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</div><h2>HL Paper 1</h2><div class="question">
<p>&ldquo;It is impossible to eliminate disparities in wealth and development.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows migrants&rsquo; remittances and official aid to low and middle income countries, 1989&ndash;2009, in billions of US Dollars (USD).</p>
<p><img src="images/Geography_HLSL_Paper_1_Question_2.jpg" alt></p>
<p>[Source: The World Bank, <em>World Bank Migration and Remittances Factbook 2011</em> (2011)]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define the term <em>remittances</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to the graph, describe the trend in remittance flows since 1989.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>three</strong> reasons why international financial aid is <strong>not</strong> always effective.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Migration reduces disparities in wealth and development.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p align="LEFT">The graphs show the progress made towards Millennium Development Goal 1 (percentage of population living on less than US$1 per day).<br><img src="images/Millennium_development_goal.png" alt></p>
<p><span style="font-size: small;">[Source: www.siteresources.worldbank.org]</span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) State which region has met its target.</p>
<p>(ii) Identify the year when this region first met its target.</p>
<div class="marks">[1+1]</div>
<div class="question_part_label">ai and aii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why some regions may not meet their 2015 target.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Explain how increased trade and market access can sometimes help reduce disparities between countries.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The map shows the Human Poverty Index (HPI) of Nepal.</p>
<p><br><img style="width: 787px; height: 430px;" src="images/HPI_Nepal.png" alt width="793" height="435"></p>
<p><span style="font-size: small;">[&ldquo;Human Poverty Index across eco-development regions&rdquo;, Nepal, 2006 United Nations Development Program (UNDP) (August 2009). UNDP Nepal, used with permission.]</span></p>
<p>Describe the pattern of human poverty shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>one</strong> strength and <strong>one</strong> weakness of using the Human Development Index (HDI) as a way of measuring disparities.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the inequalities resulting from ethnicity in a named country.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>&ldquo;The Millennium Development Goals (MDGs) are unlikely to be achieved without a dramatic&nbsp;increase in global energy consumption.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the <strong>three</strong> components that are used to calculate the Human Development Index.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Referring to examples, describe <strong>two</strong> factors that result in inequities within countries.</p>
<div class="marks">[2x2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how trade and access to markets may reduce disparities.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>&ldquo;The Millennium Development Goals (MDGs) have <strong>not</strong> improved life for the world&rsquo;s poorest people.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">Examine the view that rapid population growth will prevent some countries from meeting their Millennium Development Goals.</p>
</div>
<br><hr><br><div class="question">
<p>Discuss why some governments find it difficult to provide access to safe drinking water for all their people.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">&ldquo;Development does not always reduce social and economic disparities.&rdquo; Discuss this statement, referring to examples.</p>
</div>
<br><hr><br><div class="question">
<p>To what extent do the most successful poverty reduction strategies focus on wealth creation and gender equality?</p>
</div>
<br><hr><br><div class="question">
<p>&ldquo;A falling fertility rate is always beneficial to a country.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>Discuss the main reasons why attempts to reduce socio-economic disparities sometimes fail.</p>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Investing in gender equality is the most effective strategy to promote economic and social&nbsp;development.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The map shows the Gross National Income (GNI) per person for different countries in 2008.</p>
<p><br><img src="images/GNI_map.png" alt></p>
<p><span style="font-size: small;"><span style="font-size: medium;">[Source: http://maps.grida.no/go/graphic/world-bank-country-income-groups]</span></span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the global pattern of GNI per person shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p align="LEFT">Suggest <strong>two</strong> reasons why GNI per person is not a reliable way of measuring global disparities.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how debt relief may help to reduce global disparities.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Greater gender equality is the most effective way to reduce poverty and stimulate development.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>Examine the view that gender inequalities are a major obstacle to development.</p>
</div>
<br><hr><br><div class="question">
<p>Referring to <strong>one or more </strong>countries, discuss the view that internal (national) migration can help&nbsp;to reduce economic and social disparities.</p>
</div>
<br><hr><br><div class="question">
<p>Discuss the extent to which <strong>two or more</strong> <strong>named</strong> countries or regions have met their&nbsp;Millennium Development Goals (MDGs).</p>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Global climate change will increase disparities in development.&rdquo; Discuss this statement,&nbsp;referring to examples.</p>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Poverty reduction cannot be achieved without improved soil management.&rdquo; Discuss this statement.</p>
</div>
<br><hr><br><div class="question">
<p>&ldquo;Trade is always more effective than aid in reducing global disparities.&rdquo; Referring to examples, discuss this statement.</