+PARMwARMwARMwARPoEwIO/Pqko91MEzABEzABEzABE3Dg5zFgAiZgAiZgAiZgAn1CwIFfn3S0m2kCJmACJmACJmACDvw8BkzABEzABEzABEygTwg48OuTjnYzTcAETMAETMAETMCBn8eACZiACZiACZiACfQJAQd+fdLRbqYJmIAJmIAJmIAJOPDzGDABEzABEzABEzCBPiHgwK9POtrNNAETMAETMAETMAEHfh4DJmACJmACJmACJtAnBBz49UlHu5kmYAImYAImYAIm4MDPY8AETMAETMAETMAE+oSAA78+6Wg30wRMwARMwARMwAQc+HkMmIAJmIAJmIAJmECfEHDg1ycd7WaagAmYgAmYgAmYgAM/jwETMAETMAETMAET6BMCDvz6pKPdTBMwARMwARMwARNw4OcxYAImYAImYAImYAJ9QsCBX590tJtpAiZgAiZgAiZgAg78PAZMwARMwARMwARMoE8IOPDrk452M03ABEzABEzABEzAgZ/HgAmYgAmYgAmYgAn0CQEHfn3S0W6mCZiACZiACZiACTjw8xgwARMwARMwARMwgT4h4MCvTzrazTQBEzABEzABEzABB34eAyZgAiZgAiZgAibQJwQc+PVJR7uZJmACJmACJmACJuDAz2PABEzABEzABEzABPqEgAO/PuloN9METMAETMAETMAEHPh5DJiACZiACZiACZhAnxBw4NcnHe1mmoAJmIAJmIAJmIADP48BEzABEzABEzABE+gTAg78+qSj3UwTMAETMAETMAETcODnMWACJmACJmACJmACfUJgwQa285kGtslNMgETMAETMAETMAETKCDgwK8AipNMwATGhID90Zhg90lNwARKCDzjV70lZJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYJxsAiZgAiZgAiZgAk0j4MCvaT3q9piACZiACZiACZhACQEHfiVgnGwCJmACJmACJmACTSPgwK9pPer2mIAJmIAJmIAJmEAJAQd+JWCcbAImYAImYAImYAJNI+DAr2k96vaYgAmYgAmYgAmYQAkBB34lYHqcvLLKa0n/kM7sUdlXqpzHpId7VN5EL2YLNeB66Rbpd9JHetigjVRWS3paOrqH5faqqLNUEOPgGWnxDgsd723rsDnOPsIEdlL5rTDWpo3wuSZC8QOq5E+k2yT8zvd7XOnhXNs9rsp8xQ3Hdyyk0lrSE9J185XsBBPokAA3vypbRjsfkJ6UyMv6XskB/xPS2Ece9nMMdoh0j7RI2O50MUMH9Crw49xHSA78FljgBeLwiLRf6JAtKzjvr333SZ0GSBTNWBipwG+Kyv4EJ+nS9tRxdQK/zZXvL9Ja2Xnyti2t/X+Q0muDQ6ZKO2fHerOcwHD9UXnJY7dnYZ2adjnwW2CBS8ThR6ErltKS4K/INlDio9KGRTvbpNW9ttsUU7p7UHteX7q3/Y7cd5Qd8TPtOCPbebq288CvKN8U5RuOfyyrUz+mP9OPM35/Vk+/XOLJjBk41k9Mev8bIe3fIQ/7OQYjuLhX+k/Y9mJ8EFhN1Xih9MtQnV9ouXtJ1Qh67pfo3/FkU1SZ0XBsPGEzhv/epvHMbhIgc7NKbao2HPhlUIax2c4fDaNoHzrCBBZU+RtLl4fz8AZmzZJzMonAdfe3kv1jmXyoTj6cwK9u3R9Uxlk1Mhflm6LjRsM/1qjexM/Ck5utPoETlBXZxhcBnrSxp8KS2QiC+iL7rhJRv9q1avg6NRr/V+UZjZtBjao4iwmMSwKLqlaTpOh3qGTZA9Wt2rf2uGzF6FXqfTVPVTdfzeKcLSfQjzN+OYO628crI0/nBBWTs4P21nZL4qmOG+umIR+zJRdledlkxqQlsZ+p7jqvHVdQvgsknhh5IvqMxBNnbqTxfdud0h3SXdLBUp53E6XdIOGo7pZ4nXClRPlM3T9fekiivSzXkK6WCKhIW13CVpXOl1rSTInvXZiBS20JbTCT2pKoD+fdfp4c5RuraBevUnha/r3EbF4akNAvp4XDh7Sk7h8O2/niWCWU9SHH3C7Bjdf5n5fKXunDk1lD2NG//yW1M75BvEqi7XyHeKG0XTiI9h0owYn6I+qKMeN8knSzxLE3SYMSN50ie5USh6Q4s7dvkmlXrVM2/ceYLTO+SSUffR0/TeCbHNI2lLYJ62x/VuJzA8r8k/QpCXubNEv6p0T7bL0hgK9gbLQkrqXfSLsnRfOpyuMSbyXonylhH68a6aPlwzb9iB+hf84KaWWL1L9dqUyvKclYxxekfozxcYz0BYkZeOobP9Ogroh6/1DiQYTt+HqZa6WOT3mT8uGTeQXbkk6W+IyhnbXjzLWE38SOlKj798N2vtgl7C+67rbWvmskymKG/XTpZXkBYbvq2i45ZIGVtONcCf9xo4QPwtdgzFZSb2wwrLM9MCdpgfdqyWwmr2LxO5dK64V9RYsqv4jvYlxyL6myonxl/vF8FcT4JfCm3tyzsCsk7sX4Jdpo6wMCXFx17FvKlD6p5cc8rQTypLatNih/cpL4jpBGsDVJeqWEc0ydVMw+Qys46hMlnv7eLXFzaunPUQAAIABJREFU/XTMULIkQCdY+K1E+ZxnP2mmxOBODSfKBRafLnHGBDsEMtEIVAjwfiDhBNEZEsedHTNpiZP+pvQXiQCH4OUNEuWtLr1c4vynSNSR4JKbEmnLSRgBA84GxxEd7n9rHUcPzyrjJkUwQeBD+dhHJfpt/bDNoqhfkt3zrBblhQ1tXDPkxPFyUz0nKwTn0pI+JtEHBEj0520S7Syzl2oHjii2l7YcLf00OWBQ67wqym07JRBwLxZ2cMMbko7KMu6pbcYcgfdkaVGJMUIaDxrRqHfRDYi2UafUZmjjzCxtSNvnZWmME/rzgCz9ndpmrPez9cofwZAxFm/E8VraRGk8gHwogbyb1jlv+kDyuZC2V5KPm+LpyXbRapF/44ab+7c6vqDMj/2fykv92DLa3j2c4zItd5V48MSvTpPq+pS3KC/jcg8J41tgriUCg+hPwq55FnU5l11LRWUW5SUo5T5Df2GLSARp90hLhjQWda/t5JBnV6/TGoFptB20wnhJjb7cP0tjk2PflqRz7KMS/iy1un4Rn/VQdizjj/OkVpRvUBmK/COBPPej52Zl4JcZk7b5CdT1SfMfOY5T6jaKoI68VaoT+HHT50kqtW1CuTip1LiRzpIWThJ/rHVmsaosOl8uvNR4UkwdJsHWv6SvZfmO0DYX+1Ih/XgteVLCwUZjH8Hg2Ukaq1yEMEqf9HCoL5Qoh/Ol5eBcKYfjsFj31IGQjhOHR5Udp50ExpwrGg67JV2SpG2rdeo4OUkrW83zRmZfyg7gZkGZGyXpOLi8r98c8qXBVX7urUIentijLauV9CY8qO0ixwbPlC/Hv19K+520eHPIx8ivte8OMgSbpCXt2jtJY5W2HZ2l0T9nZmlD2s4DP7JcKt2U5b1I2ym/bHdfbHbij6oeRIG1k0R5XH+pfVcbBE9xxoPrhYAi9T/MpDAO6JNoX9QKwXmV3aad+Zgv8m+d+IJ8jOZ+jPrE65QHvWhra4UAsK5Poe43J8ezGq9Fyi+zupzLrqWicovy3qqM12aZeZikjw9J0ute2/l5CYaY+f1gtuPQbJvzFQV+K+UFavt+Kb+v1fWLR+nYh7IyT9f2cAK/jXU89d8xKXd9raf3h+yUfb/Zl/+5I+11ggpmqYrEk2I7Y/aF1x44rtSurziQmyNOOdqDWsmfoPLDNwwJ7c6zmfItLPFUmxqOG8cTb8KUd7fEk1I0go7fJ9vpKpzSi5ObBzNkW0p5ObyS4YmVfVhcFtXpddpPYFNmOGnK4lzRcGTUJbY12dXVaiwnd8AETBh1SC13UrFdsY+y7LM3uflwY/65dJC0ooQDPJGdbexJ7X+X9CvpPqkl4UBfJDH+ciuq36rKtHSescfbBB9rSXHWlMCWmxizvbbeEIhjsWisMha44WFcL3DfPmy/QstHpe9LW0gxQCT4SWedQ/ZnF534tzq+oK4fS+uRjh98JzM5dXwK4w/fXOR3KD+WkZ4rrtflXHRs3TTqt5qU9yX+7hEp9zuU2+m1zUP5DOkY6SvSaylEdlhYtlswA8mYuVPiU5uWRL2LAsKiulF+lV9k/3DtShXAfYvX0tGmauXUZNurGQFmT2zdE1guHIpTTY0gqswIAFIjwFyoLHNIr3ueF4f8zPi1ErHNeV+SlJfXmV1l9S5L53zcVFqZqG8MSmKdCFzSfDy182oZR1JmHFtUT25sPM0uWXZgB+mxfvl5OAcW98ci8/6DDcFo2Xc5HEeATZBL4MfTdkv6pUSg1M4+qQw47sMlAsYB6YBwEI45t7x+sR1V9cvL6Gb7HB1EkLp7OHhXLc/opiAfU0qgk7HK61geaniwIgBk+wKJB8CtJR4GePjgGiyzun6H4+v4gk7Ki3XKr8t4LpZVPiWy2kX5Wol4KOcaSd8iUFZqnXDOj627XXYOjueazf0O6d1c27xO/qq0s0Rwxics7WZ5ORfnH5LwsW+Qou8hAKzjd+r4Rc7TCztNhTALzsMwdWP9R70ouKllMDtk657ArHBo7kSW6r7IwiPT8/wxyZGf5+Gw74Na4ujLjPLyOpOX8vKp+LIySOd8zEKtW5Ep1mlN5am6yRQVwbFF9SSNp9ncERaV0S4t1i8/T9yO+2M5ebC5tHbwAPWHNifC4U6VpknM4B0hXSzxHRav3cvsPdrBUy2zrHWM+j2RZMQZYu3qV6fsqjwEfQR/75Y+JvEETsBhGz4BxtczUjpWUz9QNFbPV/6jJWb13ip9QJopPSDRL6+SyFNlnfi3Or6grh+rqhP76viU+ED5HeU/sF2B2f5OOHdY9LPZy/wOGehPZjZz6+baxkfy2vgzEgH/Z6UzJfzRTfkJkm1mRHkT9QWJGch21q1fbFdunf28baB9BLfcvy6T+NzIVkLAM34lYGomP658v5Xy6ex1ah5fN9s1IWO78wwpHwERQVZqzI4x+xJnfShvZWmZJBMXbtEU/jwFZRt8R0E58dVR3M1s3v5hI35rkdeJ1zAnVRWufXw3Rp1i8EL2BSVeWTBjlr4yZ183FsuJr8liGXGbOqS2brbN0zAW+yjbPXuTV+zceDGCsm9LOGMca+wD+o22YVyX20nMBNN3ucV+zNPZLqrfnUovmjkpOr5dWlpP6s43NtFwwNxwPykxa9Gau8trwyBAgMaNOI7ForHKDT59bfg7bd8h7SbxcELQhzHrx4zIDlK7wK8T/1bHF9T1Y6GqpYs6PoUA4FYp9zsUOigRBJVZJ5zLymiXTv1uk/K+jP4u9zuU1+m1vYSOOTZUhDdLP5V46MTP8Jo5Gn40+p7JWn+1VOR38EdlnyUV1Y3yq/zisxWosVLmHzmUV71XSbxtmCqdWqM8Z2kYAZ6M69i3lOmpioxcDORJjadnyufiiEaQQ9oBEtPMK0rnhjRmd1KboQ2etlI7QRs46CojELhFwlHgGLgo95Zw9vHJMR7PEx1OZfWQwKwuH3HzmjEadeSJiLoQ8PE66GSJWaGzY6awPEpLyisyAhD24VxwCthk6T5pStgmfUi6QuIGhDGzSH0+HbbLFstrx58k6gYD7ECJfksd5rbazvslZJ9vUZT388pFoLJWyM0rKYIlZrBSY7YE5vtJ9PWAFPsltn+eA8LGTlpy440BG3kJ/tJ+31XbOGf6g5sV7caOkRiLW4XtAS3vlWhv+jpoz5CGA4xj5EMhbedwLItJIW3vJI1V2nZ0ljZD22dmaVwTvC7DPiydleynj+h76vu+JL2fV3vhjy4UQPqfcXO5dJ0Ur6WNtc61TF/nxmwN5/9csoNXf6TdmGcu2S7yb0OhjNS/1fEFjI8iP8Z4zv1Y0XUaq1jXp7xRBxAwpK82365txnrRq9S0/Dqcy66lWE66LMpLX3CtxO/T8Ov4XwIZ/EC0utd2csjsVdpI+zdNdkzVOv/RDx8R7W6tfDls/EjLfSV8Lw+pF0k82BMYDkqMneOk1Or6xaN00EPZsadrm/GcWlG+Mv8Yj4uMaEsMYrNivRkI1PVJEwpYu0Yto9a0pL9K5GX9A0kL9wlp7CMP+znm6xKvV0h/UPqIFG0vrbQk8l8pEUCQjwsIw0m3pH9IT0rxyZzgh2O4ONn/cqnM2He+hJOfJRFs4dgJFlrSFlI0HPLtQTdryYWaOhLybSJxA8cJMGuJQ6Tu6Y2cV5EEOvEch2k9t5WVQIB0v3SDRID35izT4trmO5OWhOMnHwFcnQv0lcp3rkRAMVO6TEpnPvN+aWl/lZXdUAjmCMQI+HC8R0oEd9hGUkvCSdMOnCRBMux+LP2XVGX0HX1wq8TrFQJ4OKfO93na5gaP4yLfThK2mPQNCYd5l0SfcH7GF0x2lCiLGydpW0q/lnDa7I9jUKsLvEeKQeMjWue4tG30NWOTPm1Jcbyyzs0WYzaAoIE2cB5mblMjiGaMvyBL79dN+qTKivxRSwek4prfKhQCV6599jMefiNNDfvyBX3L+TdIdiyqdXzO4Xnmiu29tK8lMabwGVMkymUM4ZOi1fEFqR/DZxwqMWb+nJSDn0l9LWM+t7o+hevhagnfgd85T2IMt7N2nPNrqaUCX19RaFHgR3aC02ukeySu1zMkgq5oda/t5JBnVwkkebimz/A7+F788+ZZZnw/Po/9+CB8DgY7juWhGL/AmIHj49KQ1Ilf5Pj0XsL9pyUxpvAzrDN+8nycAyvzj2H37Psb/vizMcHLUgLtfFLpgeN5x3hoFNPh1CN90hzPzGLdCBYJMppsZYFfk9s8mm17l07GU7xtDoHx4I/Ge198UxXk4bPJVhb4NbnNo902xhATBbZqAn3/cy7VeOrtfZOy7ZZl5VUdxqzIeLRlVamvZBVbQtsD0nit83A4MisWLT7N5q+WhlO+j51LgJnKUw3EBEoInKb052T78JdN9DvMtMbPO+x3SgZEj5JXUzmPSr/rUXkuZoIRGO0n7KniwyvCFwdOvNZl6p7Xk+PVBlQxpsXXDxXEER8v8a1GdFDjte7d1GuGDoqvh0/Wev5NSTdl+pi5BHjdt0oQT935jb2fWY22PxrvrFuqIJ+iROP7Uz4lWTdJa8oq36odHBrDq2FesfPQbesNgdepmOmhqO9oGb+V7E3pzS2lkT5ptBvFN04/kOL3NnynwasLZtDGq/F9zHESr3b5BpBvbS6QJo/XCg+zXofoeL5h4XuoSyWCFFvvCJykovjeiweg/Puh3p1lYpY02v5ovFP6qCrId2O3SjMlvhPNvwke722oW7+3KiM+Fr/Dd7Hb1D3Q+WoRYJaPb5+5f/Ft5EK1jnKmRvqkRjbKY9UETGBCErA/mpDd5kqbQGMJ+Bu/xnatG2YCJmACJmACJmACGQF/i+MhYQImYAImYAImYAJ9QsCBX590tJtpAiZgAiZgAiZgAg78PAZMwARMwARMwARMoE8IOPDrk452M03ABEzABEzABEzAgZ/HgAmYgAmYgAmYgAn0CQEHfn3S0W6mCZiACZiACZiACTjw8xgwARMwARMwARMwgT4h4MCvTzrazTQBEzABEzABEzABB34eAyZgAiZgAiZgAibQJwQc+PVJR7uZJmACJmACJmACJuDAz2PABEzABEzABEzABPqEgAO/PuloN9METMAETMAETMAEHPh5DJiACZiACZiACZhAnxBw4NcnHe1mmoAJmIAJmIAJmIADP48BEzABEzABEzABE+gTAg78+qSj3UwTMAETMAETMAETcODnMWACJmACJmACJmACfULAgV+fdLSbaQImYAImYAImYAIO/DwGTMAETMAETMAETKBPCDjw65OOdjNNwARMwARMwARMwIGfx4AJmIAJmIAJmIAJ9AkBB3590tFupgmYgAmYgAmYgAk48PMYMAETMAETMAETMIE+IeDAr0862s00ARMwARMwARMwAQd+HgMmYAImYAImYAIm0CcEHPj1SUe7mSZgAiZgAiZgAibgwM9jwARMwARMwARMwAT6hIADvz7paDfTBEzABEzABEzABBz4eQyYgAmYgAmYgAmYQJ8QcODXJx3tZpqACZiACZiACZiAAz+PARMwARMwARMwARPoEwIO/Pqko91MEzABEzABEzABE3Dg5zFgAiZgAiZgAiZgAn1CwIFfn3S0m2kCJmACJmACJmACDvw8BkzABEzABEzABEygTwg48OuTjnYzTcAETMAETMAETMCBn8eACZiACZiACZiACfQJAQd+fdLRbqYJmIAJmIAJmIAJOPDzGDABEzABEzABEzCBPiGwYAPb+UwD2+QmmYAJmIAJmIAJmIAJFBBw4FcAxUkmYAJjQsD+aEyw+6QmYAIlBJ7xq94SMk42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME42ARMwARMwARMwgaYRcODXtB51e0zABEzABEzABEyghIADvxIwTjYBEzABEzABEzCBphFw4Ne0HnV7TMAETMAETMAETKCEgAO/EjBONgETMAETMAETMIGmEXDg17QedXtMwARMwARMwARMoISAA78SME7umMBZOuJh6Rlp8Y6PHpsDJmKdx4aUz2oCE4uAr+16/fUhZfutdIt0m7RlvcOcywTGFwECjypbRjsfkJ6UyMt6rseV9tGqQryvkMCegelIBX5lffcXnRfn9XFpkcKalScW1fkQZb+ni7LKzzL8PcepiH9LKwy/KJcwigTsj0YRdnaqomu7l7V5jQpL7yUHVRS+oPb9Ror3nCMr8o7Wro1CfdYKJ/yslnv38ORTVNYnelheXtTSSviDtFe+w9uVBNr5pMqDx+vOuo36lhrwVEkjjlC6A78SOBXJI+1o46nzvsOp7irR96dW1K9oV1GdcX6/kBYuOmAM0ghmH5JoH0GpbeIQsD8au74qurZHojb4I/p5ljSp5AQ7hjzkK8tTcuiIJROUPZaUjr/rpc8bzMrvdUNeoAJnSO/sdcENL+8Zv+ot7uEfKPmC4l1OHYcEcKanSwRru0kvGWYdT9DxW0hPD7OcXh3+VhXEq6u7pPf2qlCXM2EI2B+N/676saq4rLRHSVUPVvpPSvaNVfJSOnE6+YG/Gy8+rw6TvyrT66Uf1snsPHMJOPCbdzTwipLv1JiSvzPs2lrLa6S7pfskAoyXhX0szpQIPNAGEoOQAcn2NKnMltCOb0gtiRv6DdL2Sebztc5FSTl8f4FNl3hF/Yh04JykBZiuP1e6MehaLXcJ++IizhaxZFr/eukJ6SLpRdI6IY1648DSwOlH2uZVKvUgGOIJizrcK+0r1bE3KRP1+p3Ukk6WmKbvtVE2s3/Lh4Lb9V3R+Y9X4p8l2js5y/Bhbd8u8Vr5Vom+npLk4dwfkRg7d0j0Kw6f9OHY7jr4m9JJ0qukN2SF7a3tOAb30frh0p9C2tlapmMUR/m/En3ImHmtRF8w3hgTN0nrS9gUKX63SXmfCulv05LZjX9KjA/byBCwP5o4/uj7GgIzpY9J+azZG5X2gITfyO3lSuC6vlniHsD1NygtmmTMr9/ztI/rFx/zliQf12f0XWuH9G20fFDCP0xN8nKu/5GWkagb4rqvU59YTJU/xC9wj1oiKf9YrfMNIeeiPvuHgmIe/Mn0kMYivW+toe2rpX9IHMs9hXLYhg+Gv45+kLSdpZb0qMR9O/8Eic9mmOD5m4Q/O0b6gsQnNZTt7x0FYaIYHV/HvqVM6dMOx0RHG49ncPEExCwSxis3giy+/1oypHHhcGPmvJdJu0oM0iulssBvIe27SuIijwHQf2udAbetFI2yKPddIYEgDQfBMtrRWmHAxiB+Fa3/UUrLYYATOPxF+p70Oom2cUEQvHCREhBwDHlOlFLbUxvUY4bExYVT2i+kcXFFi/nSCwzHRLvikzDT81zAV0jpgwdlxoDt2QJLVor6jqy/lDgXfOr0HccU1RkOtJe2Rvu8VmCzVkhYTMuLpZ/OzTLbafB9aHS6q2odR8yx3dpLdeDPw8G06+8SN4rUYMq5qPMN0qESYxBHS+CXjlFmHeiT9ULe32sJz+0lgkAeCrihxGCVsQPTA6TU3qmNfJxkWbwpAvRJHSsa0/ZHE8cf4Qf3Cv09Netw/BLXFr6a8TAp2b+d1vGH+BOMIGhIOipss0iv359pe0cJH8NDOj6c6z/aFK1wjuiDSF8qpE2NmcKSczyUpdWpD4fU8YeDyvdYVn7cpI4x8Itp3A+nJ/nT+9ZFSmfigYdefOrqIR/3pDPD+nO1HJBulH4j4Z/g8G6JAPHTUjTuPUyoEIy/UqJPuKf9n/RwzNTQZV2fNKGaX7dROFry5ko7nVmda7PWrxyOSb+12jakpd8FMuC4+RbZO0J+Zk5SI1hkIKf2v9pgoHPxM8Dfnu1fVtvPz9JO0zY3/NS4yGnra5LEb4e0dZM0ZuPumufIucHRDln6r7VNkBCtKIi6TTsJVlPbShvUBW7RztHKv6RXJWllq/lNchFl3FuizOPDQXX7rqjOsT8nh7KW05K64bhT21gbzJRhMc/X5smxwAJHaJtgDefbjfHUjOOKRt/iTCdlhbFN+y9M0hkzkXFsE0/50XYLx3COaO8JaS9L0i7VOk45NRzxRlmaN+cnYH+0wAL94I8I/Hh4ZXYNnxgfavERPGxhRYEfQRvXaWrv10YefMTrd1qScQOtM742TdKmhDTuP9HwPeSbmqSxepT0UJZWpz51/CHFDkr4qiKjPvtnO/Ax07M06kheHlSj8eD6wrAxQ8szk32skka7Fk7S6QM+BYoW78H5Pe0aZcjZJ4c1YrXvv/HjKYCZjaj0yYmAajUpD/zuUdojEsFLbsziRWMQ89RRZFuGRJ70UuNJhdm4tB48RS4kDUlcAMzOpUYbeLXH08t9UkvaUVopzRTWCUDS1w1/0DazOelN/QFtM8tUZNdlidSfmaY4a5kfA0MCzaJ2kjdyYP1+iQuO1411DCfbSsS3b7zm/JDUTd9VnXMz7cSJ5GPhSqUxU4bFPEVtnaT93QZJOLk0iD9B20tK+UPDnFrMmUmO6zww/DRuhOX1yTb9j6Vp9D+WjoHvapuZzjXDPviuLKXjPezyYhgE7I8mrj+i2+k/gjt84k5hHHxSy89VjIknte9d0q+k6L8JdpjdZ/Yvt9QHFV2ref5Ot+vUp44/7PS8Vfnhmt57eOjk7UuVcS99OsmQ39c2DPsI9FJLfWFV+RN6XxoRT+iG9KjyDPo4I/biUOajBWUz6OL+dHdR3oLDnz2Wiz01AoTHJW6sfw07eHI5VDpW+nKaOayfpeUqEq82bw9pzIi9viAvZadG0Eeg9Z8kkTQCzSJjGjy1ePExO1TU9shoF+2nfqlRVnxqI52nv/wJMDtknk2cwUBJhm76rqSo2cmxvCpnE/Mw48cr32hcY7T1JUla3dV1lXF9KZ+BZfZxqvT9goKK+iHNlvYhfY0VpaVj4Bzl+Ya0u/QRaVfpjNlH2kaSgP3RnEBwIvijOA5O0grB3sHS3RJvY3hALDPy4t95WOfVLQ/3XF+nSbzJyK3dtZrn73S7Tn3q+MNOz1uV/7GqnSX78ntVfl9bLhyX+8tuzlVShfGb7MBv3r7hovtTSIrTvWlwEnOTVjabV6e3Y9nMoOTBWH48rwx2knit+kWJp50/hkzMyjBrNijFoC/sGpEFM00EitF4KsXizNHcPXPWYju/o80D850juN3rvovlLV1R55jng8pzfkW+TnYRaBEw5zNrzCB8Qlpe4tXSSBsBCMHfu6WPScyuxpnOkT53P5dvf1Td++PRH3GtfFU6QuKhnLcQVcanFQSG+PVeWHyYS/9D2eIdFFynPnX8YbtTMtmQ1pH8ndSzXfnt9s8KGbiXx/spSUu1O7AJ++N3CE1oS6/bwEzbbRIzLqnxCpWAh++eurVLwoHx1Vksh9lGnhhTYxaMmUFutFwo30x2PnferM9uMQM3EsYMVGpv0MadUv7UFPPA8FYpbyf7B6WtY0YtnyetkGwPZ7XXfcfH2bw2WC+rFK9vzw5pQ1oyE5e3lT5idqzTPuE4gvr8VQSnI7Dk2t2NjVEyXvcyE82MADOfrVE6r08zh0Cvx3TK1f6ot/7oOMFlxonr5GdtBnCRD+/UV6SniBMXcVaOffEtVpuqzN5dpz51/CFl4Q9jcIe/2k6Ks7fUM60jnze9nINGyaJfja9842nXGaXzj+lpHPhV4z9Iu9eWmOHAuCiYdZspcXF3a+fpQC6eI6U4i8STxtel+5NCX6V1nsA+I/FU8mHpbRKvTrEHpJuk90krhjSCqTeG9V4v9lKBBL5w4Fs6AqHBNifh1eBm0juTfG/X+p7SjUkawdHvpVcmacNZ7WXf8XT4Jen90hqhUkto+XmJfsS4MfOKd5q0ekhjRv1zEgFTOivKMT8PecoWOMkZUvoaPuZl9pfzMSM4WnaZTsTYPFQ6NTnp5lpnZmqT0apIH5+nl2M6xWh/1Ft/RNC3gYSvbmcXKAPXzlYh44CW+7Y7qGL/Pdr3oMTrYoIuAiruD3WtTn3q+EPOd6/ELB4zs/hE3vzEGcnLtb5D2EccwgNlu7dfytIz4w0Gb+3wz/GetrfWi4JP+7ieYR+5grgJVdky2tmS/iqRl/WqmzBBFE8HXFD3SQQoy0vRDtMKQRllccFdnOy7qpUaAAAgAElEQVSrWuWC4JVAS7pFukHidSgXK3a0xEwa+nhI45sRzvN3KdaZQctrAvIRBPJtCI78n1JLIuigTjgjLjrSVpbOlB6TCCxI46nwdIlyYlr8TpAgjfMy4zckwQ4WqYPitcbDIR8XPAFrNGaurpZmSrST+r167u7Za7DAoVQ97Rb13blZOelmu74rqjPBd9qfBK7R9tPKHRL/QQbW+yf74iqBH6/d0c0SDwg4vtRgd2SWlm4ypugbZgy+neXjibklMQboE1jzQMCS7UeklhQfKLS6QD5G6RvqTvDIMQSle0jUnT6IaXn7CHSflLiZROM46pK3McnS16uwrLKiMW1/NPH80Z/VyWW+f1Hta0n44HjNRp++mNL4fpZr8a5QxpdDPvzEjlLR9ftWpfMgRnmcm/tFtM20QlBDmZdJr5PIh3/Gx2PXSuk9gfsBVqc+Ievsnz+p8oe8xblQ4r51q7RTPFDLFSRmmvFX10u0B5/6hER+LL9vwSEa97CW9A8Jn8Q6M4hpGm3EuJ64ZzED2ZJicMeStyd/k+JDLT4Onqk1zce180lZ8yfGZiMbNcboY+BHsGobHoFtdDjObWB4xYzJ0e/SWeONgwosKF0lEdzaignYHxVzGU6q/dFw6PnYKgLf1E4e7KM10cf1/c+5VA0A7zOBXhNYRAUys/luqdXrwkehPJ7YT03Os5fWedrmFaTNBEzABCYSAd6OPSer8Jravi1Js4+bID3qJ+zed5SfsHvHdFLvihqVkngVskoQT8Kpo1xY27x6tpUTsD8qZ9PtHvujbsn5uJRASxt83hJtZ63wORSfNEVroo9rpE9qZKOSgTjaqz/SCfnWDK7xo+HRroPPN3YETtKp+Q6Hb3k2H7tqTNgz2x/1tuvsj3rLs59L+6gaz/eFfH84U+I/zb25D4A00ic1slF9MBjdRBNoIgH7oyb2qttkAhOXgL/xm7h955qbgAmYgAmYgAmYQGcE8g8bOzvauU1g+ATiz5PwP12vq1EcP0Vyr8RMCr+7ZJvzP4R/IhB8lPw76fuGYgI1CHR67dUo0llMwARMYPQJtHu1wu/VPSDxvxHJW/U/Evmv3PweEvk45kgJ4zfS+O0z/sdPN3aIDuJ3AflfnmNttGmWRBv5XSf+Ekdq/KZS/P0p8kUGWbZhb56uEvLAb6rS+OA2N/6DRC8Dv2+pvMiAX5R/fn7CZPsd4dz82ChjYpmKvKO1i9/D4tsnbCmJ4K+XNqjC4m869rLcWNZ4uh563b52/ojxk/oj1hHji29qCeIHel2prLyiay8/5XB9Xl5er7bx59MlfvwdXvwG2y8lxtQrpLG0QZ18JK+bOm2bqkxFPpTvdfl2e606hThPowi080kTsrF1G8XNnrzc8Mv+pyU/nkkelObhB2xnSOlfo9BmbWOm6hfSwrWPGNmM/JAlbfxEyWk+FfbHH74syTas5KKbz5BKPK+g1F4HfpwiMoADP0xaZjdoB3mOKsswyuk8nPADyumPLfPDqb002pv/mHMvyx9v10Mv29aJP3oqO/Gm2mYmnIdP+nmkrOjay881XJ+Xl9eLbR7CeIDnR9b54WGMh+ndJH6wlx+xH0sb6eumTtuGlKnIh66v9BulV9UpxHkaRaDvv/H7sbpzWYlf5i6yg5XIK7TccCo8yf0w31Fz+wTl20J6umZ+ZxsdAsxuMlvG//Yqmo19i9KZ6R1PtqgqQyCcBg0EghPJfD0U99blSr5AWl0a69mr4fq84hZ2n8pM33cl/kzilyUCQIxgj99n21fyp0wBSsGCv2qxjsRfC7H1GYF+vzB4jTJT+piUz769UWm8ckl/xZvhwZ+KIZ0/FXMmCbLJEk93iDSm1lvSoxJP0+lfvDhe27yOIC/HYRwTjyeg5AkNR3aHRLCRGzMkLYk8XMDMDHA857tIGi1bQif6htSScCDMhm2fnXwjbZ8r8XSJqO8uWZ58k2+PYLyhtE1YZzs/jlmQIyXazWseZiaHY/yG01ESs3+7FxT0SaV9viCdpPdK3Kh5XX2TdKm0XpK37hjhNXMcX+mTOn++iJtvKylzV60TrGJw4DjGNNauPiHb7N/o4zXxvRL1pv68JqNvN5YoExsM62wPSIwzXkc+JkUb1MrDEmNxICQyVuPY3kfrh0u8TiftbKlJ10Nock8X8XcS4RWtXd/WHWtlFeUaxb/xKvAKabg+j/PwJ7oIYvnzWLOkYySCNq45xtSWUif2CWWGzddLDuKh/H+zfelY59Uwb13wt9E68cMr6SD82s0Sfo2/YMOf3MSqrpv0HBsoL/XkuqZ/aQssWI8z7FyHpBHQTpdy+7ASbpe4T/GzJJQ3RaryofiNeB6uz9R6ySgr2psmMHIEUgdZdZZvaScB2l4Sx0zNMv9S26+Vjg77J2X7Z2ibixh7rjQg4QB+I50orS3xFxpwoJ+WUttWG5wTB40tI+0e0n6m5Y4SxzMjSVDDa5Zo79AKx35Eok6vlK4MadOezdXZCoEOZeJMi+xTYT/5ouFYcHYEC3z/g/23hCOnfdHgh5OPDxk4Fv4WbpqHvKdLBB2pDWkjDX7iPtpNfcl/gLSGREBG2iYxU4dL2kagTV/eJ90txZsuRW0u8WPGi0uc5ygSE6Mub0u2d9A6fffSkNbpGBnScXnbv6q0VnIOViOLvbP0dvUh+/ISQdjJUuwfAu2npfSGSHvjjYjjog1q5bE0QeuMXfIPhHTG7qohjQeDQyX661jp7JCHscAxk8P2WF8PoRo9WdCuOoY/eirJyNh7s8TsbQzm4+52fdvpWMuvPa5jHmJSv8O5Z0hnhkp0cg7G1i0SwQn+ijG7n8S3ww+H8jpdMG4ps67FsX6SDohjnZl9mK8fCulk3NEHPGxF43rPZ9qLrpv0HJfpmF0lrgd8+LRQWNFx+NnpYX9c4PMIztcKCYtpyQPiT5N8Q1rP/Qi7i/xGrxkl1fDqOCJQ1yeNoyq3r0rdRuFoCfwWlR6UuOlHh7Cx1uMr3qO1TplcKKmlTjCmk/aQtHCSkXJ4skxtW22kNzr2xbR48ZPGEyH5mNGLdptWCDBT42ZNvvTYLEvlJkEPx7cT+aLFADQNdtiHA4NDtGW1wixWaqdpI970Y3p+8yF9SKpyWmkZ9B1Pzp+JBXa4pG2MAQyOsHhP2GZxqUR/LB72HZXsY3WlbJvN+6W8T+qOkSEdm7e9k8CvTn2O0zl4MHlRVnduHK9L0mDRbeBHMZMkyrgwKZMbIGMeG2/XQ1LNYa/S7jqGPyJvK4ix/LT0HSkPwOr0LeesO9bSa+/tOu4KiZmm3CjvzCyxzjmiryA4Su0abTycn6TGNv4EVjwk17U41l+YHIDPaEmXJGlxLFb5YYLe/0gfzE5+aLZddt3EcxB4RltbKwSAWNFxeeC3nPL9Szo6HBMX3Lt4QI02pJXcj7BvksR59n4255y/uY0/6AWjpFivjjMCff+NH/3BQOfiYVZip9BBvNL7XJedRVCGw472gFbirE+dInnNkh7LejweZ/waCYeZ2vXZdrebB+tAXp/mymcsKX/LcJKrs5PRfoKGeLOC7+EST+f3SS1pR6no5qXkjixlhSN+SOqEddnJuAkzKxl5EPBhvyo7QOmLSN+X7pTulVoSQW9RO4c7RlRsW6tTn61UCq+8HslK48b067Zn6DzDVckhfO6QzkyUlTaW10NZnUYqnWtlIIjrB5/0ConXibwqjVanb2PeTsYaQR+BHcHA48n52q22O8eGoYBe+626QTWnZ6zfIzFDFg2fcZ20mZQ+rLO/atwRcM2QjpG+IvFmCDssLOsu0uuBwI63RXUt1jmtJ8fy4L193UKyfL1k1GUVfNhoEOCJx7bAAkz/8+TJjX5diSdKLqBujNcXqfHqM31l2K7M9HiOxeLxy4XtR7NCHmtX6Ajsf3Eok2ColYine24aBD3YWRIB9buk/5IGpB9I3LyGa8NlXXb+p7QDh76axCxFuwcBWAxJS0pvkFaUBiQCwKJ2jlS9dbrZVrc+5EtvhPH4kVrm47bOeSbK9VCnLZ3mIVD5H4ng71Ph4Lp9G89Vd6ytogMOlPAlX4oH11y2O0ev/RbfCeKvo4+pU024FY0/xj8zeFy7qVWNO/K9SfqqtLNE8HiX9M60gBrrRfWpcdjsLNH/9vL67TWjum1xvlEm4MBvDvAnteAiXlsiUPn8KPdD3dPNChnTqXiSlqpbQA/zxVc0a6rMgUQ4Y+rzO4nZN2YGT5FulyaSfVOVxTETAOIQL6uoPG2krXysns+eVRxWuYugf8Esx+KVR8zdWbc+9OHSNcssyjacOhaV12naeLoeOq173fx3h4zM9GN1+7Zu+TEfr5bfIu0rEdS8r9MCKvKPRD/x/fOrpTxgi9XAB20nxfHNWM/9JnlJYwYvD15jOWVL8h8iMRMLL7aZLeUeMlxjJrLdtR/973Cu37yevWaUl+/tcULAgd/cjjhOq1y8PEF18u3IaHYlM2l8IB1fncRzrzOalQjnit/FEPilxg2KGVSMJ+kie1lRYkEaDjk6QL4J4/uV0TJuhMdKzLa0exAoaieztMN57fwnHR+f6mOb482/HYO69blUBfEqOr95nKq0NyYn4dOF2A+Ttc4NF6OOvJJcNGyzqFvH5JCuV8fT9dB1I9ocyCw59sewrNu3bYqdbzfl4/948EU88Cw/X67uEuIr3l76La5JxiUzokX2cSV+Q+KhHotjPf2elTHNa9pfSpRV15ZQRnwDxsMPnyzwRoPyeEsQrey6SbIUrubXPtfYy7Ocsc7rZekbafvsJK0TH9pLRoUNc+L4IODAb24/4PQ2kN42PrqmtBaD2rOWdIDEa0ReK5Y5P5zDz0tLGt6O83Q45R8pxcCBp+yvS/eHovm+8SbpfRL1xLaW0qAiJBcu7lVqdHi7aH2/wlzVicNhwCuv10sXVZ9i9mwgN5iPSc+XuAF8Wqo7Q1dU/OVK5KYUbyRv13ru/IuOI61ufeg7gieW0Rdwnk2lq5PC037ghrtF2HdFWO4alqtquU1y3GisDuok4+F6GIm2EqQcIzEDdEI4Qd2+HU59mPUjYDhxOIUkx56jdb5f+5zEgwbBK98RFo3nzZX+jLSJVGV3aue7JT7P+ZA0KWRm+ZGQtoeW/wzpjHF8/FFSHOv4UF5D8ylHJ4bf3UfiOonGOp+IxCCX9LLrJjmscJVrfweJ2UzqSv24TlObpQ380/ulNcIOAlKuT3xetE58aC8ZcX7qztjFF9pMYEQJ4DSqjJmjlsSMzp+li0syLxry4SwokwuIp8iVQ/o/tORm35KYmWEZ067VOkbQxXlwoi0JR0dgxNM1ZT4o4aQOy9Leo+23SgRQ5KOeR0vR9tJKS6JsvkXkxkc+HHZq92mDi7nKcMbxPI9q/bYsMw6WdMonH/mjEdh8VWpJt0g3SAdKBD7RcPQETpRBEHiaRNCIQ25JzCqwfEKCH+swxphZulGiTr+WmE3itQp9QX14rQrP2Kdwjky0Ots6YRD7iXMUGf0fz824aEmLhoxbanm9xIwx/X+4NFPCYQ9JBMctqc4YUbbZ5TJzytM/fXCIBGtmEVoST/qMk5QF6QSqWLv6hGyzf17jXAlOsL5AIi01gsHfS/TxhdJiyU5uutQB0bcEgfQNQf80Ke+vltLig4JWx931QJ16abCostQfkbcVBD/8xE8kPrpPrV3fdjLW6NP02qM+Z0lcR9SHcbGH1JK69Xk6dLbvO1/i+zz8yKESQQq+LTXO9XeJoKeO4RNOl7jWWtI90vckfGJu6Vgn/2XShkmmun6YwJVghusdnwbDK6TNk7JYLbpu8nNcnB3D5grSJRL+jXNwL+A89NPdUmr7aeMOiTdB5Nk/21/kQ3O/QX9H6xUjysP3M4a2Scr36tgTaOeTxr6GXdSgkY1qw4FXirQ7/biYiw1HMdDm2CbvNoMm925528bT9dCP/qi8Z+bd801tErBEW1ArV0nHzZvNWxOUwJGqN0HxcyZo/Zta7Ub6pEY2KhmBzKDslo3IrbVNu1cL6byKuF3aPsvXT5tm0B+9Pd6vh6b7o7qjjNngPAAgyEtnm3j9+zPpeXULdb5xS4CZWGYn87cH47bCfVSxRvqkRjYqGZRTtc7UPq+XMV7rXCPxui61+M1LltxXm2bQ/O6eqiaO5+uh6f6o7ghrKSOv/qPtrJV/S+smaQtrfaFk26sTm4D97/jsv0b6pEY2Khk/PEn9QLpL+o3ENzi8MuHDXpsJ9BuB8X49NN0f1R1vH1VGvle7VZop8c3um+se7HwmYAI9I9BIn9TIRvWsy12QCZjAaBKwPxpN2j6XCZhAOwL+k23tCHm/CZiACZiACZiACTSFQP6xbVPa1at28L1JS+J/x17Xq0JdTscE+MmaxyR+Wd5mAv1KIP0pqMn9CmECttv3kQnYaa7yxCLQ7tUKv1PFb2TxG3zkZT0XvzW1XdJsfidqpAK/AZU9KC2bnK/OKv+p4w/SXnUyJ3nKjqMO8TfgOiyyMjv/sxi+/P4cP3Cas2abj7z5TcAqO0I7x0PgN1X14MP03PgNL37Dr+j3w/K8I7nNN1SwjoIt4zxP44ds+90GBGBQ6vTa64Rbt/6IscRPnfDbkfwP9WjbaoUyHfglUDpcnar8Y3ENj+R9pEMEzt7HBPryVS8/GMqPiX5f4gdJWc/141EcFAM616FSpzcfbuT8x45HO6xr2XHUYSQCP360Fb4taSis57w7bUOHTe5p9qkqreimwawwP2LMj8+OtREULBzED4RjaRo/+mqb8xuX3Vx7vWRX5o9epJPwA8cE6Cf38oQua4GpYjDer2F3kwmMGAFuDrb5CRyjpJnzJ4+rFH5Zv5tArdvjRrLxH1DhT43kCUah7Gt1jnVG4TztTsFf2Ih/pqosL4F2OotUls/pY0eAWT1miN4n8budB0n8FRfbyBEYL9fwyLXQJZuACPgbv3mHwXraHJL4YVFeo1YZvzLPbAp/TusOiZ9XOVgiPbVVtPEjidkg/qQOr4z581v8/ArOPP6AKX+6h9eeOB/sIQnnz3IN6WqJGUrS+NFa8rJ9ppRa1flWLjhu45BGGYNhnbJ5IubVKufjhvMpCXubNEsiuKBdwzF+4mFQ4jcImYmMxp8sukDilfuD0meknOtFSntc4tu/aINaiXUeSNJZ5Ueu+b3DuyV+BufnEn8eKtpGWqEeNwbRD7sk+/lOBy4bStuEdbbJs2vYhtXeUmrpeZmhPV16WZKB/uM4RCB/nsRnCIyptyT56q7yap3zVNkZ2vkVKT33Btr+ocSDAXWZJi0sHSHxMxzoZum70rJSNNob67+P1o+UCCzptzhmYl5+mPdrEvwj5y9q/YVS5EvbuUZ2l7immEEl7xQptw8rgR8q5xq8R2KGLAa0k7Ue60U73yH9TuLVN2Ok6trT7nFjLdWEsb98VqOltF01VtqNZ4rDt8CIZe5jDg/72B/79f+0ztgiEKVO9B3XH74tvZa0OXuWnz85yJi5QcL3DUqLSrnFfuTVNp8qMA6nJJna+dotlZdrkbruH47Dv5KGn5oe0npxDXfjO8LpCxdbKJX7DYz4KxcXStsV5nSiCZhAKQEu/jr2LWXKZ5li4Jcfz82am1FqX9AGgcfaIXFVLXltw80nGs6aoIlXNc8JiQQNBDlxtm6K1qlzLCdkm/33Gvl9vr9IBDk4iDdInGP1kGmGltzUotU5H3nz40hLnWYsjzpwozwgJoQlfxruxCyt3SYB10+zTDHwS5PhhAPkJvBKaZK0nzRT4oad2qA2uPGktqM2aMtAkkigDPP3hjRuJJ+V0v4/WtvHSLGfVtH6H6VtwzFxMaQVbri5UU/Ou3eyI56XGyVGUEJwSZCyZEhbRsvdJY79mUT9GQt8bkAA9QJpOMaNkLJpT27puS/TTgJYAoArJQK/xSXG30rhQG6cX5J4CImBOPVj7HMOrhHGCmVwHZC2iRQNxpdLzw0JPIgwnuO1QDLXGsEnD0QEhEtJBKoEgK+QolE+dVszJBBMEyieE7Y5x4BE0MjNmuuE65u+4JzYFIk65tde2N2TBeXXsSJ/xHG/lLgGXxQKYTzWGSt1xnOVj+FBIPYrD0H7SvTrdIn6cK0wtkg7RfqX9F9StO20wjhZLCQQiA1JRz2bY85K7Me1Qjr5eQhOfUUdX8vhcKFOqd2kjelZ2pC2z8vS2Ky6hnvhO/L7yEt1Th50oo/B99BvuZ8sqKqTTKBrAnV9UtcnGIsD6zYKR0veXEMFlc4v2OWUB0fH7EVqR2iDGxQ3K+w4iVm56LRD8uwL+3VhY4qW1KHo5oOTZB83rGhv0Qo3RGyGxA0tWp3zFR1HWpHTJP1SCeeZGoEoMwqdGIFfzprtwawQZmZI3yFLZ7bu4SyNYx/L0nYMxw8k6cwiEJSkxszDrCRhWa0/P8tzmrbPztKGtF33psF5uWmmRrBD+w5JEuPNfFqSxo2XfJvOc3TnG/uHcooCP0qL5yYIj8ZY5IbOjWggSWc11n/1JD3eMFNWBIlPSMzWRiOg/F6yzepUacUkjWuNWRqC0miMd4L0E0JCvP6+lORhdQ8JZunY5Boh0KOO0eJNfIoSyF907SXZh7VK+XUsD/x4SNhb4vjjkwKKxgq+JB8rdcfzUeHYIh8T+5UZuGgEi5zr/CSNB07S3p2k8UCQ9iG73i+l13DsR4Kd1DbWRiy/rq/leOrAeE8N3zU9SxvSdifXcK98R34f2Ur1oM6vSupHv+2V1debJtBLAn35nztSgARlzFxErV+T7mbKt7DEE21qzC7gLOONhwubb64eyfLhvH+dpZVtUsfU8RB0MdNRZL04X17ud5XA03icWcExcfPn9USnxpN8yvugggI2DGkEeqldX5C3ThL1XU3KAzC4clOJxvbhErON90ktiSBypZihw2XZeZntYzzQV7mldXwg7GRWYDQs7U9ulsyS/Udi1ucSqRU0pCVWxCWtP7NCBNZp/S/X9i7SWRLXALNy06V7pdTYJliLxni/Q4pjI15/eZ/Gaypne4OOJXCMxpgej8bDSCsRASqvWT9UUNm07Q+G/SnrTsYzeat8THrt/SGcK08jgEnP/6S23yX9SorXE0EmD8HM/mFl/Xil9m2f5Wnna0P2ni7KruFe+Q5eg/P6/OcSvnBF6SHpxJ62woWZQEbgOSYyDwFueG+vweTFIQ8zfq1EbHMhvyTsJ19ZkBaytF081jbH3Ay9OF9+unOUgBPfPezgdeAZeaYut7+h4/Kn/RiM8ZoztU44pMfFvmrXDwQjO0ncrHhlNSD9QGLmpRuL583bQVnUJe5Py2bsRCNwwpg5Gw0rqic3Zl45E4QzKzEgxeCriEtaf+pMG9L6M8u5dyjrJ1pykzs0y8NxeTmkwYzXuVgZ29jHOduitoWixtWCgGIgiLbyaccJEgF4bu3GSifjud21VXSuNI2gjzqmff1JbR8j8TBFQDMgHSBhcezUuTZjnq/puFYitqlD9LWzC+6x1akfp+yEdVpFHm6YrSXw4zpoSb+UeNC2mcCIEXDgNy/ap7XZLkDgiPi64oNaH0j0cq0vJZ1CJhn5lg7ro7EYifMR9BH88RoHx84sxGk9aszfVM4TWVnMEmHxdXbcDdfcCCwWzBIXz7ZjX1X1AzMVW0r02+35SbrcjufN20FxpMX9XRY/KoftrLPAmJs3r1+HawQIzGZwY1tHulgalPbNCl4y22aTmaI421TGNrKeCGwLmtizpJEYz51W7j06gJk73lDQ70VW59qMedr5Wson+GznD4rqUZZWp37DZX2XTj5VYnZxT4kHLK6Logersno63QQ6IuDArxgXT6sEOGU2pB3/ktbMMvDqitmwODPB93ErSXnQcarS3hiOpRwsOixeE3f7FFvnfOF08y0IemMdJmv91UkOXo3hmOBCYNxK9vVile95cHgYs0tYnFkKm4U/lcJ/nHmBtGjMpOVrknVWmVW6TVovS19M25xrGYl+K7LYj+k++ity4li+RyqyeN71s52MB4IY+mq8WxGXIiZ123G8MsIdY3adh4n7pDVCWlww45p+F0tAt6oUxwazIozXnG3crsu26trjIS7/5jOr5rjdLOo3Kjucvuu0sUV1yM8f+zG/NvGBZ4cTDmlZx9eSHX+QzvbiG+jH3Dq9hvP6des78nrQzg+ERB6Avy0dIhFM4ltsJjAiBBz4FWPlRrNE8a7ZqdzU+Z9m06TVQ76FtfycRIAUZyaO1PrjEsvI+u1a31S6WsK48WE4KJ7ycHjdXvR1zhdON9/i3lAHdnxe2iLJcZnW75d4HUHQGm1zrfA0v0mS1s0qN4T4hMvsIt+XwZIgiRsIrwcj57T8K8LGrmFJcLBNmiGsH6TlutJ7wjZ9cbhEP/G6he/pCETeJ60Y8mytZQzOQ9LsRcppF23vl+7M1jnv2lJ8iKAtX5RmSsdVHFe2i3ozq/Hpsgw9Tr9A5VFnbkYEu9zwBodxjs107IeS43m4YKzzqis1Xs0eLTHzx3V4rMQ445rDZklfkvaQ4msxPhH4hPQj6Soy1bCya49r8Z5QVo1ixl2WTsbzSFWesYNf2CqcYEDLfGY39uP7tS8G//Q3/oegEKvra8l7ubSDxLjhWuFBFf+bW6fXcK98R14Pxix1jAExb1QIBu+UHswze9sETKCcQNlrhXgEN5qW9FeJvKzn4tsRgjouRPbxNPaPsL6yltHIw6tBdLPEzTx/TfVKpZ0rcZO5UcIhkpba57SBM7pNwulhTPdTD161taTDZqfOMerQkqjTk2GdumJV56s6joD099It0oVSnJmZU+qcenEunqKjceP9u5S3OcmywFu10ZJ4yiYv67loRxrYceM9X+JV8CyJGz83/chiC61HI5CAHTpNIgikX7n50T/RCOKuke6W6Cu+L0zbspK2L5IelQgCKes86Z9SSyKgxwhW6Ef6iv9MwAwjASXn57yPSGdJ0eJ5CSQYAxlmGeYAAAWPSURBVGdIyyf76dc/ShyLs6csmN0f0ghMCYIw6ki+bcJ2u8UNysAMbeRxTHZAfm7GXG4fVgJ1J0i+WvqIRHnMrhwlvUlK2/51bcdrjD7nOuOVH0bbfiER2MOYfthn9p65drpWr5O2k26VGAPknTI3y7Nr+2ntDokbJWP3SGmRsJdZ9paUXiPUNbeia+9FygT/E/PMXWx344/wF0WW91e7sdJuPFf5mKJ+fb0q1ZJoE+PqJInZsDTtTG1j+A+uMQK3uyTO9WWJY7kOdpSixX78rRLo6/2TfXG1jq9dQZkvkbgGr5e4jigP/811H63ba7hb38H13gr1YDyyji/Gz3HPYJxTT3wKvoPr3GYCI0WgnU8aqfOOaLmNbNSIEqtX+LuUjZtytAW1cpWE47KNDgECGwLz54zO6cbkLDHwG5OTj8BJ7Y9GAKqLNAET6JpAI31SIxvVdRf37kCeRLdOiuP168+k5/XuFC6pggAzi8w45LPFFYdMyF0O/CZkt7nSJmACE4RAI2OkRjZqjAYUr1tXCeI1TDrTtLC24+vlMape3512Uh+02IFfH3Sym2gCJjBmBBoZIzWyUWM0RPiGh+9l+I5q8zGqg0/bHwR4iHhA4jtSvqtkne+gJrrZH030HnT9TaBZBBrpkxrZqGaNO7fGBPqGgP1R33S1G2oCE4JA3//JtgnRS66kCZiACZiACZiACfSCQJP/d2Av+LgMEzABEzABEzABE2gMAQd+jelKN8QETMAETMAETMAEqgk48Kvm470mYAImYAImYAIm0BgCDvwa05VuiAmYgAmYgAmYgAlUE3DgV83He03ABEzABEzABEygMQQc+DWmK90QEzABEzABEzABE6gm4MCvmo/3moAJmIAJmIAJmEBjCDjwa0xXuiEmYAImYAImYAImUE3AgV81H+81ARMwARMwARMwgcYQcODXmK50Q0zABEzABEzABEygmoADv2o+3msCJmACJmACJmACjSHgwK8xXemGmIAJmIAJmIAJmEA1AQd+1Xy81wRMwARMwARMwAQaQ8CBX2O60g0xARMwARMwARMwgWoCDvyq+XivCZiACZiACZiACTSGgAO/xnSlG2ICJmACJmACJmAC1QQc+FXz8V4TMAETMAETMAETaAwBB36N6Uo3xARMwARMwARMwASqCTjwq+bjvSZgAiZgAiZgAibQGAIO/BrTlW6ICZiACZiACZiACVQTcOBXzcd7TcAETMAETMAETKAxBBz4NaYr3RATMAETMAETMAETqCbgwK+aj/eagAmYgAmYgAmYQGMIOPBrTFe6ISZgAiZgAiZgAiZQTcCBXzUf7zUBEzABEzABEzCBxhBw4NeYrnRDTMAETMAETMAETKCagAO/aj7eawImYAImYAImYAKNIeDArzFd6YaYgAmYgAmYgAmYQDUBB37VfLzXBEzABEzABEzABBpDwIFfY7rSDTEBEzABEzABEzCBagIO/Kr5eK8JmIAJmIAJmIAJNIaAA7/GdKUbYgImYAImYAImYALVBBz4VfPxXhMwARMwARMwARNoDAEHfo3pSjfEBEzABEzABEzABKoJOPCr5uO9JmACJmACJmACJtAYAg78GtOVbogJmIAJmIAJmIAJVBNw4FfNx3tNwARMwARMwARMoDEEHPg1pivdEBMwARMwARMwAROoJuDAr5qP95qACZiACZiACZhAYwgs2JiWzG3IMw1sk5tkAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiZgAiYwigT+H4dW6vDX6M2eAAAAAElFTkSuQmCC)
Question 33.Projects and Activities:
Make a long list of all kinds of work that you find adults around you. In what way can you classify them?
Answer:
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I+OePzMt6a8Ud9fB+Lk9nXnpOIOHx869nXeAU+y0lkPP96xA4cf1xU20YOGGv5dIFPGtq+x/xb7P5H50xUHHQ+N2gau9843TeKzl9d5M3fLaJLR+zucz/G4oZP5nCW/z06+ITgTf/vR5LiDyP6zyq8ibx76sGiqvZ3TpfjrdFFoxdHfa3Zt4b0Czazjx6XCj4/oq9fr29ljXfyJzBtAGMnYBLx2QO/l21U9+E5PyoiDQbu8o8GWEXSQfm26bBKOKasntsGXwa/ScSuLp2RY3acS+MP9nhtSH7k2+VQ85evxKF8bTYrHb4PnETUm91vji/UllDCKEPNgLJt74hnsAQkMByBaeMYuTJ2TSKe56MjxqU2e2ECt1cXFh3/5hk/Tp+8nhKxs/mHiM/O2Ol6bsQmQ2k4dpMIh5DdbI5xQkvjbyZIh2uMv/yW8TkvRX57RbOM8fxfI3aqGc8nEQ7yE6IzRqUdkBN21mgTvj2dRJS9j/EvYvAvDjAPsFhoGm/+SJO0+et/6lgbCxleccNyUom3kDjKbdannWbNFXW6++eAMrEJ0zSc80n064g4HOM4l9anLHV8uNQM4Py0Rlpdp7OeEe7biB4X0Y8mEekzr30w2ieqra0vTnKxVFvfGsIvqMu0s310j6J+PHuMFb+M2vphEXUtD/v0pZMdmJWs1MmuFSywBCSwMwQcx3aGnveuAwGfkXVo5eXUce3/pxvLwWwuEpCABCQgAQlIQAKjJLCu3wyPsjEslAQkIAEJSEACEpDAcgnoDC+Xt7lJQAISkIAEJCABCYyIgM7wiBrDokhAAhKQgAQkIAEJLJeAzvByeZubBCQgAQlIQAISkMCICOgMj6gxLIoEJCABCUhAAhKQwHIJ6Awvl7e5SUACEpCABCQgAQmMiIDO8Igaw6JIQAISkIAEJCABCSyXgM7wcnmbmwQkIAEJSEACEpDAiAjoDI+oMSyKBCQgAQlIQAISkMByCegML5e3uUlAAhKQgAQkIAEJjIiAzvCIGsOiSEACEpCABCQgAQksl4DO8HJ5m5sEJCABCUhAAhKQwIgI6AyPqDEsigQkIAEJSEACEpDAcgnoDC+Xt7lJQAISkIAEJCABCYyIgM7wiBrDokhAAhKQgAQkIAEJLJeAzvByeZubBCQgAQlIQAISkMCICOgMj6gxLIoEJCABCUhAAhKQwHIJ6Awvl7e5SUACEpCABCQgAQmMiIDO8Igaw6JIQAISkIAEJCABCSyXgM7wcnmbmwQkIAEJSEACEpDAiAjoDI+oMSyKBCQgAQlIQAISkMByCegML5e3uUlAAhKQgAQkIAEJjIiAzvCIGsOiSEACEpCABCQgAQksl4DO8HJ5m5sEJCABCUhAAhKQwIgI6AyPqDEsigQkIAEJSEACEpDAcgnoDC+Xt7lJQAISkIAEJCABCYyIgM7wiBrDokhAAhKQgAQkIAEJLJeAzvByeZubBCQgAQlIQAISkMCICOgMj6gxLIoEJCABCUhAAhKQwHIJ6Awvl7e5SUACEpCABCQgAQmMiIDO8Igaw6JIQAISkIAEJCABCSyXgM7wcnmbmwQkIAEJSEACEpDAiAjoDI+oMSyKBCQgAQlIQAISkMByCegML5e3uUlAAhKQgAQkIAEJjIiAzvCIGsOiSEACEpCABCQgAQksl4DO8HJ5m5sEJCABCUhAAhKQwIgI6AyPqDEsigQkIAEJSEACEpDAcgnoDC+Xt7lJQAISkIAEJCABCYyIgM7wiBrDokhAAhKQgAQkIAEJLJeAzvByeZubBCQgAQlIQAISkMCICOgMj6gxLIoEJCABCUhAAhKQwHIJ6Awvl7e5SUACEpCABCQgAQmMiIDO8Igaw6JIQAISkIAEJCABCSyXwG7LzW4puR2/lFzMRAISkIAEJCABCUhAAiMkoDM8wkaxSBKQwFwEHMfmwmXkNSTgM7KGjT5QlY/3M4mByJqsBCQgAQlIQAISkMD4CegMj7+NLKEEJCABCUhAAhKQwEAEdIYHAmuyEpCABCQgAQlIQALjJ6AzPP42soQSkIAEJCABCUhAAgMR0BkeCKzJSkACEpCABCQgAQmMn4DO8PjbyBJKQAISkIAEJCABCQxEQGd4ILAmKwEJSEACEpCABCQwfgI6w+NvI0soAQlIQAISkIAEJDAQAZ3hgcCarAQkIAEJSEACEpDA+AnoDI+/jSyhBCQgAQlIQAISkMBABHSGBwJrshKQgAQkIAEJSEAC4yegMzz+NrKEEpCABCQgAQlIQAIDEdAZHgisyUpAAhKQgAQkIAEJjJ+AzvD428gSSkACEpCABCQgAQkMREBneCCwJisBCUhAAhKQgAQkMH4COsPjbyNLKAEJSEACEpCABCQwEAGd4YHAmqwEJCABCUhAAhKQwPgJ6AyPv40soQQkIAEJSEACEpDAQAR0hgcCa7ISkIAEJCABCUhAAuMnoDM8/jayhBKQgAQkIAEJSEACAxHQGR4IrMlKQAISkIAEJCABCYyfgM7w+NvIEkpAAhKQgAQkIAEJDERAZ3ggsCYrAQlIQAISkIAEJDB+AjrD428jSygBCUhAAhKQgAQkMBABneGBwJqsBCQgAQlIQAISkMD4CegMj7+NLKEEJCABCUhAAhKQwEAEdIYHAmuyEpCABCQgAQlIQALjJ6AzPP42soQSkIAEJCABCUhAAgMR0BkeCKzJSkACEpCABCQgAQmMn4DO8PjbyBJKQAISkIAEJCABCQxEQGd4ILAmKwEJSEACEpCABCQwfgI6w+NvI0soAQlIQAISkIAEJDAQAZ3hgcCarAQkIAEJSEACEpDA+AnoDI+/jSyhBCQgAQlIQAISkMBABHSGBwJrshKQgAQkIAEJSEAC4yegMzz+NrKEEpCABCQgAQlIQAIDEdAZHgisyUpAAhKQgAQkIAEJjJ+AzvD428gSSkACEpCABCQgAQkMREBneCCwJisBCUhAAhKQgAQkMH4COsPjbyNLKAEJSEACEpCABCQwEAGd4YHAmqwEJCABCUhAAhKQwPgJ6AyPv40soQQkIAEJSEACEpDAQAR0hgcCa7ISkIAEJCABCUhAAuMnsI7O8DnTLIdHv42Or445L/WrnD+i0XwvyPlfogs0wuvT7Tn4RUSaR0ekd1R0TPSZ6OZRad/MSR3/3Y1rzdMXJoB0fxptry4+Nb+kT/ixUbMOP07YF6q4/GyP5ilfcauHEpDAyAh0jWM84wdHj4pOU5X5FvllfDgu+kN1zDlj02ER48vZotra4l8uFy8dlWPnI4t7moe7JeDrUT3GMl612bRxtauOjIOMb++ILlMl+tL8Mm6T388jzmvbMwd1/Y/M8RWLax6uLoGrVO1On/9zdXzToroXrcJ+l9+fRfQn7NtRPVfevworfx6TE/pT3be3NuLwLB0Q8RwS74joE9Hdo6bP1TWPM6d/K8IPad6ToFOcKrpn9LHoRxHPA/m8K3pQdJ6oy3guv9Nx8b4Jr5+V7+X4TI14u1fXKR/PG3HPHHWNGfXte+TgxdF3I8rLuPOpCE48n1jX804etWirm1Xx2/Lk+YbDe6K7Rqes4q7lDx20jx2YSDwkbbZ/AktnmEmFzkbaj2u7oQoDPnGuXsQ5a45xdpmIrtm4t47PPVdoXKtP6dR0AOL8YyMOHYzwR7fcu1fCSmeYKPOWryVZgyQggSUQWHQcwwmtn/ODGuX8Xs7f1wjDOcBReG9LndriE+3AiPKxGD9ty30E3aqKQ7yuOH3HVfJrjtUXT9ihEZMfYyyG88OGxZur8/LnWjn5SEu4QSdfAn2fkQ+liodMqeZ/51rtYNXRtuSA9H8fXb7j3mafJBr9EkfvdRHzM8YzuXeEI4izWi9ST7h6QrzmPI6z+6SIcBa2pZ0hJx+OvhxdIyJ97OwRzjX3vLYKa/5cOQE878ThmeiySRXn9R0R8Dm2tlxrGzPOmHg/jPCDzlXdg4N/++iPUdN/aXve66zelINmWzXzxDm/R8QCh8VCPT7UabT9Ht+24miLuG5hb0iF31lUml3dN0aspu42J4xfJv7TI1YoTBBN+0ACjose27xQnT88v4sM4qy+utIss5pVvo5iGSwBCYyQQD0RMmb8c1RPPl1FZQeFXasbR0yyfY37WKgz6bQZu2dtDnYZd2fGVRyLV0XnjepNhs/n+GXRbaJy44Cx97nRAyJNAn0JfLyKiD/Q59k4deKxu4xzdteI3UyMZxKnbJ/oBhEO6yzDJ3hyhON620bkF+WcNzU3jD4TkT7GGxGeu1dX520/+yWQNzp/jTieZu/PxTtF95oWqcc1xhbeqG+NeGuOkT8+1Sur874/z0nEL82IzI416V43YoHctTA4UTI6wyemygqG1QSvEXhVUhudhi1+BtpLRM0d3iJq62G9Vc+uRdMOTQCrLzp8/bqgjsPrFl4FMOjPY6w+eRWIo93HppWvz/3GkYAExkVgkuKwY3T+HsWqn38mqL7GmMXY9W8Ru1ilMfnhCBzcCG+eDjGusgHAZxTPj3avMsQJZnEwqzzN8nm+3gTwA/jkgHkZB3SW7ZsIl4xw2GoHtbznBzl5S/SvEZ8EzDKeX1T6DRfLOYvcbRHOb5vhbONoNo0d6b0jPk1iMXuH6HTNSMX5v+QYP+h50WWmxJt1qfYzz9US8XEJYyd4lrGjvT3i0wreBvWxbyTSy6N/ithBn2o6w1Px7Lh47ohVIQPptohXI1uivsbuCQM0HZeGaTM6L52eVV1pD87JS6M/NsI387RP+TYzP9OSgASGJ8CkiXP7wylZ4QSzCOd1KRMer4T7GjtXvPG6UMQuWGlMcE9phDVPd3Zc5dU1u9Kfi3B0a+M7aF4rU39+yYedrf/3fzE8kEB/AszZ7CzerdK0O+vvkXHYuuzTucAi7XpdEapwnNT9q+NnFXH3yTG+Aul02SG58PaWi7yJeVvEs/uS6CzRrVvi1UG/yQGfMmDsjk9znOt72n7h8buIzUQc+TKdX+ScDcihDKcfu8msDNbdGaZTsoKr9esWYKz2XlGF49DyzQorqq7v4Ij61mgS8QnCUdHXoktFrAzb7FsJZMVIXhtVhDPl984RzvAsw5ku68FKaJrNW75paXlNAhIYDwF2f9jRuU7EhNfcPWJnaBKxc8vC/hkRE8VDo3ltW25gl+bRUT2XXDvHTHxfnJHYvOMqY/UkOqxKH2eA18jk9+dGXttyznU2Fw6Knhj9thHHUwn0JcDzxBz9omjPKTdt5Bp9kQVZl/24ukDcprF4m0Q/ieivLPj4HAKfozYWnxhx5jUWrTj32HsjnqX9qvOuH3bH2clmZ5gF8yKGD3S7iDHi1RHOL5+TNB3jMm2e99Kn+Xx5cY5j6ojV3DpvXXdnmB1XVlm1cECbhmNZdsY+KypWWxvR+aM3R/eL2IGdZuyknCr6tyoSf8VKx+kziDPol/V497SMcm2R8s1I0ssSkMAuIlA7ipPkj9jFYsx5YEt5PpawjWiP6EbR+aJZE2JLMjuCGD+fGeEgMNlhvAU7oDqe9jPvuEpeGxGTGvkdET08OnVLJkyijJ9wYXHARoMmgUUJMAfX/fsNOZ62EUbf62Nt8Z6eGzei80Y4xvtE1+qTWBWHHexJhMPNRhxvtGvjEwXeFP2oCuAYx/iGEX7KNHtVLm6LeMNyp2kRp1zD+b5gxJsoNuNYxOLffCf6+5b7mr4Z3/4uYvhFvWzdneEmJDr9pYtAGolGoMEmlV6XX1Z/W6JZRnqsquj47GJMMz4Kp8PcPbpwdI+Ib3sWMVaA016j1GnOU75FyuE9EpDA8ARqR3EjWeHcXjNi0c6EN8225yK7XftG/I3BIsarT3Z6WJAzXp4++uSMhHZ2XGVCxxG+RHSfjry+mvA/RV1v4zpuM3gFCTBfty2a6qqyYKKvTLODc5EFJru1z+6IeFjCSevvOq4TzGc72KFT4vDc/kfE2xUWlizqaiMPrG1zjXl/I8Ip5hOI0hHk2j9Ek0LUhzgsnmcZi0u+weV5v9isyB3XaQcWppQFh/+e0dkjnO1Z9pVEuM2sSC3XWTxjNcKXtxcAACAASURBVLeWKCcE6QyfGA1O69FF0H45vkm00RAdtc+KiqR4nXFQdPPoogRMMTo+q84PRewos7pbxLhv1sNdpztP+RYpi/dIQALjJcDEziT1kAWLyIKaf6nhCtEbI95wzbLNGFffmUxwUB4UOY/NIr7e13+a6uN8dfUT3pIQZ5a9JhEOjHAi2eFs2nuqgGs0LxTn7PTyedJHpsSpL/EJEzu6dynivj/H+Ck4tvMY5b1AtFGIen8m4nmcZb9PBHbHcZ7/O8Lp72vkg/9TGgv4V0b4RpeNSoe/EXXH6XHRL9ouzAi7aXW9bpvO6F2do/OGNbrASvIGEZ2laXzvAju+eelj/5lIdCIG7mn2qVz8WMSq7znTIva4xg4Nu819rG/5+qRlHAlI4ORD4IgUlc/AeP1Z71rNW3reYB0bMVl9YMbNmz2uXjj53XJGnl5ebwL/m+qfLmI+bxqOGm8YvtW80HHOp0e8dcAp5rPG0nhrfEj00EZ4fUpfvXXE3N7HsWMXlbcgDy7S+16OyQcHtu/zesXEPSrCAW0avsye0dWbF1rOv50w3sRcKZrly5S3s5PMBmKbwfDXUd/Nu8cmbp+dbPLaK+LTDj4b/SwB00xnuJvOzSqAba8aP5drfJfTZ0VFDnSi+hOIM3dnuePKnSM+zeizUp2WFG17wWkRimvzlK9nkkaTgAROJgSYnNnp4VXoIoYjfLWIiX6Wbea4yk7dz6NFd7VnldXrq0EA5/HI6FUR8+uFIr6T5a3vuyI+KWK3to8R7/YR8+spGzfg0N0iwrneFrGpVRs7wvgAOGb/XoRPO2Q39PkRn2Zcr4jIzvTXow9F1yzCz5RjfBI+J/hVxP3Yluht1XHzB2cY29K80HH++oTDi88b5jEc7qdHZ6huYnOQct414lMtdrv72NkSaZYPRR5w2B59PiKPtbRZUM8ZKpOI1QhxOf5wg9STcs6nBqze6n9Joo7CA8A9vDbg/sOiK0ekgQNLGKuw5ndzfFbBNZxo0qzjU45J9HdRm701gXzKwL38co4dELFqJPyYaNIQ5eJbvtrmLV9xq4cSkMCSCSwyjtVjQ7OovKKcRHwOwbjFcf0HQXVcxismeq49oPot4/Mqsxw7Get4Zdtmu1f34yTXY+SjcjzvuHqjKp1yrOYP9krbv8pjkt97Vxf45Zy86/G1dEyqaP6czAnMekbK6m3kZFt0eES/5vOeL0cspJqbgt9MGHMnDuUkumjUNBzirvxxFHH82G2eRD+MeL72i3ACS2ubx9mtru2sOfhNhD9CuWo7dQ7uG5Eu6ePs4x8wzz88wmnEeEZ5rrlePx/VpR1/nDeJqAe7xuw6188OjjTpPj9qGs/3F6OtxYW2MYYxA8NJp6wsPMhjEsH3CxFjTc2/zTcjbinGFO7B2vKkzEdELDxwgpsLlhPuPOl/u9rypDFPRiErWamTEX+LKgEJ7DwBx7GdZ2gKq03AZ2S123eZtfN/x7xM2uYlAQlIQAISkIAEJDAuAs3XA+MqnaWRgAQkIAEJSEACEpDAgAR0hgeEa9ISkIAEJCABCUhAAuMmoDM87vaxdBKQgAQkIAEJSEACAxLQGR4QrklLQAISkIAEJCABCYybgM7wuNvH0klAAhKQgAQkIAEJDEhAZ3hAuCYtAQlIQAISkIAEJDBuAjrD424fSycBCUhAAhKQgAQkMCABneEB4Zq0BCQgAQlIQAISkMC4CegMj7t9LJ0EJCABCUhAAhKQwIAEdIYHhGvSEpCABCQgAQlIQALjJqAzPO72sXQSkIAEJCABCUhAAgMS0BkeEK5JS0ACEpCABCQgAQmMm4DO8Ljbx9JJQAISkIAEJCABCQxIQGd4QLgmLQEJSEACEpCABCQwbgI6w+NuH0snAQlIQAISkIAEJDAgAZ3hAeGatAQkIAEJSEACEpDAuAnoDI+7fSydBCQgAQlIQAISkMCABHSGB4Rr0hKQgAQkIAEJSEAC4yagMzzu9rF0EpCABCQgAQlIQAIDEtAZHhCuSUtAAhKQgAQkIAEJjJuAzvC428fSSUACEpCABCQgAQkMSEBneEC4Ji0BCUhAAhKQgAQkMG4COsPjbh9LJwEJSEACEpCABCQwIAGd4QHhmrQEJCABCUhAAhKQwLgJ6AyPu30snQQkIAEJSEACEpDAgAR0hgeEa9ISkIAEJCABCUhAAuMmoDM87vaxdBKQgAQkIAEJSEACAxLQGR4QrklLQAISkIAEJCABCYybgM7wuNvH0klAAhKQgAQkIAEJDEhAZ3hAuCYtAQlIQAISkIAEJDBuAjrD424fSycBCUhAAhKQgAQkMCABneEB4Zq0BCQgAQlIQAISkMC4CegMj7t9LJ0EJCABCUhAAhKQwIAEdIYHhGvSEpCABCQgAQlIQALjJqAzPO72sXQSkIAEJCABCUhAAgMS0BkeEK5JS0ACEpCABCQgAQmMm4DO8Ljbx9JJQAISkIAEJCABCQxIQGd4QLgmLQEJSEACEpCABCQwbgI6w+NuH0snAQlIQAISkIAEJDAgAZ3hAeGatAQkIAEJSEACEpDAuAnoDI+7fSydBCQgAQlIQAISkMCABHSGB4Rr0hKQgAQkIAEJSEAC4yagMzzu9rF0EpCABCQgAQlIQAIDEthtwLR3VdLH76qMzVcCEpCABCQgAQlIQAK7moDO8K5uAfOXgAR2loDj2M4S9P5VJ+AzsuotvLz6He9nEsuDbU4SkIAEJCABCUhAAiMjoDM8sgaxOBKQgAQkIAEJSEACyyOgM7w81uYkAQlIQAISkIAEJDAyAjrDI2sQiyMBCUhAAhKQgAQksDwCOsPLY21OEpCABCQgAQlIQAIjI6AzPLIGsTgSkIAEJCABCUhAAssjoDO8PNbmJAEJSEACEpCABCQwMgI6wyNrEIsjAQlIQAISkIAEJLA8AjrDy2NtThKQgAQkIAEJSEACIyOgMzyyBrE4EpCABCQgAQlIQALLI6AzvDzW5iQBCUhAAhKQgAQkMDICOsMjaxCLIwEJSEACEpCABCSwPAI6w8tjbU4SkIAEJCABCUhAAiMjoDM8sgaxOBKQgAQkIAEJSEACyyOgM7w81uYkAQlIQAISkIAEJDAyAjrDI2sQiyMBCUhAAhKQgAQksDwCOsPLY21OEpCABCQgAQlIQAIjI6AzPLIGsTgSkIAEJCABCUhAAssjoDO8PNbmJAEJSEACEpCABCQwMgI6wyNrEIsjAQlIQAISkIAEJLA8AjrDy2NtThKQgAQkIAEJSEACIyOgMzyyBrE4EpCABCQgAQlIQALLI6AzvDzW5iQBCUhAAhKQgAQkMDICOsMjaxCLIwEJSEACEpCABCSwPAI6w8tjbU4SkIAEJCABCUhAAiMjoDM8sgaxOBKQgAQkIAEJSEACyyOgM7w81uYkAQlIQAISkIAEJDAyAjrDI2sQiyMBCUhAAhKQgAQksDwCOsPLY21OEpCABCQgAQlIQAIjI6AzPLIGsTgSkIAEJCABCUhAAssjoDO8PNbmJAEJSEACEpCABCQwMgI6wyNrEIsjAQlIQAISkIAEJLA8AjrDy2NtThKQgAQkIAEJSEACIyOgMzyyBrE4EpCABCQgAQlIQALLI6AzvDzW5iQBCUhAAhKQgAQkMDICOsMjaxCLIwEJSEACEpCABCSwPAI6w8tjbU4SkIAEJCABCUhAAiMjoDM8sgaxOBKQgAQkIAEJSEACyyOgM7w81uYkAQlIQAISkIAEJDAyAjrDI2sQiyMBCUhAAhKQgAQksDwCOsPLY21OEpCABCQgAQlIQAIjI6AzPLIGsTgSkIAEJCABCUhAAssjoDO8PNbmJAEJSEACEpCABCQwMgLr6AyfM21wePTb6PjqmPNSv8r5Ixptdcmcvyo6tIr7o/y+Ldq7Ea8r/Z8m3o+jd0SXadyzPee/iCjP0VGzPMck7JnVPfesrh9Xxb9KFd72c/4E/rESad6iLVLCvh59p+PafRPOveT3vehMjXi7V9ePzS/ciHvmRhxOL1pdo46/q47PU8QjH64Rr7ZLV/H+XP3uWVw7W44PiA6urh2R309Ed4+a/Xp7wpp8j0oYXD8T3Twq7ak54TrloV7fLi6+Jce/jv4QUVfqsD0q09+Wc2wz2N0g6bw1Oiw6MqIffTx6UtTsRwk6kXXVYzPKVWfU1d9nPU8vSAJ/iS7QLHTj/Ow5px7fjH4YwfnL0bOjq1Vxb5ffv0b00Vq0XVvYaat7+On7TBN3e9SnD21JPNqI/H8TfS0qjXPGnp9H929cW+T0qrmJcWgSMSYxPr03Yvw6a4Tx3NfPcN1vm2MMbXHGKn79c+ocUEaeEdj/LPpudFB0y+hUUdNunIB3R3X638/xy6KLNCIu2gfb6sJzwfP/nuiu0SkbeTVP6S+0z77NC9X59vyOsa07imtwBwHmRvohfb6eQ25axK3nJOYj+jZzM8Z4X7d/2zP6mFwnXfoQv1u5qbB55qbmGF0/N8w734p4jpvzGVnx7OELfCziuce34Bl4V/SgqJxbc3oiG2K+b3suL1fkukeOXxwxflBe5rNPRczhe1bx+swltNXNqvhtec47FlRJreYPHbSPHZhIPCRttn8CS2eYgZ+J7VFR7QzunuP9qvDHtSTSlv7FE4/JigarJ6r6VgZxyn71lrQekLDaGa4v45gSH0epy55bxflsV4SEXzlioCCta02JN6nivL4jzqMTvrXjWhmMU9N0ELj+5ogy3K+Rxulz/tVGGBx5mF4X8ZBhu0V7RzxsDAinOSH4//7bxpc2YOI+LrpmIz7pUh7qVdp1csJgCbfS2tKvr09yQFrzsnt67mGQvkNU14ffu0X0RwbOWdZVD+6bRIuUqy3PAxPY93miDgze5N327NTp14uhVyfgvFUgEwNtwCKI+2m320Wvra7XP79sCYNl7Qwv8ky3tXFbH2KMYGLCgTxDo1zEp+w4+dOMus0y+uCfIsYrxiOM/JhguL85lnwvYe87IdpJ/gubMxah1IGJ9vPRFYpwnr23R6T/2CKcQyZ2FgK3iZisMRwD+jELSBzlpk0SsEgfbNblzEnnHhH1oNzN8bXMl/GBMe+DZWDjeJltPaUYXppCoM8zwu0fig6Zks5/51rtYNXRtuSA9H8fXb7j3rbxbpG5qW2M5vlhw4My4HeUxjP+4YhNgWtEzH1YvXHAPc3xsIoy+HzffC7Jl3GFsZC59lxVQRjHbx+xWdecY6fNJW9K/GZbNfOcZyyoirOD88pZ30pNA37ZUKlXK5fIMauRJ3SQukvCyZNVSmld6ZMO8csVKve1Db51ejxg5YREOB2AzsXuV9sOIassBgAcyWnO8PNz/SERO0Ps4HTZJBeYSCn7vVoi0aG3toQ3g55TpXGe4gI7OYdGR0dN5/4mCXteEffUOWbFzGBQDwLF5R07UAxgzyoDc9zFF8eKOj2jEX+PKrx8UG+bsG9EF2vE5bQrfa5NonnZ3T33UK69SaDFuH54S3gzqK0edZxJDuYtVzP9+ryrv3O9fJ44hyP9jkVFuetep8Uvzh1vK6a183G5fu0IJ6vZfm3O8GcSD0d80We6q43b+tAdkw/t97SotBfk5N6NsLZT7p1lPBc4mW3PAc/I1RsJfC/ntHeb3TqBtQPLdRYgOLY4s02jbUj/8cWFf87xtP7K2EKb0B9Lm+RkkT7YVZe9kh7jNQ5vm507gV+MXh4x5jXLU9+zzLZuK6dhswn0eUZI5UPRIVOS63KGWVQxl3Bvc1FLcn9opLno3EQfpC6PbqTH88hi93ON8INyzrPZtaDmepczPPR83/ZcsjimfuzUN+3FCWjW+8CENdnW97Fhd75GIm15EmXWWFAmczzeufY3Aqxg2Fn4elRP0ux+0CnpRG32+gTilDyx7WJLWP0Kj4G4j7EDyG7nV1oiM9HSyZo7NER9aPTCiB2QLsMx2Dtign5PxA7k6boiJ/xfIrgwCbc54FNu/b9L76+Oyl2iqybsSxGD1vWjclLeJ+cfKBLeN8eXjGqnuri04/AH0Vuif41YEMyyvu3B67JHRZSPh29em4cdzs3W6AsRA3KbMYA3HcC2eLPC5inXrLSa19ueJ+LsFzEI4iDhmF6zeWPOaWcWgc+O2iY92pk+8IuI/vFv0SxjF4XJZRnP9BuSD478w6JLVQW7Yn5Z1DLYb4YxfuOYtu2C8nw136i05fmIBG6NWIQeV0W4WH7vGm2L4Ns0dnOeGjEu1fb/coCT2dVf/yPXzhIxLjVtM/sgi1Uc3X+KaO+mUa9XRC+J4He3ZoQZ523jxTLaekaxvDwAAfyAB0V7Ri/qkf5mz03MA6j0FXg2WXhui37eUSaezTe2XNsV8z3FqP3Mele4LNrjctJnPLxy4m2PPhUdWSYw5XjWWHCiW3WGp5CsLrGDyy7IMR1Rmag/G/191NbY5W2Xz8k9IlZ6H+lIb55gJqP/ie4Y8f1TbUyOt4tmdbKbJ87bIiZBJgcmK3aIugzHnFcbGBPANMe5Kw0mS1Z9pTPMMU4y4hXH1Yubcda3F+e0B8ZD0WWfzgWchOt1RajCz5NfHCMGFSbQLts/F24Z4Qgf3RVpRvg87C6dtC4YUY8uY8ei3DHvijcrfJ5yzUqrz3V25thlOTjaFtEXtrTc+I9V2GdartVBj8wB6cxrm/lMT+tDLMgYH14QMamxoH5gFTZvmdvifzCB7Ea9J6JvluM53+XRRxYxnkfKO439q3OdMQCjv25E055Jxio2GnjT07TN7oPwwNryum3CXxvhuLPYZGHW13ZlW/cto/E2lwDzAv2FRdOshdNmzk3Mrcw72LOqX37YHOLZnDY3HJLrfMrUtF0x31MGxoXfRWx+4MiXfgOLbcaFoWzaWHCiPNfdGcZhYrKqxSvH0k6fE3YXf9IIb57+uArYaFwg/Ul0WERnoAM/Obp29OeozZiAyjLhOEyzp+Qi7fjoItIDcszux6zJkF2S2gl8b44p56zJgdUyk/xlokWcMcr0yehGEQ81xjG7ewjjgcf2iHi1ymRZ20YOYNe1OCFeV3twjR2wSUS6R0Vfiy4VsdPYZg9JIGIgLMvRFndWWF92F6oSmtXvZuXX93rfcs1Kb9bzxP37RvRNjEXIm6I7RKetwuqfjRzQzm07k42oc53u7DNNZn37EG9RmMhwVLnnS9GX5yrt9MhMeCzm2G1mF/rI6FXRDaP62WqmwLNVji/s2DZtowqon6Pm9eZ5HX9WfyW9Om4zjc3qg6TLOIbVz1GdFxsW34h+VQW8JL+XiNp2kOt7xtLWdXn8XT4B3lywIfaiaM8p2W/k2s7MTY/K/ZOI5+i30eWjy0WMkbXtzNywK+Z7ys08e7sIP4VFNM7vO6KmY0zc2ppzyefLi3Mcd40FJ0li3Z1hXvcxadQ600kInRDA5NHHmvFIfyOiA/MQHRE9PGI3p8sYmMsy8VBMMyaRd0Y4aziPOM8c8+BOs3Pl4l8jdpAwjnGMmUjPX4V1/TDhbovuFd2pK9KUcHaAyZ9JnJ3gv4smEQ8NkxU7UxgT9wer4/Knybklyo6gtnjsfG9E1PHN0f0idny67Pu5wEr23RE77jtrO8uOhc4kOjzCoYfRZtjOlosy9Hme/inxysEdh+QsUdsbibb224y6kkbftNvizdOH2N2hra4b/ftmFb5I56k5Pl90/whn+y4Rz8zHorMV8epDnr1yfGF3vcva6t4Vl/A+8afF2Yw+SDmoX5vtl0D6W22vz8Gx0ZYirHk4prZuls3z5RBgDsaZw94QNRfuZSmm9e9Z8Z6eCBvReSMcY8b2a5U3zTh+ba5PIhadzA3lRtqunO8pNpttF4xuG7HAZEMQx/g7EYvUpjXnkqs0I/Q87xoLTnL7ujvDTSB0el751cZuLquYac4Scc8d8RBM6htbfnE6cYTZibhPy/WuoIt0XSjCD8jxaaJHVGkzyP96xn2sEv8hmhTCMaTzzHodRNJMvjiuvPq4GAFzWL0DjNPLrtlHi3u5duWIiZzrTN6lHZYT6ooD3WW0B3ZoV4SE09bscNNu7NZ3GQuNe0Y8sJQF531nbRY76oi19bsXJHwjYrcCJ3LawmpHInPYrHLNkdSOqM3nCYYMagyAk0qvyy+7KVui0vq0c+OWXqeb+Uz36UPk982IcQTHawg7Jom+OOI1LY7xMyOe7Sf2yIxFM/FLm9b/2pLsG5/nctozSdqb0QcvVBWyLhenPCc4NG+JJpUOzu8poztG0xycXO41XiyjrSmLNh8Bxpdp4yTzyZ9mJElfYX5kt/bZHXH7jFl95iY2pnhjw6c8zO27F/lNe9aY0zcinGLmht2K+3blfF8Xg3bg+aMsOPzMq2ePXlWUs+vwK7lwm66LU8LbxoLW6DrDJ8aCY3R0g9R7cn6pqGtXkA53jYht/J827m2e4ljxUD0o6su+WZ5mmpx/LvpQdO+IB/Y/2yI1wlihXSDaKMTO8mei/Xrc//vEYXKh/v8dMaD0ta8l4lERzm7T4cXhhA3hvCJit6s02gODeZexmv5D9JGuCFX4T/J7UMS3VBedEndbruF84sixwj3jlLh9Ls1iRx9h8YRDs0ybVa55y9J8nuhXN4k2GmLgb76R6NPO/5j75l2IUYfNfKb79iHy3Wy7ehK8YiNRPj15ZHRIRH+dZThwv2lE4hlkQp72jF01169W3Ud/ZZKeFv/iuX7O6N3VPV0/m9EHWRRgdR/i+GbRi6KNhphgcRxuRaQZtivbekbRvDyFAPMyzlfXnMu8N2vuJvnXRAdGzLHMn03rM2b1nZtI+xnRuSLe9tTGs8m4Ou/csCvne/gyx5b2x5y8MmL+vWxUOvyNqDtOj4t+0XZhRljbWNB6S1fnaI28poFPqRqC19NtdocE8sr9CW0XW8JwVC8c3bLlWlcQu6cM5NOMFeTpo7dHszoNEyjOKB2yae9IwJ4RE+0s+3Yi3Ce6UoSDP4/xKpeB4UbRR4sbP55jHNlHRawGefBLYyeRif6hjfD6FLa3jp4TzeLAPbQHDv2s8rMD/uDomhETOqx3xqaxo85PiviMhEXBMm1auXamHOzM3CBisdU0+hxjEd+Q1Va3c1e77JOITD7zLMLqtId4pvv0oaJ6m3LIYoBFWpudKoHsRvc12uASVeTv5XdbxOIFR7Fp50gAi292+jH6K5+A4Hxfuwpr/jwsAexg81zOsp3pg3sl8XtFPKOfLTLakmPGxqZtT8Cvoi3NCx3nfceLjtsN3gUE/jd5ni5i/Gkajhr9/lvNCx3nD0z4VyOcYp6x0jZ7bnpLEmdThHmnNp5N8uHZPHcRPu1wV8/3bFiw4dFmMOQt9qyd+frex+agz5tr4neNBW3l6FwptUZe00AGZlZmOGcM6LUTxOS+b4ST9PCIFVsfY3XJ7s1D+kSu4pAnK8Rptj0Xrxo9eVqk6tqW/L6tIx6TIkacPvb6RHpJxOuOeQxerAaPjMqdKRzhT0Q4gh9oSZCH5hYRA9i26DxFHJzr90ZMhH2/z6R9uefu0ZmLtNoOn5/Af4uuE70zYoDdGZvG7hVJGMfhDdGdIvobhvPHoM7u31+iY08I3tT/TivXohmxM4dzwo5j03iz8eOIAb62up0vnYCXR+wqYjid7DIwIdDGB58QPNd/N/uZnqcPzVXQHpHpt/SPemODPrk1umj04h7311HOl4NyYcHi/5sRz8ZlinQuV4XxjNJHa2Nce1r05oj2OWV1AWf6gOjOEbuvtHMfm7cPniGJ0n+2R7ylu2uRCX2H8YLPupr25wS8L7pRxKbGLNuVbT2rbF5vJ8BYwTzzqoh+eKGItr5J9K6I+Yt5p48R7/YRz1vdx+v7NntuYjeUOefy0fWKwrEz/fWIBek1i/Az5Zhn4DYRCzzux7ZEu3q+Z4Pt6RHPKcY4Tjl5TtnoY0Hdx86WSLPm6WljQZ88VibOLKgMjJOI1QhxOf5wj9pfKnFeHf2guueH+WWn4dqNe9vSf2Yjzv45r/O+d47Jn9c0hB0VTRr6Sc7fFGFMNJOIQfxHETuIbbZ3AifRHytxTBhOKA80gwN5l4YzOYkoB/exCiUOYTxY1JmHs2m7J+CL0dbmhSnncMIxelxLHBYXlGHa5ITzzcPFin4SUbZPRvtFPGilNfkSr7Qb5oT8mKiZ4Jm8YUsYu1k4BaU9vrp2dH4Piprp107CZrDbJ+mzQDksoo4spJjscTz2jKZZVz02o1x1vm39vfk80Ud/GbFTXzpQpMGEMol+H8Gbel6ZC5XRzs+IDokmlZgEWBC1GbsGxKNvscji+EJtERPW95nm9mYbz+pD3HPZaBJRN55XjnEI+xgsZtlGIvD8UJZJRJ9lHPlgtE9UWzlmUJZJi3je2Ukp7VQ5wSmmv9EuiOec3frScS7vwcHAuaSvTiLGkJdGG1Fpi/bBtrqQ1xERjjuTa+mkUB6e699FzeeY8rwx4hmHN+Ms9V12W1MObX4CfZ6ROtWNHGyLDo94Fn8bfTliUwrHtjT6yc8iHMpJdNETX95xdvuoK/955qbmGE1+exT5nTXHjGOMn2X/PXXO7xvx7NP/mc/pv/Rd5k+cRmxZ833bc8n4h50poqwsPBgPJhF8vxDxvNX82+YS4pZi84d7sLY8p40F1W2tP11t2Rr55BK4kpU6ucC3nBKQwKYQcBzbFIwmssIEfEZWuHGXXDX/D3RLBm52EpCABCQgAQlIQAIjItB8PTCiolkUCUhAAhKQgAQkIAEJDEtAZ3hYvqYuAQlIQAISkIAEJDBiAjrDI24ciyYBCUhAAhKQgAQkMCwBneFh+Zq6BCQgAQlIQAISkMCICegMj7hxLJoEJCABCUhAAhKQwLAEdIaH5WvqEpCABCQgAQlIQAIjJqAzPOLGsWgSkIAEJCABCUhAAsMS0Bkelq+pS0ACEpCABCQgAQmMmIDO8Igbx6JJQAISkIAEJCABCQxLQGd4WL6mLgEJSEACEpCABCQwYgI6wyNuvCAR0wAAIABJREFUHIsmAQlIQAISkIAEJDAsAZ3hYfmaugQkIAEJSEACEpDAiAnoDI+4cSyaBCQgAQlIQAISkMCwBHSGh+Vr6hKQgAQkIAEJSEACIyagMzzixrFoEpCABCQgAQlIQALDEtAZHpavqUtAAhKQgAQkIAEJjJiAzvCIG8eiSUACEpCABCQgAQkMS0BneFi+pi4BCUhAAhKQgAQkMGICOsMjbhyLJgEJSEACEpCABCQwLAGd4WH5mroEJCABCUhAAhKQwIgJ6AyPuHEsmgQkIAEJSEACEpDAsAR0hofla+oSkIAEJCABCUhAAiMmoDM84saxaBKQgAQkIAEJSEACwxLQGR6Wr6lLQAISkIAEJCABCYyYgM7wiBvHoklAAhKQgAQkIAEJDEtAZ3hYvqYuAQlIQAISkIAEJDBiAjrDI24ciyYBCUhAAhKQgAQkMCwBneFh+Zq6BCQgAQlIQAISkMCICegMj7hxLJoEJCABCUhAAhKQwLAEdIaH5WvqEpCABCQgAQlIQAIjJqAzPOLGsWgSkIAEJCABCUhAAsMS0Bkelq+pS0ACEpCABCQgAQmMmIDO8Igbx6JJQAISkIAEJCABCQxLQGd4WL6mLgEJSEACEpCABCQwYgI6wyNuHIsmAQlIQAISkIAEJDAsAZ3hYfmaugQkIAEJSEACEpDAiAnoDI+4cSyaBCQgAQlIQAISkMCwBHSGh+Vr6hKQgAQkIAEJSEACIyagMzzixrFoEpCABCQgAQlIQALDEtAZHpavqUtAAhKQgAQkIAEJjJiAzvCIG8eiSUACEpCABCQgAQkMS0BneFi+pi4BCUhAAhKQgAQkMGICOsMjbhyLJgEJSEACEpCABCQwLIHdhk1+l6R+/C7J1UwlIAEJSEACEpCABCQwAgI6wyNoBIsgAQnsFAHHsZ3C581rQMBnZA0aeUlVPN7PJJZE2mwkIAEJSEACEpCABMZHQGd4fG1iiSQgAQlIQAISkIAElkRAZ3hJoM1GAhKQgAQkIAEJSGB8BHSGx9cmlkgCEpCABCQgAQlIYEkEdIaXBNpsJCABCUhAAhKQgATGR0BneHxtYokkIAEJSEACEpCABJZEQGd4SaDNRgISkIAEJCABCUhgfAR0hsfXJpZIAhKQgAQkIAEJSGBJBHSGlwTabCQgAQlIQAISkIAExkdAZ3h8bWKJJCABCUhAAhKQgASWREBneEmgzUYCEpCABCQgAQlIYHwEdIbH1yaWSAISkIAEJCABCUhgSQR0hpcE2mwkIAEJSEACEpCABMZHQGd4fG1iiSQgAQlIQAISkIAElkRAZ3hJoM1GAhKQgAQkIAEJSGB8BHSGx9cmlkgCEpCABCQgAQlIYEkEdIaXBNpsJCABCUhAAhKQgATGR0BneHxtYokkIAEJSEACEpCABJZEQGd4SaDNRgISkIAEJCABCUhgfAR0hsfXJpZIAhKQgAQkIAEJSGBJBHSGlwTabCQgAQlIQAISkIAExkdAZ3h8bWKJJCABCUhAAhKQgASWREBneEmgzUYCEpCABCQgAQlIYHwEdIbH1yaWSAISkIAEJCABCUhgSQR0hpcE2mwkIAEJSEACEpCABMZHQGd4fG1iiSQgAQlIQAISkIAElkRAZ3hJoM1GAhKQgAQkIAEJSGB8BHSGx9cmlkgCEpCABCQgAQlIYEkEdIaXBNpsJCABCUhAAhKQgATGR0BneHxtYokkIAEJSEACEpCABJZEQGd4SaDNRgISkIAEJCABCUhgfAR0hsfXJpZIAhKQgAQkIAEJSGBJBHSGlwTabCQgAQlIQAISkIAExkdAZ3h8bWKJJCABCUhAAhKQgASWREBneEmgzUYCEpCABCQgAQlIYHwEdIbH1yaWSAISkIAEJCABCUhgSQR0hpcE2mwkIAEJSEACEpCABMZHQGd4fG1iiSQgAQlIQAISkIAElkRAZ3hJoM1GAhKQgAQkIAEJSGB8BHSGx9cmlkgCEpCABCQgAQlIYEkEdIaXBNpsJCABCUhAAhKQgATGR0BneHxtYokkIAEJSEACEpCABJZEQGd4SaDNRgISkIAEJCABCUhgfATW0Rk+Z5rh8Oi30fHV8RH5/XH0qehR0VmiLrtxLrw7Ig30/ehl0UW6bkj4Tap7fphf8iG/d0T3ieq8vpHj4wr9JceUrxn2tISV1rc8t8hNlJf0/lAdc35MdFj0wuhskSYBCYyfwDzjxVNTnaMixpNjo3rsqn8Zk75QVHl7jn9RxT+6is/9jBWfiW5exJ2nHG1j0OWKtOrD8+Tgz9HLW64R1FUf6vat6BERc9ueEXWk3qTHMWG1vTQH1PM30WuKcA9Xj8AlU6VXRYdG9IMfRW+L9m5Utc0/IP5PI54T5u3LNO6pTy+eA3yB70ak//PoK9Hzo+tHu0VtdrsE0kf3bbuYsG9H9fN4/5Y4j0lY3c/53VrF2V7cx3O8rQqvf+6UA3weyoq+E70+unsRr+2ZrceN+hdf5YzVPdvz2xw74Pb16LnRND+pyNbDzSBAp+pjByYSTmFtp87BPtFXI5zWyxfX6kMGYR6K20SnqgJxIJ8e/TrCMW3asxPwk4hOdcrqIvccEFHWD1RhTCoXq475eUh1vQx7QMJKZ3iR8nwvabyvyIfDm0ZMFu9thHsqAQnsGgKzxrF5x4s9Ug3SfHRLdfZKWOkME+WuVfyrF/HPmmM2AlhQX7MKn7cc3NY2BhXZ7HBmGY9wbk9XXiiO2+rDmPykiHqyqVEbDgxlvkIRVh++PwfXawk3aPwEZj0jdQ1umQMWPPSJM1WBu+d3vyr8cS1VbfoHRMHZPTQ6MuJZKA2fgDxIq76G87t3dEhEWcu5vLz3XTmhv3+wDGwcb6nS+H1+23wTopf+TH1723PMtQdFf4xuXUfM7/kjnu+2dKY9sz/LPbUzTHJteVLmt0SU/y5EGpn17UsjK/b04vStVFtnJ2Ua9eCI3dtyh/ifc07adO42Y0X4y4hBurZ75IB7rlOElYevzMmHqgAG7AsWF9ucYVaOD6viLFIebu3q1B/JNVZ4ZyjK4KEEJLBrCMwax+YdLxiXSLPNGWacay7k2yY0SDCWkc4zKizzloPbusagKslTfDEHjHPk0zVxdtUHh/hP0efqxPK7Ef0u+nRU7s6xI/e6Ip6HJy8Cs54RanOJiLZ/QkfV6F+kw2ZVaV3+AekQnw2k2i6dA5y8rjxwgplb25zhcyec/v7yKk7pP9Tp87sl+lhEPjjXbfN0mxPb9Rx/LWng+DbtPAmAV9OmPbM41PXmIPd15cm1V0c4/tdoZrCLz/v0pV1cxPmz71uprs5OjjQu6fD6obZDc9DcPSku71g1cs+zqkAG3cOiz5eRGsdXzPn+HdfbnOEy6rzlqe/t6tQ8aDywXTsxHcU0WAISGIBA33GsznrWeNHlPLIrdd2W8ndNaOyiUjbeSrXZrHJwT9cYxLUrRf8TsXPHW7j6zRnXSuuqD2/4mGw/04j/+JxT7ntW4TgTvLpl8tdOngT6PCPbUjUWR3/XUUXmaT4RwCEtrcs/eFIikS9vkWvDwSOP5m5xEWXHJ5FtZXh4wvn0gX5Puo8tbyqOt+T4BdG9q3gHtcSbxxnmjU6Xb7JnS9ptzyxvcLa2xO0aO4iK8w8r3siMyY7nuyrtpARoKBxDvvXFWPltRJ+qztt+vptAXhfU91wqx+z0Ngfl8t4v54RBel5bpDxdefDpxm2ja0XPi1h5ahKQgASaBHAcmaz5FpKdrCFsSxJ9ScQr3G3RDSIc3z7GQr7eXKg3Jer7/iMHjNF8Zna2iF28l0V8z6itLgF2cL8V8b17m+GAfjb6++hcbRGKMF7187aXtw68Sa2NOZ88eDPcZfS1tjIw9742whlns22/rgSqcJ474t+t0ozonZc/mCtXjnDk8SdK+3bnXTt/gU9Gqet1o9PufHKbl4LOcDtLXhPg2F6ourxR/dKQ04yBtY5b/w4x2NZpz1Oestx752QSHR6xmnxGxAP90DKSxxKQwMoRYEcXB6DWP82o4VtzfRIx0R8V8XqVhf4PZty3yOXT5CacktrReGmO2bnjk7Aue1QuTCLGQv4oGoflctGbGjfgXD8gOkf0mui60YsacTxdLQKnT3X4g7g+8yQ132hUf/ecT6LDovozmyfn+NoRbx8w8qBPzcqjin6iH/o6O7S/qkJZBPJZx6xPCP4lcXC+6b97VvfO+/PvueG/InZxv1mlx4LxMlMS2ifXyrGD+IsYPHnWz7vIzUPdozPcTZZBuGl0hFnWjNM8n3X/PNf7pN0W52PJZCNix+VG0fmi/ebJ2LgSkMDJksBjUmrGtlpt3w2WFeOTsY3o/NGbo/tFQ31acLMqjzp/Xs1+OJo2Nj091zciJlYcYyZs3nK12QcSyB/xsFv4yIi3f9rqE2ibA9tq3YzHAmojulCE08nfEfFZA5/i9DF2XieVWEziSJdGv8YBru31OTg22lKEtR2y6LtddeEN+V1kh/U3uW/fiM87eUvCPwDAZw845y+M2uz9CSzHDp6hRYw0Rmc6w+1NwvdkZ48Oqy7Xv7MmAb6HOXTOe9pLMD10kfJ0pbg9F1hh8mDwDbMmAQmsDwF2hvjDslnGBPyvEQ5Dc1KfdW/f67z65e3UpNAVcowjMmu37K+Jw04Vr2APiHaP2uzzVeAQO9tt+Rm26wjUb3j7zNv068mUovJdMY4wO7d8/1vbtDz47GEj2ivij1RP97fbdjjUOLQsziaVDs4vny3eMZrl4BKXhSlvQvgXqxa17+dGnuerRtSNBeP9IxbBswy/4ZmzIrVcZ3HBd8NHtVzbZUE6w+3o90kwnfI91WU6Hg7otAGZFRavZOqdlj73XDTxb1LlMc9Pn7Sb5ZmWPg8Tr3344xdNAhJYHwLsWDEx9TFeBR8U3Txi7NpMO1cS49XpBaKNQhfOMTt07KL1MT75Iq279IlsnJUnwBx+qajrj9t2yzXmdRZJP51B4525ztzLP0tW+k7vyzl5sIHW13gL8qJoo6Hb5BzH+VY9EnpN4hwY4RTz7fE8hiOOv1Lad3PCghS7yomutJ/8LsHsMM9jLEz4POSjEZ9ojsZ0hk/aFGdMEH+EcWT04uoyq0a+saGD8L1Qmz0sgXwg/5zqYnnPNVtu4CF8dbSl5dqsoEXKMy1NXv/wjd2dIna3NQlIYH0I8N3jl3pW9z8Tj7ELh2AzjTdTOC5NY7Jl4uyzW8a97LSxi/fgZkKeryWBp6TWx0V8L95md0ggnwDxqUAfo/+zQLtlEflpOeaTG3aO+9qWRHx7S+TtCeMbYq73sQcm0lcjnOLynzebdS88btgSqU7jZy3XuoLekQvsKvcxFquMH1v7RF5mHJ3hv9FmJ/gG0ScjHGK+K+P7ndpYhdHp+W6OnRHiY6zieC1354jVXPkHc/U9OJr/GNEJMFZHB0V858Z3OovYIuWZlg9OPDszvCLRJCCB9SHAPHDBntX9duK9N7p7dOae9/SJxs5vm3PAvUy27Oz12S3D8Xl+xOvj63GzttYE6K+8JeB7cjasWPhhfKbAAuxlEU7s+08Invlf5t2fR+Vb1G/mnD/y5BOfJ0b1LjTP1V7RcyPsF9UvO7I4j3yf2zTe0LLTfKMIJ32Wsbt6+4i8ap9k1j31dRYK5Q4w/gi71ZST75f72vkSEd9hmvGHefhBlHVL9Nlpkb22OQTYNZ1mdMRJ9OuIuBwfFrET/OmIhwYHt8v4rIHO+sNoEvFHHi+NNqIuw7HmW5z6nkNyzPdtXbuw7NLQISkf/+JDvducw5NY3/LgwE8iHrbfV8e8KimNhQAP1yS6bOOapxKQwPIIzBrHypLMGi9YrP8oIs1joklDjH/lThB/tMYrY+IfFTEulMaOEtdY+L+iuDCrHG1j0LVy/yTim19+m+MOjgplID82J14btdVnj4TXhjPCjvIvIxyV2jim/qQFDzY3tJMvgXmeET5j4E0s34pPIuZiFl/NN71t/sEzG4j2zzl5k869i2uXzDHPA9/hcg2nmc8q2LWtF2bM1zw3fGJQ9s2c7rA3RnUf5bMkdnCJx/PJjvEkumjUNJzMJo/mc1w+q1dLfPyKr0STCP+HN8T/Fe0Z1db2zE5ysdQfc47TjzXzJB7p4vizKGgr+44bd7E12e3i4mxO9itZqc1BYyoSkMDJhIDj2MmkoSzmLiPgM7LL0K9cxv5PN1auSa2QBCQgAQlIQAISkEBvAn4z3BuVESUgAQlIQAISkIAEVo2AzvCqtaj1kYAEJCABCUhAAhLoTUBnuDcqI0pAAhKQgAQkIAEJrBoBneFVa1HrIwEJSEACEpCABCTQm4DOcG9URpSABCQgAQlIQAISWDUCOsOr1qLWRwISkIAEJCABCUigNwGd4d6ojCgBCUhAAhKQgAQksGoEdIZXrUWtjwQkIAEJSEACEpBAbwI6w71RGVECEpCABCQgAQlIYNUI6AyvWotaHwlIQAISkIAEJCCB3gR0hnujMqIEJCABCUhAAhKQwKoR0BletRa1PhKQgAQkIAEJSEACvQnoDPdGZUQJSEACEpCABCQggVUjoDO8ai1qfSQgAQlIQAISkIAEehPQGe6NyogSkIAEJCABCUhAAqtGQGd41VrU+khAAhKQgAQkIAEJ9CagM9wblRElIAEJSEACEpCABFaNgM7wqrWo9ZGABCQgAQlIQAIS6E1AZ7g3KiNKQAISkIAEJCABCawaAZ3hVWtR6yMBCUhAAhKQgAQk0JuAznBvVEaUgAQkIAEJSEACElg1AjrDq9ai1kcCEpCABCQgAQlIoDcBneHeqIwoAQlIQAISkIAEJLBqBHSGV61FrY8EJCABCUhAAhKQQG8COsO9URlRAhKQgAQkIAEJSGDVCOgMr1qLWh8JSEACEpCABCQggd4EdIZ7ozKiBCQgAQlIQAISkMCqEdAZXrUWtT4SkIAEJCABCUhAAr0J6Az3RmVECUhAAhKQgAQkIIFVI6AzvGotan0kIAEJSEACEpCABHoT0BnujcqIEpCABCQgAQlIQAKrRkBneNVa1PpIQAISkIAEJCABCfQmoDPcG5URJSABCUhAAhKQgARWjYDO8Kq1qPWRgAQkIAEJSEACEuhNQGe4NyojSkACEpCABCQgAQmsGgGd4VVrUesjAQlIQAISkIAEJNCbgM5wb1RGlIAEJCABCUhAAhJYNQI6w6vWotZHAhKQgAQkIAEJSKA3AZ3h3qiMKAEJSEACEpCABCSwagR0hletRa2PBCQgAQlIQAISkEBvAjrDvVEZUQISkIAEJCABCUhg1QjoDK9ai1ofCUhAAhKQgAQkIIHeBHSGe6MyogQkIAEJSEACEpDAqhHYbdUqlPocv4J1skoSkIAEJCABCUhAAhLoRUBnuBcmI0lAAiMm4Dg24saxaKMg4DMyimZYiUIc72cSK9GOVkICEpCABCQgAQlIYBECOsOLUPMeCUhAAhKQgAQkIIGVIKAzvBLNaCUkIAEJSEACEpCABBYhoDO8CDXvkYAEJCABCUhAAhJYCQI6wyvRjFZCAhKQgAQkIAEJSGARAjrDi1DzHglIQAISkIAEJCCBlSCgM7wSzWglJCABCUhAAhKQgAQWIaAzvAg175GABCQgAQlIQAISWAkCOsMr0YxWQgISkIAEJCABCUhgEQI6w4tQ8x4JSEACEpCABCQggZUgoDO8Es1oJSQgAQlIQAISkIAEFiGgM7wINe+RgAQkIAEJSEACElgJAjrDK9GMVkICEpCABCQgAQlIYBECOsOLUPMeCUhAAhKQgAQkIIGVIKAzvBLNaCUkIAEJSEACEpCABBYhoDO8CDXvkYAEJCABCUhAAhJYCQI6wyvRjFZCAhKQgAQkIAEJSGARAjrDi1DzHglIQAISkIAEJCCBlSCgM7wSzWglJCABCUhAAhKQgAQWIaAzvAg175GABCQgAQlIQAISWAkCOsMr0YxWQgISkIAEJCABCUhgEQI6w4tQ8x4JSEACEpCABCQggZUgoDO8Es1oJSQgAQlIQAISkIAEFiGgM7wINe+RgAQkIAEJSEACElgJAjrDK9GMVkICEpCABCQgAQlIYBECOsOLUPMeCUhAAhKQgAQkIIGVIKAzvBLNaCUkIAEJSEACEpCABBYhoDO8CDXvkYAEJCABCUhAAhJYCQI6wyvRjFZCAhKQgAQkIAEJSGARAjrDi1DzHglIQAISkIAEJCCBlSCgM7wSzWglJCABCUhAAhKQgAQWIaAzvAg175GABCQgAQlIQAISWAkCOsMr0YxWQgISkIAEJCABCUhgEQI6w4tQ8x4JSEACEpCABCQggZUgoDO8Es1oJSQgAQlIQAISkIAEFiGgM7wINe+RgAQkIAEJSEACElgJAjrDK9GMVkICEpCABCQgAQlIYBECOsOLUPMeCUhAAhKQgAQkIIGVIKAzvBLNaCUkIAEJSEACEpCABBYhoDO8CDXvkYAEJCABCUhAAhJYCQI6wyvRjFZCAhKQgAQkIAEJSGARAjrDi1DzHglIQAISkIAEJCCBlSCgM7wSzWglJCABCUhAAhKQgAQWIbCOzvA5A+rw6LfR8dUx57+KjoheH21EXXa7XOC+fTsifDvhv6ji3L8lzmMSRn513lurONuL+47O8bYq/JT5Jf6fomOjT1Th2/Nb50N84pQ6JufPrOLeorp2XH7/UMQjzmHRC6OzVXH9kYAExk/gGykiz3Otv+SYMaUZ9rSEPTU6qrrOGNIcK36csC9EtW3PQXNs4X7Gi89EN/9b1FPMU462cehyRVr14Xly8Ofo5S3XCOqqD3X7VvSIiLltz6gea0mPY8Jqe2kOqOdvotcU4R6uHoFLpkqvig6N6Ac/it4W7d2oapd/8NPE4zl5R3SZxj316cVz8LLouxHp/zz6SvT86PrRblGbLdunqMtwpxx8KqKs6DsR/s/di0K2PbPN8YOx54zVPdvz2xw74Pb16LnRRYq0PRyYABNCHzswkXAMS7tOThgYabiujvuuXGNg/eCJbz3R2ZacUY7fR5fviNfMm2h3re67euOeh+ScSegcjfCu+ER7QFQ7w/Vt38vB+xpp3DTn1Oe9jXBPJSCBXUdg1jiGE3qxoniMEdxThjEG4Axje1TXH12dlz975aR0hrnWNracNeHvjnC4r1klMG85uK1tHKqS2/GDM8uYhHN7uvJCcdxWn1Pl+pMiODyqiIsDQ5mv0JLW+xN2vZZwg8ZPYNYzUtfgljlgXqdPnKkK3D2/+1Xhj2up6oEJa87ROLuHRkdGPAul3SYn5EFa9TV8iL2jQ6Lms1neuyt8igelAH+Mbl0U5Pw55vlu1pso057Zn+V67QwTt23swA96S4RPdBcijcyOX8ed4Wlt8PFcfGfE5HDhlojnTth5o20RKz0G5C4jLewN0Rm6Is0I52F6RnSj6AYRna6vMci/tkfk9yQOu803jhYtZ49sjCIBCWwigR8kLd4WTTN2cnlrNMvYFXrsrEi5/svo6dEpo1tV8TezHHUR7pwDHJczR+VkXV/v+sXhfXKEI33bIhITP6xeFJWbHLfLOWPqR4u4Hq4WgUukOux2Mo/Sd39dVQ9H8KDoPtH+ETugs+y7ifCqCB+gXgxyz6Wj10XkcUDEc4LhAH8suln01yqs+bNsn6LO/145+FD01qJAR+T4nlPK2ix7fX7vHLQ50GX8r+aEBcMbI7hfoyuxXRWuM3xS8gz0WNuqkxXPK6KXRLC72wlRW//L7jKDMK/lGITntVPnhldH7Aazsv3dHAmwQuXB/UrPe+o6dz2wPZMxmgQksCQCTN4/nJEXE/SzZ8RhV+qK0QdmxKsv12MFr0axzSpHnf6VcvD9iE+3cFS31Bd6/uLsorp83DaJnhIxAd+DgBgL/ydGD6/O/VlNAizyeGPw/I7q4Sjz2p++0Mea/Z97eNtC+PM6EmBX9X4Rn000bZk+RZk3/su5moXJOZ80MB70Md7gbI1wqFmI9rFHJhK+1dY+kZcZR2f4b7TpzHwywPdw/x0d2tIQ7Daw2/rFiNeK+7XEKYNeXsXHaZ7mODeT4ZUDkxSTHYN3347WTGfWOXWmTteKeJB5haFJQAISaCNwngTiXDCpM7YNYVuSKJsN7Nxti24QTXsDV5aBTyrY5cOeVV7I8X9EbBDw2Qh/H/GE6GURk7+2ugSY078V8ZakzXDMPhv9fdTmHJb38Kqf+fhz0UeKCzfJMXnUO8LlPfUxfa2tDMvyKZpl+mACrhyx4cbOdmnfbkbexPOfJC38p+tGp93EdE2qhUDbjm5LtFMcmEDiTirx+gSn85VR/V1ReR8PCx26tnvmgPvbtvu3JPwFVUR2IA6O2K1ll7i2ttcKrBJJkwH6f6NZi5U6Pvc09bec/nb0vRzi8E4iVsO8TmQXhs8wNAlIYDwE+o5jdYkfkgPuuVhHFXAom2NEfX7dlnvqseWoXJtETPTEx8nkj4y6bFY5uI9x6H0tCZwmYZ8qwqkLb6se0xK3rg8OxiRikiUu6V6qJT5BfApGHfgukvG13uXriG7wyAnMekZOX7X3rLce7BqT1lWL+h5YhU3ye1jEm9nfRnxWwVvb2vrmUdzyf4fL9Cmu3igAG268OeKZoe448ywYu/44kGe2bfzYmvCm1WNHM886HpuNpHXh5o278Hztvxlm92GjEg4wzioNxPctF2g0zH45Z8eiNl6v8AceW4qwtkMeoNtVF96Q3z6roe8kHg/mSyNe+c0yHPL69SC/5NllH8uFjYjJBCf4fBF10yQggdUngGNZjhU4htOMb3Y3ovNHb47uF7FDPITxbSV51MYE/OFo2vj09FzfiM4b8Z3xPhFvutoMp4g/4mG3kNe15acUbfENWw0Cs5zmupbNeLV/cKFEwDc4IuKzmtIZnkaInddJJRaTT25EXqZP0Swnm3P7RhePeEvCZiCfPXwjemEzcnX+/vyWYwfP0CJGGqOzWTuPoysGLeZbAAAgAElEQVTwwAVil/T+0YWjxxd50flxaBlIJ5XY7WVn4Y7RLAeXuEwivGaZ9Q1fouwY1F8R3Svq6pjE67KLdF1ohG/P+YsiHoq+3wn1TNpoEpDAyYAAuzif7lFOFtj/GuEwNCf1Hrf3isKnZA+NJoWukGMcERb804wdLna2eAV7QLR7R+TPV+E/6Lhu8OoQYDeX785nLd7OnTj068mUqv8o13CE+YM8dodrm5YHn1JuRHtFZ4lO97fbdjjUy/QpiqxPdIjPw/PM5ht1Y8GID8QieJbhOzxzVqSW6ywu/hQd1XJtlwXpDJ8UPbsRWPkdDTsWNPxGQ/x1JJ38Vtwww16T67x6wSnmO6FpxoPJA8f3ycT/z2mRW64d3RLWFYRzzucSvN7UJCCB9SLAjhUTUx/7SSIdFN08umifG+aIc67E5TMJ3shtFGJjgh06dtH62DMSibTu0ieycVaewHtSw0tFZ+2oKbuULLRYJP20I04d/M4cHBzxh/Gl71R/mnP2GfeXl5ftUzSLhiN+zkYg39SzIMWu0rjWdspCgB3meYyFCZ+HfDT6wzw3Dh1XZ/ikhC9YBTHw17YlB28/adRTbE/YryKu97EHJhKfYOAUn2rGDex0bIn+J+Lhm3cFdv3cgwM/y3j186boThErZE0CElgvAnz3+KWeVWZhjgPBmLSZxtspHJemMdkycfZ5A8e9vL1jF+/BzYQ8X0sCT0mtj4se0FH7OyScT4D4VKCP0f9ZoN2yiMwfZfLJDTvHfW1LIi7bpyjLBo8bthS29kt+1nKtK+gducCuch9jscr4sbVP5GXG0Rk+MW1Wds+JcETr74NZPdHQfEvTNHZUWRXy7S0P1CxjJXT7CO6nnBU513nAmCR4aHjQeLD7GhMcOyR9jDqzK8PrEU0CElgvAoxH9SbArJp/OxHeG909OvOsyHNcZ+e3zTkgCSZbdvb6vIHD8Xl+xCdp1+Nmba0J0F95S8Cnhw+LmBcxPlNgbn1ZxNzK97B9jDe8P4/KN6nfzPk/Rw+NnhjVu9A8V3tFz42wX1S/u9KnqIqw4wd/otwBPm/O2UCjnK8vI8445u+O8B+mGX+Yx6Yb/s+WiH/BQxuYAJ8YTDM64iT6dURcjtHhEbvBDPT1iukmOeZfduB1AB2+aW9MwDER6XAvqy3isapix3gStb1OpEM0y/nhhPGahnC+peGb4droaOyacO2HEZ9ONONPElaK8tD5MF5rcg3n/ffVMa9JSvtkTnDWJ9FlG9c8lYAElkugOT5My51dXSYw7mEcY3FbGt/QslvKdcarSUOH5bzcCWqOLYwNpTE+khZjYzlOzSpH2zh0raQxidiA4Lc59uCoMB6S37HRa6O2+uyR8NpwRthR5hOQctzmuB6v4cGOnnbyJTDPM8KnEq+O+FZ8EjGPsvi6dqP6bf7BMxtx9s85eZPOvYtrl8wxz8P3q2s4zQdHvAmuF2Zj8SmuljIxTnylKuuR+eUt8X9Fe0a1tT2zk1wsxWdMOP1Yc+wgHumymciioM0f2nHjLrZ5+tIuLmr/7FeyUv2rb0wJSGAFCDiOrUAjWoVBCfiMDIp3rRJf+39aba1a28pKQAISkIAEJCABCZyYgN8M2yMkIAEJSEACEpCABNaWgM7w2ja9FZeABCQgAQlIQAIS0Bm2D0hAAhKQgAQkIAEJrC0BneG1bXorLgEJSEACEpCABCSgM2wfkIAEJCABCUhAAhJYWwI6w2vb9FZcAhKQgAQkIAEJSEBn2D4gAQlIQAISkIAEJLC2BHSG17bprbgEJCABCUhAAhKQgM6wfUACEpCABCQgAQlIYG0J6AyvbdNbcQlIQAISkIAEJCABnWH7gAQkIAEJSEACEpDA2hLQGV7bprfiEpCABCQgAQlIQAI6w/YBCUhAAhKQgAQkIIG1JaAzvLZNb8UlIAEJSEACEpCABHSG7QMSkIAEJCABCUhAAmtLQGd4bZveiktAAhKQgAQkIAEJ6AzbByQgAQlIQAISkIAE1paAzvDaNr0Vl4AEJCABCUhAAhLQGbYPSEACEpCABCQgAQmsLQGd4bVteisuAQlIQAISkIAEJKAzbB+QgAQkIAEJSEACElhbAjrDa9v0VlwCEpCABCQgAQlIQGfYPiABCUhAAhKQgAQksLYEdIbXtumtuAQkIAEJSEACEpCAzrB9QAISkIAEJCABCUhgbQnoDK9t01txCUhAAhKQgAQkIAGdYfuABCQgAQlIQAISkMDaEtAZXtumt+ISkIAEJCABCUhAAjrD9gEJSEACEpCABCQggbUloDO8tk1vxSUgAQlIQAISkIAEdIbtAxKQgAQkIAEJSEACa0tAZ3htm96KS0ACEpCABCQgAQnoDNsHJCABCUhAAhKQgATWloDO8No2vRWXgAQkIAEJSEACEtAZtg9IQAISkIAEJCABCawtAZ3htW16Ky4BCUhAAhKQgAQkoDNsH5CABCQgAQlIQAISWFsCOsNr2/RWXAISkIAEJCABCUhAZ9g+IAEJSEACEpCABCSwtgR0hte26a24BCQgAQlIQAISkIDOsH1AAhKQgAQkIAEJSGBtCegMr23TW3EJSEACEpCABCQgAZ1h+4AEJCABCUhAAhKQwNoS2G0Fa378CtbJKklAAhKQgAQkIAEJSKAXAZ3hXpiMJAEJjJiA49iIG8eijYKAz8gommElCnG8n0msRDtaCQlIQAISkIAEJCCBRQjoDC9CzXskIAEJSEACEpCABFaCgM7wSjSjlZCABCQgAQlIQAISWISAzvAi1LxHAhKQgAQkIAEJSGAlCOgMr0QzWgkJSEACEpCABCQggUUI6AwvQs17JCABCUhAAhKQgARWgoDO8Eo0o5WQgAQkIAEJSEACEliEgM7wItS8RwISkIAEJCABCUhgJQjoDK9EM1oJCUhAAhKQgAQkIIFFCOgML0LNeyQgAQlIQAISkIAEVoKAzvBKNKOVkIAEJCABCUhAAhJYhIDO8CLUvEcCEpCABCQgAQlIYCUI6AyvRDNaCQlIQAISkIAEJCCBRQjoDC9CzXskIAEJSEACEpCABFaCgM7wSjSjlZCABCQgAQlIQAISWISAzvAi1LxHAhKQgAQkIAEJSGAlCOgMr0QzWgkJSEACEpCABCQggUUI6AwvQs17JCABCUhAAhKQgARWgoDO8Eo0o5WQgAQkIAEJSEACEliEgM7wItS8RwISkIAEJCABCUhgJQjoDK9EM1oJCUhAAhKQgAQkIIFFCOgML0LNeyQgAQlIQAISkIAEVoKAzvBKNKOVkIAEJCABCUhAAhJYhIDO8CLUvEcCEpCABCQgAQlIYCUI6AyvRDNaCQlIQAISkIAEJCCBRQjoDC9CzXskIAEJSEACEpCABFaCgM7wSjSjlZCABCQgAQlIQAISWISAzvAi1LxHAhKQgAQkIAEJSGAlCOgMr0QzWgkJSEACEpCABCQggUUI6AwvQs17JCABCUhAAhKQgARWgoDO8Eo0o5WQgAQkIAEJSEACEliEgM7wItS8RwISkIAEJCABCUhgJQjoDK9EM1oJCUhAAhKQgAQkIIFFCOgML0LNeyQgAQlIQAISkIAEVoKAzvBKNKOVkIAEJCABCUhAAhJYhIDO8CLUvEcCEpCABCQgAQlIYCUI6AyvRDNaCQlIQAISkIAEJCCBRQjoDC9CzXskIAEJSEACEpCABFaCgM7wSjSjlZCABCQgAQlIQAISWISAzvAi1LxHAhKQgAQkIAEJSGAlCOgMr0QzWgkJSEACEpCABCQggUUI6AwvQs17JCABCUhAAhKQgARWgoDO8Eo0o5WQgAQkIAEJSEACEliEwDo6w5cOqMOj30bHR4+cAm63XPt6FY97nlrF3Z7fX1ThR+d3WxXO71FV+P9UYeXPdXNCOn+Ifhq9v7pIuvV9x1ZxiFfrxzn+QhW37eeFCeQ+6kPcZzQiHZnz1zTCDsw5dfhV9NLGtRvn/N1Rnf/3c/yy6CKNeLeo4hyXX+pUxz8mx/9/e+cBdktVnu14KWLFFhQV9YuoaOxRowIRa1Bjb7GgHBXFHo0aWxKPUVSUWGJXDAdL1N/eG5pDosHeEVCUDaKIvWJD+Z/7MIOLcWa375t95ux9v9f1sGdWmzX3mrXWu9bMdzgpol4XL/LsWqWp2ZP+oCp+n/x+O+IeYMo9dJVfsvl90l2oKqOLI2yOjR4XreIzX+HxZ4kItPUl+gV9+qvRE6LzVvfb1Y+6+mlb+mulrI0YO5tN8OIE0Icv14zIedc9MnYyzr0runqVjzGMsYzx44dROabtmXPYME4xFl430pafwA1yi7Q7c9PvquPbFre9RxV2en5/EPE8YcdH9fz+sCqs/HlSTiiXZ43fzY00zHkHR/RD4pnX/je6f9Scf+ads86Tsh4YHRV9K6I/cJ33RI+Kdou6DJ/max2RzMd1XzkhxxdupNu5imdOpb+Rdpeoa8yos++eg5dFX4+oL/7BxyM40T+xrv7ONWrRVrer0rddk/4Nh/dF+0fnrtKu5A8P6DSGM0hanNDzdWS4U5WGdM00gCb8Ro28a0We2tFrFv+BBNy0EcjDQnlPbCbO+TWicc4wWe5e5b9LI/81q3DuE+e+tKfn5F6NMDonkw3l0OEwOvch0c8jHOWm0Wm4p9IYdBiA3t9MnHPYM0CVxsT9hginu/kAt5Vf52UQq51hwto4ch9Pi+CLk6BJYOgEZhnHyr5EH6/HpiMaN9nWj8b107b0FEn/Xc/YWVeLPs8kTllPadS1PG0bL66cBCdGTH4XrRLj/OBYv7WlrL0T9tGWcIN2XALT9pEjc4vHjbnNNyaudrDqZJtyQPm/iq7dkbc5h5GM5xJH7/URcxFGn9w3whHEWa0XqWfFzj5nXTAZPxJ9PrpxVM/rl8gx8zf1fl1deOP3+jlnXiYNfaLLRlUa5uQ2w0/Z3BLRNmYwP58cvTe6ZJWHRQE+y2+ips/T1t/rS70lB822al4T5/wBEb7BUVE9PtRltP1O+yy15R1s2LQ3BXAah/Rtqz9u8JMRKwzSzOIMn5j0rC7pSDijTcNxvGkjkI7DdZoPBskuErU5oWURF8sJE8HLy8AcPzZiFUjZzU59dML+vEh/3yrdvo0y6lMc1Z9EdSevw5sPYx3O5EOd6LylNR92Ht4jIxzWNusqn7R3jmqnnfMujqT5bfSptgsYJoGBEZhlHGublJks/xDVkw+319WPuvppV3r673rGzhr1XXPwooixEnVZc7yo0/1rDuBU7vax+0TYrYvCWFx/OmJnW1seAtP2EeaWeZxhHCnmcPI25zAoNvvdTgk7NqLv1Q4q6WrjzSrl/XsZmONZ5ywWuWxY4fy2GfFdzjD97dER8zLzeZeNEoGfAuMDWxLhp2xuCW8bM9hYoxwWq02jvzZ9nq7+Tl4c+Ms0Cmm7JkmuEbGTzAJkkp3Z3LKflGHZ4ln1nBj9U1Q6VNwnzucpEa86ZrVfJkO9U/umHF9g1gKK9DQkr/U+NKEMXnky4N+qkY774LUOtl8Rx24v7c/qqbZ/y8FnIwaBNntuAnHMH9MW2RJW7/AyKXfZbolgMv5/0VO7ErWE88nD5ujt0Rkt8c0gBifEIKBJYNkJjHKDPO+XneJGp+mnzWI2Yuw8IIUyGTIpXyXaq3mRCed1vcs+/eTkwVFg0t+5yv+I/DLGzDOWT6iC0UtM4Mu5Nz452DN66RT3eZ+kuWr0/KjNUf9mwt8WPTzadYry2uasKyUfm1ZbIj4HajN2h9/cEsGO9L4RnyaxyXeP6Pwt6eqgh+SARep/RFcfk25SVO1nlgvzOg9vhHB+Jxk72lujj0e8DZrGvpJEr4r+LmIHfaytujOME8Xr/ytE+zdI0UjPHEtvfOSXEv3I6GoRD98i7IO5CKtPOgzGbvYeEa8NR1G5u3zLnLOCrY1dk7WIh63Lvp4InOfbdCWowpmk2PVhFUdHYjXcZkyA1IHPNcatUtvyzhJGh39GlaG5Kp+lHNNKYEchwBjAIvTkMRWetp+2FbHesfNSKfSCEQ7qlohdtk1tF+oI4y3XAyLe9ODo1samwBMi7p9frnNgxEJfk8CsBHCmXhfdr9K4/PUbinFz6P+lABZpNxtXUOK65iw2tHCSKafL2Ml+Z0vk7RP2joi++/KIjS3erHbZLxLBph7Gpt44x7mrDMLhcXrEHI8jX5bzo5yXG3LjypknDqcfm+Sz/MnH3PNcbEfPsyU3wEqDrfp6cbBPjmk8dknXY69O5tdE949YNU5jrOpYVdZiVTOt1bvHdBjsb6KPVcfEcV/1LjWOcbnbvFalO6367frhG786bZmGFecoOiViYntOxAPYtYt8nsTRSXhY2zpugs9h3FPJhV3qccZEOIq4H3bqmTyvFfHNkSaBZSVw3twYOzo3iZjwmrtHs/bTcZy2JHLesZPxkPERo470S3aqmp+jVUm2ORCj6KSIsRlngEU0Y9rvotK25IR43ogdET01YgzQJDAPAfrTsdFLoz3HFLCWOJ5FFmRdxvyJrbUkmGbOYuMOmzRPtxS/bcMP5x57f0RfOqA67/phd5ydbHaG2diax05NprtF+Ff4Qzi/74qajnFZNv29nO8/XUbOcMw9YjW3zqy189eZYAUifpN7PDTiIafBMF61HVwdr/fnoSngmIiJ6cpTFMYAzsqv1nunyFMn+WQOfhrh6GK3imqHl18eMCZDbK+obXXJAzjJ2tIclUxr0e4R171MNK6jsWv1jegfJ6RL9DZj17vk8vg6ouP3kISvRZeOGGT2i9ip1iSwbARqR3GUG0PsYjHu8GaqabP202b+8nw9YyeL/HJhOmmnimutRUxqjNXfjh4b7RQ1jfHpYRFcWBzwalqTwLwEWEjVvsGbcty1YKP8trmx7bpt6dY7Z7GDPYpwuPnbHt681HbJHDDnfqsK4BjH+JbRZc9O1X5weIK3RLxhuWd7komhON+Xj3hjzKeNLGJxjL8W/VVLbvp7Od/foCXNNEGUMZXpDJ+F6ZX5YbWCI0rDsHta76hOBXJMInYxeNVAo9CRGKBnMVZzbU5rWxm8/uCV4c0idl550D9cJeRzhN9HOMpXi3BEf1vF8XNSdbxbEdZ2yGvHE9siirCtOWYVze4P3zu3GZ3x1tEXov+M7t2WaEwY5bOImWRch11kdvlZ4MzKf1L5xktgexOoHcW1VIRFKAtdnEue/XG2NZGT+um4/MTNM3YyxjK5MRGOKr0+v+yqbYomGRM6jvBVogd3JP5iwhnfvtkRb/DqEOC5als01QRYMJVzYRuZryaQBSZvGJ/XliBhzKGUdbGOeIKZP7Fxc+i4OWvcPI2vsBbhFPMJROkIEseb4lEh7oc094smGYtLvsGlv19pUuKOeNqBhSl1YZPqgdElIpztSYafcJdJiVriWTxjNbeWJGcF6QyfxYGV3wui60Rvjp7ZSWy+CF6xHBThGE7jwJVXYYU3qaOW6dlBvXB0p4hO9f0qknL4vm6/CIf4Q1V4/UNn54G5cSO8PL1yTnaNptmtZsDg4X/0mPKoE3U5JmKVyKJhWmORwTdN0xqfbbA6vve0GUwngRUgME0/HYdhnrHzgBR4m2itIRat0+xUUZ93R4xZj4qcxyCidRFgDsT56npOeJtZz5NdZRD+2uiwCCeSHc6mva8KGDeH7p00fEb40WbmlvO2OYv5nV1lHNtZjPpeLlorxH0fHdEfJ9mvkoDdcZznN0Y4/dMa1+F75dJYwLMJdkR0zWjSJhUbfXxfPKvdtspQt01n/q6HozPDEkfwR258YgDwpqO4EbfNzgerqkdE7IrMYuxUf27KDHXdcejrXeE6K3HsCm+KmvdIB/uXiLrtU2do/PJJA99DPb8jvgzmNSavQXmtUq+G27LxvSAT4Nei/4ru3JZoTBjfHl1lTHwdxYqUHaV/mCKtSSSwKgSm7afjeMwydrJDd4uISbhp9GXmpPs2IzrOX5jwv4ju2BFvsAQg8Mno/BHPXdNw1Jg/2LCaxvj0iLcOOMW8fS2NOf646DGN8PqUZ5X5jflzGseubc46IXm5Dg7suHm1rAKbcKdGOKBNo8/tGd2oGdFyfnzCHhxdL2IROq2xk8xCt81g+PPot22RLWFPTtg0O9lkvUZ0YMTm3SdayjpHkM7wH3HgCN8wmtUZm8S4jMcR+3x08VkyJS3tdPkp8/D65esRu7hNh7c+v1jieLCbxsr32dFbI1Zy564S8Mrl4OheETvO9R8BVNGdP3R6VpC8Yhln30skA9UoelN0u3GJG3GXyfk0q1RWli+Krh3dbIbyTSqBZScwbT/t4jDL2EnfZmLirVXTeHPF2DLNThV5Ga9YTI97+9S8huerRwDn8TvR4RFz2BWiy0a8nXhPxCdF7NZOY6TjDSZzcj0/1vlw6O4Q4VxviXarI/LLjvD7IxwzNp2msa45i53pL0dHRnsVBfFGmL7D5wQ/i8iPbYreUR03f3CGsU3NiI7zNyQcXnzeMIvhcB8S1d8xs8NMPfeP+FSLzbhpDN9plwkJuQYctkafjrjGStokqLuGyihiNcKrEV47tBnb9qOIgZ4yT4qeUCX8SH7JSzgrrldX4fyeEtEpRtF9qvDyZ4+cUOZNi0AczW9FlPfjaNQQ1+ab5mkNp49PCJpOIp2X8l81oSAGiQ9EJ0ejiNXoK6K1qDQc5lHE5xC8RuG4/kODOt3HcsAAQtxNql/Yc6+EPSiqjdc4J0Y1PxYPo6gsn/NSrHZZAWJtHHev4vi5aAQXPs84pgj3UAJDIzDLOFb3pbd33MSs/ZS3V6Oo7HfXzPl6x86npQz6Hrti9ZhZV5mxiWsyjtTj7a2qsHK8OLTOUP0+o0pP3nos4ZdzyiEvx6VjklNtCQhM6iPlLa7lZEvE/Mxz/cvo8xELqeamIHMD8y0O5Shizm4aDnHX9XEUcfzYbR5FzKPMgwdEOIGlzTtn7ZRCDqrKpXyc/dMifJPHRvWGG/4N8y/x5Vyb020O+ijiPphHmefrvoMjTbn4Ek3bOQGfjTYXEW1jDGMGhpNOXVl4cI1RBN/PRIw1Nf9yfKnHNNKWwnciD9Z2Ter87YiFB05wc8FyVs4//W9XW/5pyh0oZClvagfib1UlIIH1E3AcWz9DS1huAvaR5W7fRd7dyv8f6BYJ22tJQAISkIAEJCABCQyMQPP1wMCqZ3UkIAEJSEACEpCABCTQHwGd4f7YWrIEJCABCUhAAhKQwMAJ6AwPvIGsngQkIAEJSEACEpBAfwR0hvtja8kSkIAEJCABCUhAAgMnoDM88AayehKQgAQkIAEJSEAC/RHQGe6PrSVLQAISkIAEJCABCQycgM7wwBvI6klAAhKQgAQkIAEJ9EdAZ7g/tpYsAQlIQAISkIAEJDBwAjrDA28gqycBCUhAAhKQgAQk0B8BneH+2FqyBCQgAQlIQAISkMDACegMD7yBrJ4EJCABCUhAAhKQQH8EdIb7Y2vJEpCABCQgAQlIQAIDJ6AzPPAGsnoSkIAEJCABCUhAAv0R0Bnuj60lS0ACEpCABCQgAQkMnIDO8MAbyOpJQAISkIAEJCABCfRHQGe4P7aWLAEJSEACEpCABCQwcAI6wwNvIKsnAQlIQAISkIAEJNAfAZ3h/thasgQkIAEJSEACEpDAwAnoDA+8gayeBCQgAQlIQAISkEB/BHSG+2NryRKQgAQkIAEJSEACAyegMzzwBrJ6EpCABCQgAQlIQAL9EdAZ7o+tJUtAAhKQgAQkIAEJDJyAzvDAG8jqSUACEpCABCQgAQn0R0BnuD+2liwBCUhAAhKQgAQkMHACOsMDbyCrJwEJSEACEpCABCTQHwGd4f7YWrIEJCABCUhAAhKQwMAJ6AwPvIGsngQkIAEJSEACEpBAfwR0hvtja8kSkIAEJCABCUhAAgMnoDM88AayehKQgAQkIAEJSEAC/RHQGe6PrSVLQAISkIAEJCABCQycgM7wwBvI6klAAhKQgAQkIAEJ9EdAZ7g/tpYsAQlIQAISkIAEJDBwAjrDA28gqycBCUhAAhKQgAQk0B8BneH+2FqyBCQgAQlIQAISkMDACegMD7yBrJ4EJCABCUhAAhKQQH8EdIb7Y2vJEpCABCQgAQlIQAIDJ6AzPPAGsnoSkIAEJCABCUhAAv0R0Bnuj60lS0ACEpCABCQgAQkMnIDO8MAbyOpJQAISkIAEJCABCfRHQGe4P7aWLAEJSEACEpCABCQwcAI6wwNvIKsnAQlIQAISkIAEJNAfAZ3h/thasgQkIAEJSEACEpDAwAnoDA+8gayeBCQgAQlIQAISkEB/BM7VX9HbreQzt9uVvbAEJCABCUhAAhKQgAS2MwGd4e3cAF5eAhJYNwHHsXUjtIAlJ2AfWfIGXuDtnelnEguk7aUkIAEJSEACEpCABIZFQGd4WO1hbSQgAQlIQAISkIAEFkhAZ3iBsL2UBCQgAQlIQAISkMCwCOgMD6s9rI0EJCABCUhAAhKQwAIJ6AwvELaXkoAEJCABCUhAAhIYFgGd4WG1h7WRgAQkIAEJSEACElggAZ3hBcL2UhKQgAQkIAEJSEACwyKgMzys9rA2EpCABCQgAQlIQAILJKAzvEDYXkoCEpCABCQgAQlIYFgEdIaH1R7WRgISkIAEJCABCUhggQR0hhcI20tJQAISkIAEJCABCQyLgM7wsNrD2khAAhKQgAQkIAEJLJCAzvACYXspCUhAAhKQgAQkIIFhEdAZHlZ7WBsJSEACEpCABCQggQUS0BleIGwvJQEJSEACEpCABCQwLAI6w8NqD2sjAQlIQAISkIAEJLBAAjrDC4TtpSQgAQlIQAISkIAEhkVAZ3hY7WFtJCABCUhAAhKQgAQWSEBneIGwvZQEJCABCUhAAhKQwLAI6AwPqz2sjQQkIAEJSEACEpDAAgnoDC8QtpeSgAQkIAEJSEACEhgWAZ3hYbWHtZGABCQgAQlIQAISWCABneEFwtvdDYgAACAASURBVPZSEpCABCQgAQlIQALDIqAzPKz2sDYSkIAEJCABCUhAAgskoDO8QNheSgISkIAEJCABCUhgWAR0hofVHtZGAhKQgAQkIAEJSGCBBHSGFwjbS0lAAhKQgAQkIAEJDIuAzvCw2sPaSEACEpCABCQgAQkskIDO8AJheykJSEACEpCABCQggWER0BkeVntYGwlIQAISkIAEJCCBBRLQGV4gbC8lAQlIQAISkIAEJDAsAjrDw2oPayMBCUhAAhKQgAQksEACOsMLhO2lJCABCUhAAhKQgASGRUBneFjtYW0kIAEJSEACEpCABBZIQGd4gbC9lAQkIAEJSEACEpDAsAjoDA+rPayNBCQgAQlIQAISkMACCegMLxC2l5KABCQgAQlIQAISGBYBneFhtYe1kYAEJCABCUhAAhJYIAGd4QXC9lISkIAEJCABCUhAAsMioDM8rPawNhKQgAQkIAEJSEACCySgM7xA2F5KAhKQgAQkIAEJSGBYBHSGh9Ue1kYCEpCABCQgAQlIYIEEdIYXCNtLSUACEpCABCQgAQkMi8AqOsNfSROcUej3OT6zJezZCXtWdGoV/9P8ntLQd3P+majLvpyIr3VFFuG3yfF7o5Mjyvx29K7owdFFqnS75pfr/zKivhwfVMXx87AqjDjSEE+etnzN+zg96W5HIbE7RMTD6NfVMec/jk6KXhJdPNIkIIHtR6DPcWxrbutHEWPJ9yL6P+MgY8DR0e2j2mapR9vYcq2irPpwtxz8LnpVSxxBXeMyY/Sx0eMi5rY9I+rOfVAex4TV9ooccJ+/iF5bhHu4fASumls6PDox4jn4VvSOaN/GrXbNl99POuZm5uWrN/LUp1fOwSujr0eU/8PoC9GLoptH54ra7G4J5Bm9T1tkwo6P6v7IPN+0JyWgfs753Vwl2Jrfsh9vaWS8Z84/HlFXhK/yhuj+Rbq2Pss1SuFDXajKszW/zbEDbvhCL4iuWKXzZwEEeKjGGYP3lYoEj84xecqwR+QcZxjbvYp/YnVe/lwjJ13O8PUTxwBM2Xu35K2DnpeD0yIeunNXgTibB0fk/VCdsPo9LL84qV2GE0uapo3L95Ykrp3hOt8JOfhAo5Db5px7en+zcM8lIIENJbC9x7H9czfU4UbFXV00xyzaGWP2qsJnHU/J1ja2FJfZ5swyzuDcnr+MKI53zzH1K8fl8+T8aVX4E4q0ODDU+TpFWH34wRzcrCXcoOETmNRH6ju4Yw5Y8PBMXLgK3Dm/B1ThT2m51bb5Emf3xOg7EX2htLvkhGtQVh2H87tvdFxEXUsfo8z7npzwvH+4DGwcb6rK+FV+r92Rrs0vaOvHZH9U9JvozkVZl80x/butnHF99gfJUzvDFNd2Ter8toj635tEA7MzV3Fn+JtphN9OaAh2QNgRmWSspp7ckYiO9vjoDxHHbfaABD4munvEgM0KC2NlRac6PFpEGz0/1/ncWZce+9/3JfZ/o7+NLjg2pZESkECfBBY1jpX38JOcHBKxaL9TFbGR9aivda8c4LjsEpWTdR3f9YvD+/QIx+KuRSImfsb8l0bl7hw7ckzk/12k9XC5CFwlt8Nu53Mint2fV7eHI3hExNvXZ0RsRk2yrycBc/Klo3oxSJ6/jF4fcQ02segnGA7wUREbTfgBbXapBFLelojdYxZ5XfY/VcSb8rve+ffAlHFk9PbiYryRfmDUVdeuej0oEW0OdJn+izlhwfDmCO437ipse4UvwtHaXvfWdV0e+pO7IqtwHuznTUjDau66UXPnlmznjVgRvjjCgbxH1NzhYFB+asTOcv2Q5/AcxuuVTzQDN/D8+ilra/TxiNXuNFbvXs/aYaYp2zQSkMB0BBYxjrXVpO7/9cJ9o+pRX+t6OfhGxOdYOKqb2ioxJoxxFdX1I+koembEBMwGBIYzwfj72Orcn+UkwGYVbwyYS9sMR5lX/jwL01jz+ScPbycI/4+OAthVfWjEZxNNYxf11dHLI/yx+zUTFOd8asDCjk99WNitx7jWJVsK4JMG/JppjDc4myMcahai0xgbhCwSNk+TeJFpVtEZXgRfvql7R8QDwkN+kai5w3G1hF0+OnpMhT6fuH8eE7/IKDo7uy17R3R6XndoEpDA6hDYLbeKc8Gk/qqebntTymXMZOduS3SLaNxuWVkNNhzY5cP+vYzI8XMjdvb4/I3P0P41emXE5K8tLwE+7Ts24m1vm+GYseH0V1Gbc1jm4VU/i6lPRR8tIm6TY65R7wiXeepjnrW2OjCnvi76bMTG2AFtmYsw+h3pcZrHOc4Titn2SQabYa+J2Nku7fhJmdcRf1rycq83jc63jnI2PKvO8PRIn5WkdJxafzcmK6u9erJ4f45PipoP+VqVf57BmO+dyrqUx/XKta16zXyfbktUhO2b41HEypnXILwGouPzaYcmAQnseARmGce4O3Z9RhET/anRlyIW8t+MNtp4o4ZTUjsar8gxu7z3HXMhPqcYRUyyv4xwWK4VvaWRB+f6EdGfR6+Nbhqtd3etcQlPB0bgAqkPfxDHszHO6jl4rZGI+XIUMX+fHv1f9PRon4hPcTCuwTM16RpV8nP88Kx/JfpZFcoikM86Jn1C8JCkwfnm+d2zyjvrz78kw39F+CrHVOWxYLz6mIL2S1zpa5B+HoMnfZ3PQwZjOsPTN8WTkrR+BccvH5q3GavLP0TfqiI5xjG+ZXTZlgw8XLMaA3tZl/K4fD3YLLeZ7wbNBI3zo3K+FrEzc6voMlHTqZ9QhNESkMCACEw7jtVV5o3WWsTY9dbooRE7xH0Y31ZyjdpOyMFHonFjziGJX4uYWHGMmbD3jtqMT9reFrFbyOvacWNlW37DdkwC086xzXTMl2vRFSKcTr6p5bOanabEwM7rqBKLSRzp0niucYBre0MOfhptKsLaDln03a2KeFN+59lh/UXy3Se6csRbkp9HfPaAc/6SqM0+mMDS16APzWOUMTjTGZ6/SVhRsVJsGuF/E40KMYHwAJSvNU6qMvY1sTTr1Xb+hQTepS2iJWxrwliJ0oGm/aaopRiDJCCBARHoGseaVWQCfniEw9Cc1Jtp5z1nfOSt06jQdXKMI3LjCYWy6cBOFa9gD4527khfvw3rY2e745IGbycC7Oby3fmkOZY/YuO5Ho2pJ5tbOMLs3D64SDfuGnz2sBZdI+JTyfMX+XCocWhZnI0qfTW/vNn9+2iSg0ta/ArehEz6+6Yk6bRvJIb+/NcR98aC8WFR87POtgLwBw5ti5gQxuLit9GpE9ItNFpneH7crPRo0KbxDdDlorVC7KweHZU7HDzMOMTjBvk9En+bqC87IwX/aIbC6XS8Hnr0DHlMKgEJDJdA1zjWVmNeBR8R8TcRjE0baZdMYbw6bY6df5EwdujKsXPcdfmUi7LuPS6RcStD4H2506tFF+24YzapmINZJH2/I00d/O4cMG/zR2yl7/SBnHONS0zIX0bzFgRncq0hNqdwnO80RVmvTZrDIpxi/I5ZDEd810aGr+e83rCb9NaYrKdH7DDPYixM+DzkvyM+vRyM6Qyvryn4XuhzRRHsmLLaYfBu2rsSwA7HjaoIVqJ8t8NDt1czcc7ppK+JNrXEbXTQk1NguWvdVT6vifgW754Rq2lNAhLY8Qk0x7Fxd/TCRDI24RBspPHGCcelaUy2TJzT7JaRl502dvH+oVmQ5ytJ4Jm5azZ9+F68ze6RQD4B4lOBaYznnwXaHYvEz84xn9ywczytbUrCd7Yk3powviEmfhp7ZBJ9McIpPs80Gao08ODTzabVZbCjPq3h27CrPI2xWGX82DxN4kWm0RleH234Xb4oYlOO39FRJA8MRpraWNnRkXAwbx3xkGCsno6I+A6O73j6tovnArtMeZHnJx07OLxK0SQggR2fQHMcG3dHxyeSPwq+fzTtmDGuvDqOnd8254B4xk529qbZLcPxeVHE6+ObkVlbaQI8r7wl4Hvyf4xY+GF8psAC7JURTuwHzwqe+F/m7B9G5dvRY3J+34hPfJ4a1bvQ9Cs+kXhBhNVvYdmRxXnk+9ym8eaVnWb+RgcnfZKxu3r3iGude1LiRjwLhXIHGH+D3Wrq+YYZyrpM0uITjDP+MA8/h7puij4xLrFxG0OAHddpjV1dGp48/IsJOHql8e0ZuwzE/zgaNXRSzusVFJ2JB/M70YOi0vbOySiiHHaNTzhn9LY/6PhQdHKV7rj88v1buftKBxpFP48oh+PyOrwqIYw40nBMnrZ8xJX6ac7rlTOvQImjU/6qOuaVSmkfywn3Ooqu2YjzVAISWD+B7TWOUfOPRLwypg6nRvT30thRIo6/wn91ETFpPG0bW+qxkW9+R1FzPMFRoQ5cj3HqdVHbuMynaLXhjLCj/JMIR6U2jhnHKYtxnY0IbcclMEsf4TMG3rTyrfgoYq5l8bVP4/bb5stDG2mekfO2OfiqCac/fCMaRTjNfFbBrm29MOOzR/oNnxiUz2ZOt9mbo/oZ5bMk5mXS4WewYzyK9oiadvcENHk0+3HZV2+Y9Pg7X4hGEX4Lb37/K9ozqq2tz44SWQqfBqcfa16TdJSL48+ioK3u2zJuZ2uy287V2ZjLL+VNbQwaS5GABHYQAo5jO0hDWc3tRsA+st3QL92FV/J/x7x0regNSUACEpCABCQgAQnMR8BvhufjZi4JSEACEpCABCQggSUgoDO8BI3oLUhAAhKQgAQkIAEJzEdAZ3g+buaSgAQkIAEJSEACElgCAjrDS9CI3oIEJCABCUhAAhKQwHwEdIbn42YuCUhAAhKQgAQkIIElIKAzvASN6C1IQAISkIAEJCABCcxHQGd4Pm7mkoAEJCABCUhAAhJYAgI6w0vQiN6CBCQgAQlIQAISkMB8BHSG5+NmLglIQAISkIAEJCCBJSCgM7wEjegtSEACEpCABCQgAQnMR0BneD5u5pKABCQgAQlIQAISWAICOsNL0IjeggQkIAEJSEACEpDAfAR0hufjZi4JSEACEpCABCQggSUgoDO8BI3oLUhAAhKQgAQkIAEJzEdAZ3g+buaSgAQkIAEJSEACElgCAjrDS9CI3oIEJCABCUhAAhKQwHwEdIbn42YuCUhAAhKQgAQkIIElIKAzvASN6C1IQAISkIAEJCABCcxHQGd4Pm7mkoAEJCABCUhAAhJYAgI6w0vQiN6CBCQgAQlIQAISkMB8BHSG5+NmLglIQAISkIAEJCCBJSCgM7wEjegtSEACEpCABCQgAQnMR0BneD5u5pKABCQgAQlIQAISWAICOsNL0IjeggQkIAEJSEACEpDAfAR0hufjZi4JSEACEpCABCQggSUgoDO8BI3oLUhAAhKQgAQkIAEJzEdAZ3g+buaSgAQkIAEJSEACElgCAjrDS9CI3oIEJCABCUhAAhKQwHwEdIbn42YuCUhAAhKQgAQkIIElIKAzvASN6C1IQAISkIAEJCABCcxHQGd4Pm7mkoAEJCABCUhAAhJYAgI6w0vQiN6CBCQgAQlIQAISkMB8BHSG5+NmLglIQAISkIAEJCCBJSCgM7wEjegtSEACEpCABCQgAQnMR0BneD5u5pKABCQgAQlIQAISWAICOsNL0IjeggQkIAEJSEACEpDAfAR0hufjZi4JSEACEpCABCQggSUgoDO8BI3oLUhAAhKQgAQkIAEJzEdAZ3g+buaSgAQkIAEJSEACElgCAjrDS9CI3oIEJCABCUhAAhKQwHwEdIbn42YuCUhAAhKQgAQkIIElIKAzvASN6C1IQAISkIAEJCABCcxHQGd4Pm7mkoAEJCABCUhAAhJYAgLnWoJ7aN7Cmc0AzyUgAQlIQAISkIAEJLAqBHSGV6WlvU8JLC8Bx7HlbVvvbGMI2Ec2hqOl/NmfnelnEj4GEpCABCQgAQlIQAIrS0BneGWb3huXgAQkIAEJSEACEtAZ9hmQgAQkIAEJSEACElhZAjrDK9v03rgEJCABCUhAAhKQgM6wz4AEJCABCUhAAhKQwMoS0Ble2ab3xiUgAQlIQAISkIAEdIZ9BiQgAQlIQAISkIAEVpaAzvDKNr03LgEJSEACEpCABCSgM+wzIAEJSEACEpCABCSwsgR0hle26b1xCUhAAhKQgAQkIAGdYZ8BCUhAAhKQgAQkIIGVJaAzvLJN741LQAISkIAEJCABCegM+wxIQAISkIAEJCABCawsAZ3hlW16b1wCEpCABCQgAQlIQGfYZ0ACEpCABCQgAQlIYGUJ6AyvbNN74xKQgAQkIAEJSEACOsM+AxKQgAQkIAEJSEACK0tAZ3hlm94bl4AEJCABCUhAAhLQGfYZkIAEJCABCUhAAhJYWQI6wyvb9N64BCQgAQlIQAISkIDOsM+ABCQgAQlIQAISkMDKEtAZXtmm98YlIAEJSEACEpCABHSGfQYkIAEJSEACEpCABFaWgM7wyja9Ny4BCUhAAhKQgAQkoDPsMyABCUhAAhKQgAQksLIEdIZXtum9cQlIQAISkIAEJCABnWGfAQlIQAISkIAEJCCBlSWgM7yyTe+NS0ACEpCABCQgAQnoDPsMSEACEpCABCQgAQmsLAGd4ZVtem9cAhKQgAQkIAEJSEBn2GdAAhKQgAQkIAEJSGBlCegMr2zTe+MSkIAEJCABCUhAAjrDPgMSkIAEJCABCUhAAitLQGd4ZZveG5eABCQgAQlIQAIS0Bn2GZCABCQgAQlIQAISWFkCOsMr2/TeuAQkIAEJSEACEpCAzrDPgAQkIAEJSEACEpDAyhLQGV7ZpvfGJSABCUhAAhKQgAR0hn0GJCABCUhAAhKQgARWloDO8Mo2vTcuAQlIQAISkIAEJKAz7DMgAQlIQAISkIAEJLCyBHSGV7bpvXEJSEACEpCABCQgAZ1hnwEJSEACEpCABCQggZUlsIrO8K5p7VOiX0ZnVsecl/pZzh/XeCpenPPfR5drhDdPL5GAZ0XHRCdHP4o+Hz0vumGVuC7rjJzXoi6UX4Z9okpf/1w1B4dHJ0bU91vRO6J9G+k43Rpxbcr9XkT6U6MfR0dHt4+wTdH3I9L9IvrSttA/Guew+mH0sHNGneNs95y9LPp6RL1Oij4eHRztWaQc5finEdf7TvT0Io7Dz0XU8ecRdd45ukN1DJtfV8fEcX+fjO4c1QZ77pPyuU6zbb+bsM/8MfnUnO6VPKdV5cLpf4sy6kPCqDf13xxtjco22JLz2s6fgydGX4nqtvxijl8a3fyPyc4+Ok+OHhLRdt+u8nw5v5ujXc5OddZBFwN4HBvxbK9i329gWorTv85dMAaMIvodY8P7I9r4ohHW1X/KvsHYc6Eqff2zUw7o8zxzjGU/iOjfR0R3jHgmm/a3CXhvVJf9jRy/MrpiI+FBVRr69AnRhRvx9HvK4JllPOaY57ztXhhH6BPvi/aPzh2Ns7slkvHhPh2Jtia87LdcmzGlr7GzoxoGr5PADZKftmPO+F11fNuizD2qsNPzy7P9riru+PzW7d825z2pysczRPmbq3z1z8VzwLz31SqeZ5O54f5Rc9ydd6ym7z0wOiqi3zOvcZ33RI+Kdou6jHnjax2RG9kvr1VcYxr/YBrfjLa6XVXuRowFHRiWI5gHdBo7LInoJG32jAQymdR23hzwsFH2U4rw5uFfJoDO8Zro0lUkD/9NIjoG+feKXhwdWMXzc50qrgy7RsJKZ5jJByfsCVE9cTBhHFCFt9WLiYFr3iiqjQmSyYpJiLpglEdHYsK7YBVW/5CeuuPkdxmTKHkp95JVIu777tFvIpy+0v45J9Srq8Pi9B3ayMMpk+YHivDz5fglEWUx0NRGxyOseV3i4fqZPybddjQtJ9jg7H6qkb88xXG4bhHQVjbRb4tOjKhPbdfLAc5DeY/E4Th/JPpsdP06cX6vFOH4MLBdoQjnsI0BA+jTItjwHGnDJUAbTTKehd9GjFeMBRjPKBNxs98T1+w/Z+U46784A/Tj2hgTmGg/HTE+1XblHLwzovwnF+EcMrGzsL5LxLOG4RgcEtFvcJSbNkoAZb2hGVGd04c3t8Q17wVH+QER90G964VAS9ZtDgPO0YfbIquwtn7bx9g5pgpGTSAwTR+hiCOj48aU9cbE3a4RvynnlP+r6NodeX/dEk7/YCPo9RFjMHauaN+IhSTPHv5EabOO1fRx5gM22W4cUT7GHE0fpN6vq8KaP4wZPPuk2bsZWZyPqjTr7ZcUybgyi39wWNK3saWst0TNtlrPWECZ2LTPUp1+h/id9qbGAb9m7nTP4m7vmuMXRawYUZsxGeGU8JDWD2eZ7oo5OSPaJ/rn6G5FZJszTKeik2JXiVgR/Wt13vy5dwK4b1ZKpe1fhd+oEY5zTvrnFOF/X4U9u5EWx/1BjbDmKZMf5bESbxq7xU2nlPsn/W7NxNX5tM4wyeH+y+iYoqzdc0z5zeuS5CJRc1KehdPhVdksfJrGM/OFRmBb2Qxaf4ge3ywg57TDBxrhr845TkbbgoSB9SsRTkv53HUxwEnBgRrn0Dcu7+l2IDDNOPYfqRdOZtt4c2zCm/3+hIQ1n6361ni7UjuwhLGg55nDmW0afY7y6ce13TcH1HnfIqw8fGVOfhLxXJY2ygl1Iu+BjThO6cObW8K77oXFJWMlTkebXSqBLCpfFbEb3qxPnaet3xK30WNnWx0Nm47ANH2Eko6MjhtTZJczzKIKZ5i8OKBN+3UjYKec0y/G+QCU9++NfLOO1Uckf9d8QNHEdznD+DGPjnj26ZNdNkrERvXLWf2Dw3LtJtu6njjwl2lUet6xoCzmTHbvtD8SYAXDzsKXo9LpPSDnOHU8PDime/0xy9lH98kRDuzzorZO+s2EPz/i9cszIlY444xV5D2rBE/OLxMVD3KbsXo7JXpqW2RLWP0akQ5R25tyQCf+x+hqVSA7nDjqPJzjrH6O6l3hMu1Tpsg/ruxJcew8fzfqmtTK/EyQ3NOHJhVaxbdx2lLFbWopg+eEgWiS4bygNl7vSPhBRQEsojZFlPvDIrw+xLF9YcSKv7libkm+7bqobPu2dIYNnwD9Dse0bReUBd8Xp7iFxyXN5ujt0RlV+ivlF2dwS8R41TT63LMixqja/i0HOJlHFWHl4XNzwkL0MS3xLH4Zb3Hur94SP0sQC0Mc3b+L2DVrGvfF4vLlEfzu10ww4bxtTFjP2DnhckZvRwL4AY+K2OR46RT1wAe4asQ83+UD8Ebw4dGuU5TXNlbTN1l4bona5gOKpW++uaV8Nk5YrLLB9b7oHhFvHbtso/rlRvgHzG9bo49H3+mqcCN80lhwjuQ6w5OpspPAqvCr0ZaIFcumlmy3rsKObomrg9gJpJxZje+cWHH+uCMjHe8T0V9FbQ5WmW23nOBc05GYNEqjk1IWnYWOiPP9yCrsHAkbJzygp0csFuioZQdjMmWB0ZddIAWzUjxxgy/Qxel/qmtxn/XEyKXpSyxeXj9FPeDBDjID7T9HZZvhaJxUlMFzRdkw7rL/qyJu05WgCqddWIhhzd2JCVmNHiCBD6dOO0VMbDePyvGc7wjZhZrHcKTp/+PGstckHicQ4y3JWjTuGcVx5rlve0Z/kXA+qcIoc9wEXSUb+wMPrO1ad004u2Y47p+JWMBOa11jAvnnHTunvbbptg8B5kieFxZNkxZOzNPYuH7AWM0C9mZV2q6frrF6v2Sgb9Zjflv+4xLIp0xNu30C2Gxh0ctikMUpb4S6bKP65fb0D8aNBee471V3hnkocf5q8cqxaaz22EnAcCDZ0b1HdL4qrP5Zy8HvoradlEbSmU5x9lhFnjYhF7uj2FpLOnZ9RhGvKU+NvhRdLWK3ujR2Z3CSmFjJ87no8+dM0npGmXeLeJ6YJJn03hU1HePWzOsIZEfsJRFt8cyWcp6VsLJ92S0aZ9NwojzukYmxXgBR5i0jVqLfG3eBIo5niHZ4esRK92MRi6XmYmatyjOu/ce1/ROSfxSR/5fRtaNrRZPeTFSX9WfABJjwWNjy9oa3OjxHh0c8i0yYbcZkWvaJ57YkWqvC6ueqJck5gur0455RMlBenbZZJrtwOJRXj9ghXo/Vi8krNAphs4A++rMqHIfgKlHbDnKddZoxgbTzjp31dfwdLoGHpGpsRr002nNMNdcShw/QtWlF1vWO1fUzPamvtVWTtyL1Btj7c0w/OaAtYRG2Ef1yHv9g59ShHKc+PaGeXdFdY8GfpF91Z5hdOCaNWhf+E0JnvW4rHYdxKyoary+btuy2dKz+1qLLRm+NHhrhzLUZO4enRDeN/qUtQUcYnevyETsvTCD7RDiNX4uYhDbK9k1Bo0o4k+wK3yL6fy0XeFLCyvZ9b0uaMmhaTtwXnDcVmTneUhY24ZidshtEcMKh5z6eE9F523Yg2tq1eYm2NIck0Vp06QjHGGdo72ZGz3dYAiz4eHYeFrF4vXf04eio6OItd/XBhJV9ggVYl7U9T11pCZ8m/bg0h6eMLdGBEW9Z5jXur80OSCDjd21vyMFPo01FWPNw2jGBfPOOnc1rej4sAmwisNmDvSli86XLxj3fZZ62dOsdq9nBHkU43Gx88Ua7NjZZ/hDxxgjjGMeYhTN+wTjbiH45q3/Q9M2YK+exrrHgT8padWe4CYSHnld+teHE0Qg4dKNKvAZn9bcpKg0n5rzRxRrh6z09PQWw09rlvNblXyoHdLDRmAtyf/XrPHYk24zrHRNxTSaKWQwufBPFChTn64HRJSI6U2mkw3jF22Zw/G1bRMKY5Ncq4Xzj3H20I20zmHqNe71Up5/EiR11dnJ57YTDsUv0N9F76gJm+OUV0j9EV4xuHrG798qobm+eK2xc+9P22InVb9sPgx+7gLwePjjauS2RYTskAXaiXhbxmhbH+NCI5/GpU9wNu12kL22aZ26e9Dyn455RysSpZ/eWPnCl8iIzHF+hSlvfB6eMNTg0jE+jSl/N77mjv4/GOTiJ3vZWpc+xk2to/RBgvumaa7jiuPmmfyuL+AAAHiNJREFUrhHPCptIvFl7Xkc1p/EB1jtWj+ubzG9rEU7xRaJzFfUkjjFhVIj7IU3b5kuRddvhRvTLaf2D5rU557PCu7RFTAhrGwtas+gMnxMLzmT5mvuAnN8mWmsIp6K5onpfVdS4V263Tpp5BnjKvlrU9ocyXJYHmuvyKuH7BIyx0xJ3RIQjt8eYdLNE7V6VV+ZhZfef1bWumd/S+arrSL42I3zSfbTlmxTGarnLyW7mncRpSzJwT+zEMZnyLda0ZXMtBqKm/XcCnhxRLp8yYOzk4ciOe672rtK+t/od98PuM7sE1FvbsQncKNW/buMW+JTr8dFxEQv5Scbil28DS5vmmfvrZLhhlQlHgUl63DN65cTvGk16Rn+VNDitjGlvjHBUZjUWBVg9JnN8u+il0VpDTLA4Dnci0QSbNCZMyG70diLAXMLmTJe/M+1889qUcVjE2M0b0KZN4wMwVv86mmYDp22spm/ip+DYzmLU93LRWiHu++gIP2eSradfzuoftNXljAT+qC1iQljbWNCapevhaE28YoGsJG8R8bA07V0JgB3fxNbGjjET0KOKsPJwv5zQWeYZ3J+ZfDwMj+go+x4J51XHv3bEN4NfmAAmm666NtNPOsfBZ4HQZudJIN9il47iJ6uETFBNgyvhn2pGbND5BVLO56YsaxynN6cMHIlNlbZMWWadjImZAbpp8MLYmcdOiLZEm6K2tw48p4+M2PH+QDTJ2Bn7VsRutLZjE2BxzfeMbcZzVD9DbfHNMMa0q1SB9TPHJImj2LQ/T8CREW/OMCZnPqnC+d6nCmv+/GMC2MF+fjOi5fz4hD04ul406xh1jeQ5MMLp/kRR9qYcv7M4rw+35uBnEfHT2LgxYZr8plk8Aeab80fM503DUeO5P7YZ0XHOWPvF6LCoHqvrpLUP8JiOvH+R8DtH9IFpHLu2sZq+yXXom/Uuc8flzg6+bo5OjX7TkpB+v2fEwnqSzdsvZ/UPxtWDzaJpdrIpo2ssGFf+UsUxME9jPMys0LqMh5Y0bYYjycPV7EDsfpwcvSpiFwQjLbuwTExPqcKaP/wBDPVmEO8ydi5wKplUcOgwHKH7RD+N2jrg/gmn3LYHncmCSWCXqGk4VXS6ae2mSch1DokuWGXivu8SsaJ8VhVW/rAwoHP+U0Rn3C1ipwknkwUI+ZtGnaZx+BjgqM8TmwXk/EJR00mYlxM7BVznSy3XqYO6yiYf90Jda+M5+Fr08ai8fwbyj0QsEHhNV9taDt4dHRM1HetxDB6f9Fz/ZmeX5MHQCEwzjm1OpVlk3jOqNzZ4VgjnbcJtotLG9Z/PJCGTR22Uw+4Vi6yrF+HXyvGnI8aP5sKefn5axHh37ioPzvTBEW9lblKFlT+jnOBct9nLEgiHzS2RzXth3Dkgom8fFZVv0RiLm2N1WeSbcvL7iA2F2rr6LfEbOXYWl/RwRgLT9BGK5Fn4dnRKdK/oChFtTf/4QvTsqGmbEvDiZmB1zjzPnNt2feJOirZEzGm1sSN8XMT8VveNOm7WsZo5jGf8y9FedSH5vXBEH/hmRP3qT39emGOe5za7WgK5j5c3Ikc534h+SbE3ra5xSH6n8Q8OS7pfk7HFDk3YIxrhs4wFLUVuC2pry660O0z4pJtiYBxFOJak5RhHo7Sn5YTBm9XbqxtxPMijCCeP/Dz41y/SXCLHvN7gwR9VOjK/dyjSlIfsEH4noiwGchzBLuPBfU3Ewz6KcLzfGe3TkoF7+n5EuadGH2ukuWUV99381vfI5wyjiHv7XXWMEz7J6IQHRe+JeDBHEffCBMuD2/YGAoeeHW848eDjGJP3BVE5keV02+Q6iqgTdeP4CVGbMfGy88l9sxM1aoj2om61zcOpzlszfGxRXnnYLLt8lu6ahLQl939i9L3o6xGdvW037jwJf3iEQ8w9jCIGQ94GXCgqrY0BA25t8OXVOM84jrQ2PAKTxjFqvBaxwKZvjyKee/r8h6P9otra+s8okaXof9co8nDIM0f/xfnlmUOfjditbTrCCdpmOBgfiBibRhF9+hXRWlTag3Iyis6ISPuic0ZvO9s54nqbi7i2eyE/zs77o/2j0tmgPoxxvMVpe9ZxThgn4I0jz/02+22fY2cup81JYJo+Uhe9loMt0SkR88gvo89Hj46a8xPPCXMEm0WjaI+oaXdPQNf18QFw/FiAjSKeT56hA6JzRaXNO1bvlEIOqsqlfHwInl+eXeaji1cX+WB+mV+Jp8+VhoM+iriPev7dyH6JP4FN6x+0+WbUrxROPn0Um3UsqLK1/nS1ZWviHSVwKW9qR4FvPSUggQ0h4Di2IRgtZIkJ2EeWuHEXfGv+H+gWDNzLSUACEpCABCQgAQkMiEDz9cCAqmZVJCABCUhAAhKQgAQk0C8BneF++Vq6BCQgAQlIQAISkMCACegMD7hxrJoEJCABCUhAAhKQQL8EdIb75WvpEpCABCQgAQlIQAIDJqAzPODGsWoSkIAEJCABCUhAAv0S0Bnul6+lS0ACEpCABCQgAQkMmIDO8IAbx6pJQAISkIAEJCABCfRLQGe4X76WLgEJSEACEpCABCQwYAI6wwNuHKsmAQlIQAISkIAEJNAvAZ3hfvlaugQkIAEJSEACEpDAgAnoDA+4cayaBCQgAQlIQAISkEC/BHSG++Vr6RKQgAQkIAEJSEACAyagMzzgxrFqEpCABCQgAQlIQAL9EtAZ7pevpUtAAhKQgAQkIAEJDJiAzvCAG8eqSUACEpCABCQgAQn0S0BnuF++li4BCUhAAhKQgAQkMGACOsMDbhyrJgEJSEACEpCABCTQLwGd4X75WroEJCABCUhAAhKQwIAJ6AwPuHGsmgQkIAEJSEACEpBAvwR0hvvla+kSkIAEJCABCUhAAgMmoDM84MaxahKQgAQkIAEJSEAC/RLQGe6Xr6VLQAISkIAEJCABCQyYgM7wgBvHqklAAhKQgAQkIAEJ9EtAZ7hfvpYuAQlIQAISkIAEJDBgAjrDA24cqyYBCUhAAhKQgAQk0C8BneF++Vq6BCQgAQlIQAISkMCACegMD7hxrJoEJCABCUhAAhKQQL8EdIb75WvpEpCABCQgAQlIQAIDJqAzPODGsWoSkIAEJCABCUhAAv0S0Bnul6+lS0ACEpCABCQgAQkMmIDO8IAbx6pJQAISkIAEJCABCfRLQGe4X76WLgEJSEACEpCABCQwYAI6wwNuHKsmAQlIQAISkIAEJNAvAZ3hfvlaugQkIAEJSEACEpDAgAnoDA+4cayaBCQgAQlIQAISkEC/BHSG++Vr6RKQgAQkIAEJSEACAyagMzzgxrFqEpCABCQgAQlIQAL9EtAZ7pevpUtAAhKQgAQkIAEJDJiAzvCAG8eqSUACEpCABCQgAQn0S0BnuF++li4BCUhAAhKQgAQkMGACOsMDbhyrJgEJSEACEpCABCTQLwGd4X75WroEJCABCUhAAhKQwIAJ6AwPuHGsmgQkIAEJSEACEpBAvwTO1W/x26X0M7fLVb2oBCQgAQlIQAISkIAEBkBAZ3gAjWAVJCCBdRFwHFsXPjOvAAH7yAo08oJu8Uw/k1gQaS8jAQlIQAISkIAEJDA8AjrDw2sTayQBCUhAAhKQgAQksCACOsMLAu1lJCABCUhAAhKQgASGR0BneHhtYo0kIAEJSEACEpCABBZEQGd4QaC9jAQkIAEJSEACEpDA8AjoDA+vTayRBCQgAQlIQAISkMCCCOgMLwi0l5GABCQgAQlIQAISGB4BneHhtYk1koAEJCABCUhAAhJYEAGd4QWB9jISkIAEJCABCUhAAsMjoDM8vDaxRhKQgAQkIAEJSEACCyKgM7wg0F5GAhKQgAQkIAEJSGB4BHSGh9cm1kgCEpCABCQgAQlIYEEEdIYXBNrLSEACEpCABCQgAQkMj4DO8PDaxBpJQAISkIAEJCABCSyIgM7wgkB7GQlIQAISkIAEJCCB4RHQGR5em1gjCUhAAhKQgAQkIIEFEdAZXhBoLyMBCUhAAhKQgAQkMDwCOsPDaxNrJAEJSEACEpCABCSwIAI6wwsC7WUkIAEJSEACEpCABIZHQGd4eG1ijSQgAQlIQAISkIAEFkRAZ3hBoL2MBCQgAQlIQAISkMDwCOgMD69NrJEEJCABCUhAAhKQwIII6AwvCLSXkYAEJCABCUhAAhIYHgGd4eG1iTWSgAQkIAEJSEACElgQAZ3hBYH2MhKQgAQkIAEJSEACwyOgMzy8NrFGEpCABCQgAQlIQAILIqAzvCDQXkYCEpCABCQgAQlIYHgEdIaH1ybWSAISkIAEJCABCUhgQQR0hhcE2stIQAISkIAEJCABCQyPgM7w8NrEGklAAhKQgAQkIAEJLIiAzvCCQHsZCUhAAhKQgAQkIIHhEdAZHl6bWCMJSEACEpCABCQggQUR0BleEGgvIwEJSEACEpCABCQwPAI6w8NrE2skAQlIQAISkIAEJLAgAjrDCwLtZSQgAQlIQAISkIAEhkdAZ3h4bWKNJCABCUhAAhKQgAQWREBneEGgvYwEJCABCUhAAhKQwPAI6AwPr02skQQkIAEJSEACEpDAggjoDC8ItJeRgAQkIAEJSEACEhgeAZ3h4bWJNZKABCQgAQlIQAISWBABneEFgfYyEpCABCQgAQlIQALDI6AzPLw2sUYSkIAEJCABCUhAAgsioDO8INBeRgISkIAEJCABCUhgeARW0RneNc1wSvTL6MzqmPNSP8v546K2tAcVzbh7jl8WfT36VnRS9PHo4GjPIt3WHP8o4nrfi7YUcdfNMdf+dXRGdXyHKn5rfst8zXr+OPGHVmnJQzxlUFadljTU6yXRxau0/Pxllabm8Pgirnl4rgR8Oap5PauZoDonzdc64uBW1++EHF+4kW7nKv6n+YU/aXfpKMtgCaw6gbaxiT7DePHV6AnReStIs44NbemvlbL6GDNenHJ/H12uqmv503WP30+i70bviq5eZXhFfhk3GKN+GHFeG2NxPfZ8J8eMudryE7hB1e7Mh7+rjm9b3PYeVdjp+f1BxPOEHR/V8+7DqrDy50k54Xmq58PNjTTMs/gA9EPSfTv63+j+UdPnYi49NaIs5r563ub42Ag/pJknQX92nuiB0VERvgf9geu8J3pUtFvUZX3M011jRl2HaXylrv5eM+GXtrpdVWjbNenfcHhftH907roCq/jLQzWNHZZEdJI2e0YCeQhra0t7oUSeHL03umSVkIf27tFvoifWmatfGoa63agRXp8emQOcxKaNy/eIJK6d4TofZXygUQgDAIPB+5uF55x7o150yPO1xBN0pyoN6brSXD9xXIM0e3eUQ/CoSvOGjjRw29wRZ7AEVoXAvOMYC9d6zDiiAWvWsaEtPUVu1JiBs84kzr0+ZUzDcr3mWH3lhJ0YMfldtMqL84Nj/daWshiTPtoSbtCOS2DaPnJkbvG4Mbf5xsTVDladbFMOKP9X0bU78jafSZLxXLL59Ppo9yoffXLfiE0znNV6kVpFb0vHtUqfAWf3aVU4C9vSLpiTj0Sfj24cUT52iQjnmrJeV4U1f/qep9vGjFl9pbb+Xt/HW3LQbKvmNXdJmgdEP4hYLNTjQ5NFeX5m24pjXIZViXtTbvTdE272bxPPbsbmiN1e7A/Rm6P/rM77/vlgLtD10JfXZpXEypQ605GaRvxuEQ9Qm7ESbnOky7QH5ITdZRhwPM6o9z2jA8clMk4CEpiZQD0R4vjdN6oX6l0FTRobxuVb75hx+xTOeMnbpPt1XagjHMfi8OjS0V5Vmk/n95XRXaJbF/nYHXpBxOaBJoFpCfxPlRB/oG3ebJazUwLYXcY52z9iJxOjT+KU7RfdIsJhnWRnJMHTIzaY7tpI/NKc86bmltHREeVjvBFhrn5Ndd72sz3m6Y30lZ6fm/pc240VYbwhwge7acQCeRofqXX7fcJ1ljqaFQyrCV4jHD/hTuuFRNtkwy4Hq5s+7RcpnAnhC1NepH5dgLPaNHZpT4z+KWJFWhoPMp36q43w8pSV7r4RrzyZXO8RnX9M+ockDr7/EdWvOcckN0oCEpiRwCjp2TG67BT5xo0NXdnXO2ZQLhMzn5nhwF4lqp3arms2w+t6sxtc25Nz8P3oRdHOVSBOMIuDcWPY2QV4IIGKAH4AnxzsGeGATrL7JMFVIxy22kEt83wzJ2+LHh7xScAko/+i8vm+Us5Z5G6JcH7bDGebRWbTttc8vRG+EjvaW6OPR99p3ljH+VcS/qro7yJ20MeaO8Nj8YyNpFFOjxjIeThL5+9HOcepHoIxYbCy3DvC+eS1T9NYhR4SXSFiRVsajv0zG2HNU3Z43hFRzsuji0R3biYqznHk+ZwEY9U9znEusnkoAQlMSYBJk4XvyWPSTzM2dGVf75hxqRTMbhsO6paIV86bui7WEs6ra95kfSrC0a2Nv5HgtTL3zy/XOTD6t7NTeCCB6QngTLGzyJuLSW8v6u+R8Q267P8SwSLtZl0JqnDmxGdUx/9epN0vxzjIlNNlfBLyzpbI7TVPb09fic057DYtPM4RtOrOMA8lK7haP58ErIg/Ncd3i2D4mgjnl1ckTce4WeTRCSivWR/z+mScNfONe23DLu0oYkeXSeY5EQ/DY8ZcYEviWHHx3VL9XOyTYxz+z47JRxQONIMGxucUJ0Xs+owzVt2skNkZxknXJCCB9RNg94c3LzeJWJg2d4/mGRu6arUlEfOOGeyivboqmDq+JeKNUtffJDBWjyLGFsYknAFeIzNG/S4qbUtOiOeV8RHRU6NfniOFJxKYngD96diI3eE9x2RbSxzPIguyLuMbeWytJQGLt1F0WsTzyoKPzyHoG7VdoTogzay2vebpeXwl+nvpJ3161put0jNeYDW3zmJW3Rn+Tciwyqp14U5S7RE4fpeP2Hl9e8TAjGPMN3B/1Z7l7A/ey+ty/JGO9HUw2/xlnnGD+1FJuxbtHt0qukw0yTmFxaERnR0nH+OV48HVcdfPJRPBDtS3qgQc4xjfMrpsV6Yq/PD8bonYueEbYk0CEpidQO0ojpIVsYP10OiRLUXNMza0FLMtaN4xg7y8uiwn+UlvlLjWWsSkxhj17eix0U5R05hE+VcA4MLigFfTmgTmJcBcW8+JvMnsWrBRPs/eNNaW7pBkXIsuHeEY7xftPU1hVRp2sEcRDvdPonLDbHvP07P6Sk3fjG9/5zF8pqls1Z3hJiQe+r9sBk44ZyXIYMuqi4f4gdElIhy9Pu2KUxa+NelY0bITM+mfFOKTD3a4nxThzF8g+lg0zrjvv4lGhZiIeQgnvVaiXCYtvu3h2lciQJOABGYiUDuKa8nFwnevCOeShek425rIaceGrnLmGTMYW5jc2DQYVXp9fhlLN0WTjIU3jvBVogd3JP5iwn8bfbMj3uDVIcBz1bZoqgmwYOJZGWdfTSTzGru1z+tIeFLCKetiHfEE89kOduKYNPTb50a8kWUzikVdbVwD2+2PQWcfMRevRTjFfKpYOoJDmKfX4yvxt1F3abnnSUEsnrGaW2d6neFzomG1Vv/LEJ3Qqgh2XfkGpzQmpf+MjoiuGZUPcSPpuk+nrScXovPyID56wlVZDPBX19eJ3hw9c0J6otkVv1y0Vgg2R0cHkGCC/SrxrLrpuG+MGEw0CUhgMQSmHRu6ajPPmMG4wGdbaw3hAEzzRom6vDvCQXlU5DwGEa2LwPcTwUZV13PCfEWaSfbaJDgswilm3mva+6qAGzcjinN2evl08aNj0tRRfN7Iju69i7QfzDF+ChtQs9j2nKc3wlc6IzfL32LNaretMtRt05m/6+HozGDE2QTYxWTwbrPzJPDn0aTVZlveWcJunsTs7EwyXinySpJPEeqVaVeeFyeCf/CbB+9DXYmqcHaaT41YBDSN76f3jG7UjGg5Pz5h7PBcL2Jy0yQggcUQmGVs6KrRLGMGO3T8fQSL5aYxZjAn8XcX09gLk+gvojtOk9g0K0vgk7nz80dtf5eDo8YbBr4Jnsb49Ii3DjjFzPOl8XbjuKjrb3N4Vu8cPT+axrF7W9LxFuQfiouckGOuw4Jy0lxeZ9ve8/RG+kpPzk1N88aZe79GdGD03ugTNYyuX53hLjLThePs8Z1P/W0Ou5ts5e8f4aSyguvT+IyBleM0Rgdk15XPEsYZjvANIzrtJNuUBPwrEm3GxIZtaotsCXtDwni1yycmmgQksDgC044NXTWaZcy4XQphYmr7hONTCed7x2neKFEXdur447tJb7xIq60uAZzH70SHR/eKrhBdNuLtxHsi5h12a6cx0t09wnc6dyMDm193iHCut0S7FfHsCPPdLI7ZvxTh4w7ZDX1RxKcZNysSsjP95ejIaK8inL95ou/gg/wsIj+2Kdre8/RG+UoXz73sUt1X1w/+GBy2Rp+O8MdW0iY5oLuGyihi55a0HHf98Vpb2gdVVHnwDoroTKzWKIfvbT8TPSIqFxqUz2sYrndq9OqoNlZto4jPBfiUgeP684tmPuJKnZbz+o9QyEMcZVAWx/VH/zncZh+L6Myj6CbVLxyoG69f2mznKh0THvU/KXpCRHrKYpCpmeRwm9HxRxHp2TWGD2kIo4OeHNHJm8a1PhttbkZ4LoEVIzDPOPb2Dkazjg2MX6OoHEuumfNyPJxnzHhayuAPe9gVK8dAqo1jMYoYu+px5lZVWDlWH0riwp5RpR/ltx6H6rGGcshLXOmYFNk93IEJTOoj5a2t5WRLdErEc83nPZ+PWEg1NwWPSRhzOQ7lKNojahoOcdf12dBhk4zd5lHEfMfce0DEhllpB+eE3V/K+nE0inYvElw0x7+I6DfUq7adcnBQRLmUzzyMP4DP8NgIpxFb1DzdNsYwZmDT+kpt/tYo+UvhhzA+YW3XhMW3IxYeOMHNBctZOf/0v11t+acpd6CQpbypHYi/VZWABNZPwHFs/QwtYbkJ2EeWu30XeXf+75gXSdtrSUACEpCABCQgAQkMi0Dz9cCwamdtJCABCUhAAhKQgAQk0CMBneEe4Vq0BCQgAQlIQAISkMCwCegMD7t9rJ0EJCABCUhAAhKQQI8EdIZ7hGvREpCABCQgAQlIQALDJqAzPOz2sXYSkIAEJCABCUhAAj0S0BnuEa5FS0ACEpCABCQgAQkMm4DO8LDbx9pJQAISkIAEJCABCfRIQGe4R7gWLQEJSEACEpCABCQwbAI6w8NuH2snAQlIQAISkIAEJNAjAZ3hHuFatAQkIAEJSEACEpDAsAnoDA+7faydBCQgAQlIQAISkECPBHSGe4Rr0RKQgAQkIAEJSEACwyagMzzs9rF2EpCABCQgAQlIQAI9EtAZ7hGuRUtAAhKQgAQkIAEJDJuAzvCw28faSUACEpCABCQgAQn0SEBnuEe4Fi0BCUhAAhKQgAQkMGwCOsPDbh9rJwEJSEACEpCABCTQIwGd4R7hWrQEJCABCUhAAhKQwLAJ6AwPu32snQQkIAEJSEACEpBAjwR0hnuEa9ESkIAEJCABCUhAAsMmoDM87PaxdhKQgAQkIAEJSEACPRLQGe4RrkVLQAISkIAEJCABCQybgM7wsNvH2klAAhKQgAQkIAEJ9EhAZ7hHuBYtAQlIQAISkIAEJDBsAjrDw24faycBCUhAAhKQgAQk0CMBneEe4Vq0BCQgAQlIQAISkMCwCegMD7t9rJ0EJCABCUhAAhKQQI8EdIZ7hGvREpCABCQgAQlIQALDJqAzPOz2sXYSkIAEJCABCUhAAj0S0BnuEa5FS0ACEpCABCQgAQkMm4DO8LDbx9pJQAISkIAEJCABCfRIQGe4R7gWLQEJSEACEpCABCQwbAI6w8NuH2snAQlIQAISkIAEJNAjAZ3hHuFatAQkIAEJSEACEpDAsAnoDA+7faydBCQgAQlIQAISkECPBHSGe4Rr0RKQgAQkIAEJSEACwyagMzzs9rF2EpCABCQgAQlIQAI9EtAZ7hGuRUtAAhKQgAQkIAEJDJuAzvCw28faSUACEpCABCQgAQn0SEBnuEe4Fi0BCUhAAhKQgAQkMGwCOsPDbh9rJwEJSEACEpCABCTQIwGd4R7hWrQEJCABCUhAAhKQwLAJ6AwPu32snQQkIAEJSEACEpBAjwTO1WPZ26voM7fXhb2uBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpDAYgj8f3Xle/lzCClVAAAAAElFTkSuQmCC)
Question 34.Projects and Activities:
A research scholar looked at the working people in the city of Chennai and found the following:
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)
Answer:
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)
Question 35.Projects and Activities:
Classify the following list of occupations under primary, secondary and tertiary sectors.
Milk vendor, tailor, teacher, doctor, farmer, postman, engineer, potter, fisherman, artisans, policeman, banker, driver, carpenter.
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)
Answer:
![](data:image/png;base64,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)
Question 36.HOTS
The tertiary sector is in top position in the world now. Justify
Answer:Tertiary sector is one of the three sectors of the economy, the other two are the primary sector and the secondary sector. It is the service sector of the economy. It is extremely important in developed countries. It provides services (intangible). The main focus is the deal with customers and not producing physical products. It includes many services such as banking, transport, communication, trade etc. It is one of the growing sectors in India due to the following reasons:
For a developing country, it is extremely important to have a well-developed system of education and health in the country, provided by this country. It is the responsibility of the government to provide such services.
It helps to create a large number of employment opportunities in different areas.
The growth of this sector is also required for the efficient and smooth working of the primary and secondary sector.
With the increase in income, especially in urban areas, the demand for certain services such as professional training, communication, tourism, etc. arises.
With the increase in population, the number of hospitals, schools, banks, tourism facility demands has also increased.
With the increase in the number of working women, the demand for certain facilities like cook, housekeeper, daycare has increased.
The development of agriculture and industries have increased the demand for transportation, warehouse, retail etc
Thus, the tertiary sector is in the topmost position among sectors in the world.
Question 37.Life Skill
Discuss the sectors of your village economy.
Answer:A village economy has a little bit of each sector prevalent in it. The most widespread sector in the village is the primary sector. The primary sector is the sector that obtains the resources in their raw form, mostly from natural sources which are then used to produce a good. The major activities that are included in the primary sector are the ones that are directly dependent on the environment such as Land, water and vegetation. Most of the people are engaged in agriculture. Agriculture is one of the most important activities in the primary sector. It provides livelihood to a large number of people of the village. Apart from agriculture, a few other activities such as fishing, forestry, hunting and gathering, and mining are also carried out in a significant number, However one major problem that is faced In The villages is the issue of underemployment and disguised employment. Underemployment means the number of people that work on the agricultural field is less than the number of people that are actually required. On the other hand, disguised employment means a large number of people are working on the land even though it is not required.
The government has also been successful to some extent to solve the problems of the village economy. For example seeds and fertilizers are now available at a subsidized price. The government has also agreed to increase the funds allocated for the facilities of irrigation. The other two sectors of secondary sector and tertiary sector have not been very successful or widespread in the village areas.
Choose the correct answer:
We take age group _______ years for computation of the workforce.
A. 12–60
B. 15–60
C. 21–65
D. 5–14
Answer:
We take age group 15-60 years for computation of the workforce. The age group below 15 are excluded because according to tot he Child Law Act, all the children below this age are prohibited from working. The people above 60 have a lesser level of productivity, so they are excluded.
Question 2.
Choose the correct answer:
Which is the correct sequence of various sectors in GDP of India in the descending order?
A. Primary sector, Secondary sector, Tertiary sector
B. Primary sector, Tertiary sector, Secondary sector
D. Tertiary sector, Secondary sector, Primary sector
D. Secondary sector, Tertiary sector, Primary sector
Answer:
Tertiary sector, Secondary sector, Primary sector.
The tertiary sector has 59% in GDP, the secondary sector has 24.9% and the primary sector has 16.1%.
Question 3.
Choose the correct answer:
Which one of the following sectors is the largest employer in India?
A. Primary Sector
B. Secondary Sector
C. Tertiary Sector
D. Public sector
Answer:
The largest employer in India is the Primary sector. It employs 51% of the total workforce of the country.
Question 4.
Choose the correct answer:
Which one of the following is not in Primary Sector?
A. Agriculture
B. Manufacturing
C. Mining
D. Fishery
Answer:
Manufacturing is not included in the primary sector. It is included in the secondary sector.
Question 5.
Choose the correct answer:
Which one of the following is not in the Secondary Sector?
A. Construction
B. Manufacturing
C. Small Scale Industry
D. Forestry
Answer:
Forestry is not in the secondary sector. It is included in the primary sector.
Question 6.
Choose the correct answer:
Tertiary Sector include/s
A. Transport
B. Insurance
C. Banking
D. All of these
Answer:
It included transport, insurance, and banking.
Question 7.
Choose the correct answer:
Match the List I with List II using the codes given below:
List I
a. Agriculture, Forestry, Fishery and Mining
b. Manufacturing, Electricity Gas and Water Supply
c. Trade, Transport and Communication
d. Unincorporated Enterprises and Household industries
List II
1. Unorganised sector
2. Service Sector
3. Secondary sector
4. Primary Sector
A. (A)-1 (B)-2 (C)-3 (D)-4
B. (A)-4 (B)-3 (C)-2 (D)-1
C. (A)-2 (B)-3 (C)-1 (D)-4
D. (A)-3 (B)-2 (C)-4 (D)-1
Answer:
a. Agriculture, Forestry, Fishery, and Mining - 4. Primary sector
b. Manufacturing, Electricity Gas and Water Supply - 3. Secondary sector
c. Trade, Transport, and Communication - 2. Service Sector
d. Unincorporated Enterprises and Household industries- 1. Unorganized sector.
Question 8.
Choose the correct answer:
Which sector is not included in the occupational pattern?
A. Primary sector
B. Secondary sector
D. Tertiary sector
D. Private sector
Answer:
The correct answer is d) private sector. The occupational pattern includes the primary sector secondary sector and the tertiary sector.
Question 9.
Choose the correct answer:
Which Delhi Sultan of medieval India formed ‘Employment Bureau’ to solve the unemployment problem.
A. Muhamad Bin Tugluq
B. Allauddin Khilji
C. Feroz Shah Tugluq
D. Balban
Answer:
Feroz Shah Tugluq formed ‘Employment Bureau’ to solve the unemployment problem.
Question 10.
Choose the correct answer:
_________ sector is registered and follows government rules.
A. Agriculture
B. Organised
C. Unorganized
D. Private
Answer:
Organised sector is registered and follows government rules.
Question 11.
Choose the correct answer:
________ sector provides job security and higher wages
A. Public sector
B. Organised sector
C. Unorganised sector
D. Private sector
Answer:
Organised sector is registered and follows government rules. It provides job security and higher wages.
Question 12.
Choose the correct answer:
Find the odd one
A. Banking
B. Railways
C. Insurance
D. Small Scale Industry
Answer:
Banking, railways and insurance are a part of the tertiary sector.
Question 13.
Choose the correct answer:
The sectors are classified into Public and Private sectors on the basis of
A. number of workers employed
B. nature of economic activity
C. ownership of enterprises
D. employment conditions
Answer:
The sectors are classified into Public and Private sectors on the basis of the ownership of enterprises.
Question 14.
Choose the correct answer:
Assertion (A): The unorganised sector of the economy characterised by the household manufacturing activity and small-scale industry.
Reason (R): Jobs here are low paid and often not regular
A. Both (A) and (R) are true and (R) explains (A)
B. Both (A) and (R) are true and (R) does not explain (A)
C. (A) is correct and (R) is false
D. (A) is false and (R) is true
Answer:
The correct answer is a. Both (A) and (R) are true and (R) explains (A).
Question 15.
Choose the correct answer:
People who employ workers and pay rewards for their work is termed as _______.
A. employee
B. employer
C. labour
D. caretaker
Answer:
People who employ workers and pay rewards for their work is termed as employer.
Question 16.
Choose the correct answer:
__________ continues to be the largest employer in Tamil Nadu.
A. Agriculture
B. Manufacturing
C. Banking
D. Small Scale Industry
Answer:
It continues to be the largest employer in Tamil Nadu.
Question 17.
Fill in the blanks:
In ______ sector, the employment terms are not fixed and regular.
Answer:
In the unorganised sector, the employment terms are not fixed and regular.
In the unorganised sector, the employment terms are not fixed and regular. There is also no job security or increment of salary.
Question 18.
Fill in the blanks:
Economic activities are classified into _______ and _______ sectors.
Answer:
Economic activities are classified into the organised and unorganised sector.
Organized sector is the sector that has to comply with government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
Question 19.
Fill in the blanks:
________ has always featured as an important element of development policy in India.
Answer:
Inclusive growth has always featured as an important element of development policy in India.
Question 20.
Fill in the blanks:
Employment pattern changes due to ________________
Answer:
Employment pattern changes due to changes in the economic cycles.
Question 21.
Fill in the blanks:
The nature of employment in India is _________.
Answer:
The nature of employment in India is both organised and unorganised.
Question 22.
Fill in the blanks:
________ of the economy is the number of people in the country, who work and also capable of working.
Answer:
Labour force of the economy is the number of people in the country, who work and also capable of working.
Question 23.
Fill in the blanks:
Public sector means ______________
Answer:
Public sector means that sector of the economy whose main objective is to promote the welfare of its citizens by providing efficient services.
Question 24.
Match the following:
Answer:
1. Public sector —d. Service motive
The main objective of the public sector is to provide services to its citizens and work for their welfare. Such as police and army
2. Private sector — c. Profit motive
The main objective of the private sector is to maximise its profit. For example, the banking sector
3. Primary sector — b. Poultry
The primary sector is a sector that exploits natural resources to produce goods. For example, poultry, fishing, etc.
4. Tertiary sector — a. Banking
The tertiary sector is the service sector. It is the biggest employer in today's world. For example, transport and communication.
Question 25.
Give Short answers:
What is the labour force of the economy?
Answer:
The labour force of the economy is the people who are able to and willing to work. It includes both the employed and the unemployed looking for work. It does not include people who do not earn which includes retired people and students. The largest labour force is in China, India and USA.
Question 26.
Give Short answers:
Why are children and old age (above 60 years) are not considered for computation of workforce?
Answer:
The Child Labour law prohibits the working of children. This is done to prevent any form of abuse and exploitation. The people above 60 years have reached old age and productivity by them decreases. Thus, the children and old age (above 60 years) are not considered for computation of workforce.
Question 27.
Give Short answers:
What are the three sectors of an economy?
Answer:
The three sectors of an economy are:
Primary sector: Primary sector is the sector that uses natural resources to produce goods. The natural resources play a very important part in this sector. For example, agriculture, fishing, mining, etc.
Secondary sector: Secondary sector is the sector that transforms 1 physical good into another. For example, manufacturing, electricity, water supply, etc.
Tertiary sector: The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport, etc.
Question 28.
Give Short answers:
Agriculture, despite a sharp decline in Gross Domestic Product, continues to be the largest employer in Tamil Nadu. Give reason.
Answer:
Agriculture is the primary occupation of approximately 70% of people in Tamil Nadu. Only 34% of the population resides in the urban areas, and the rest of them resides in rural areas. In these areas, the most prominent activity is agriculture approximately. Thus, despite a sharp decline in Gross Domestic Product, it continues to be the largest employer in Tamil Nadu.
Question 29.
Answer in detail:
Explain: (a) primary sector; (b) secondary sector; (c) tertiary sector.
Answer:
a) Primary sector is the sector that uses natural resources to produce goods. The natural resources play a very important part in this sector. For example, agriculture, fishing, mining, quarrying, forestry etc are a part of this sector. This is dominant in the underdeveloped countries. It accounts for 17% of India's GDP give employment to 51% of the working force. It is a base for all the other sectors in the economy. The other 2 sectors have failed to create enough jobs, hence most of the people tend to seek employment in this sector.
In the initial stages of development, the primary sector is of utmost importance. It was the job sector for a large part of the working population of India. Slowly, and gradually as the country developed there was a shift of importance from the primary sector to the other sectors. The government took active participation for the improvement of this sector. It introduced the following:
1. Consolidation of holdings
2. Abolition of zamindari system
3, Land ceiling
4. Introduction of HYV seeds, pesticides, insecticides
5. Better quality of fertilizers and irrigation methods.
b) Secondary sector is the sector that transforms 1 physical good into another. This is important because the primary sector is unable to give us all the goods required to make our life comfortable. For example, manufacturing, electricity, water supply etc are included in this. It is also called the manufacturing sector or the industrial sector. It employs about 22% of the workforce with around 26% contribution to the GDP. With globalization and technology led business growth, it had drifted from being a labour-intensive sector to the capital-intensive sector. Although the industrial production has increased 8-fold, the level of jobs available has not shown any significant growth.
With all of this, the system improved, and more food could be produced. People were now able to take up other activities such as transport, trader, craftsperson etc. Factories came into existence and now people could shift from working in farms to these factories. The consumers for these factory-made goods increased.
c) The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport etc. It brings more than 60% of GDP while employing less than 27% of the workforce. Although there is a significant increase in the GDP, enough jobs are not provided. This is termed as 'Jobless growth'
Question 30.
Answer in detail:
Explain the employment structure of India.
Answer:
The employment structure of India can be based on two types of classification:
PRIMARY SECTOR, SECONDARY SECTOR AND TERTIARY SECTOR:
The primary sector is the sector that uses natural resources to produce goods. B natural resources play a very important part in this sector. For example, agriculture, fishing, mining, quarrying, forestry, etc. are a part of this sector. This is dominant in the underdeveloped countries. It accounts for 17% of India's GDP give employment to 51% of the working force. It is a base for all the other sectors in the economy. The other 2 sectors have failed to create enough jobs, hence most of the people tend to seek employment in this sector.
Secondary sector is the sector that transforms 1 physical good into another. This is important because the primary sector is unable to give us all the goods required to make our life comfortable. For example, manufacturing, electricity, water supply, etc. are included in this. It is also called the manufacturing sector or the industrial sector. It employs about 22% of the workforce with around 26% contribution to the GDP. With globalization and technology led business growth, it had drifted from being a labour-intensive sector to the capital-intensive sector. Although the industrial production has increased 8-fold, the level of jobs available has not shown any significant growth.
The tertiary sector is the service sector of the economy. It is extremely important in developed countries. For example, health, trade, transport etc. It brings more than 60% of GDP while employing less than 27% of the workforce. Although there is a significant increase in the GDP, enough jobs are not provided. This is termed as 'Jobless growth'.
ORGANISED SECTOR AND UNORGANISED SECTOR: the Organized sector is the sector that has to comply with the government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
The organised sector consists of those companies that are registered by the government. They are properly set and well-regulated units. They have to comply with all the regulations of the government such as the Factory Act, Minimum wage act etc. Non-compliance is a punishable offence. They enjoy the security of employment. They have to work a fixed number of hours. If they work more than that, they will be paid for their overtime. The workers are paid on the basis of a prescribed scale at regular intervals. They get additional benefits like medical leave, pension, provident fund, annual leave etc. There is also an increment in salary. They work in a good working atmosphere.
The unorganised sector ahs those institutions which are beyond the government's control. They are small and scattered units. They usually do not follow any rules or regulation of the government. There is a lack of discipline. They are low paid and not regular. Moreover, no other benefit is provided to them. There is no security of employment. The workers may be asked to leave without any reason. There is rarely an increment in salary. They have to work in a tough working atmosphere.
Question 31.
Answer in detail:
Compare the employment conditions prevailing in the organised and unorganised sectors.
Answer:
Based on the employment situation, the economy is divided into the organized sector and unorganized sector. Organized sector is the sector that has to comply with government rules and regulations. The other hand the unorganised sector is the one which is not under the control of the government.
Question 32.
Answer in detail:
Differentiate between the public sector and the Private sector.
Answer:
The public sector and the private sector have different objectives, perspectives and methods of operations. The basic difference between the two are given below:
Question 33.
Projects and Activities:
Make a long list of all kinds of work that you find adults around you. In what way can you classify them?
Answer:
Question 34.
Projects and Activities:
A research scholar looked at the working people in the city of Chennai and found the following:
Answer:
Question 35.
Projects and Activities:
Classify the following list of occupations under primary, secondary and tertiary sectors.
Milk vendor, tailor, teacher, doctor, farmer, postman, engineer, potter, fisherman, artisans, policeman, banker, driver, carpenter.
Answer:
Question 36.
HOTS
The tertiary sector is in top position in the world now. Justify
Answer:
Tertiary sector is one of the three sectors of the economy, the other two are the primary sector and the secondary sector. It is the service sector of the economy. It is extremely important in developed countries. It provides services (intangible). The main focus is the deal with customers and not producing physical products. It includes many services such as banking, transport, communication, trade etc. It is one of the growing sectors in India due to the following reasons:
For a developing country, it is extremely important to have a well-developed system of education and health in the country, provided by this country. It is the responsibility of the government to provide such services.
It helps to create a large number of employment opportunities in different areas.
The growth of this sector is also required for the efficient and smooth working of the primary and secondary sector.
With the increase in income, especially in urban areas, the demand for certain services such as professional training, communication, tourism, etc. arises.
With the increase in population, the number of hospitals, schools, banks, tourism facility demands has also increased.
With the increase in the number of working women, the demand for certain facilities like cook, housekeeper, daycare has increased.
The development of agriculture and industries have increased the demand for transportation, warehouse, retail etc
Thus, the tertiary sector is in the topmost position among sectors in the world.
Question 37.
Life Skill
Discuss the sectors of your village economy.
Answer:
A village economy has a little bit of each sector prevalent in it. The most widespread sector in the village is the primary sector. The primary sector is the sector that obtains the resources in their raw form, mostly from natural sources which are then used to produce a good. The major activities that are included in the primary sector are the ones that are directly dependent on the environment such as Land, water and vegetation. Most of the people are engaged in agriculture. Agriculture is one of the most important activities in the primary sector. It provides livelihood to a large number of people of the village. Apart from agriculture, a few other activities such as fishing, forestry, hunting and gathering, and mining are also carried out in a significant number, However one major problem that is faced In The villages is the issue of underemployment and disguised employment. Underemployment means the number of people that work on the agricultural field is less than the number of people that are actually required. On the other hand, disguised employment means a large number of people are working on the land even though it is not required.
The government has also been successful to some extent to solve the problems of the village economy. For example seeds and fertilizers are now available at a subsidized price. The government has also agreed to increase the funds allocated for the facilities of irrigation. The other two sectors of secondary sector and tertiary sector have not been very successful or widespread in the village areas.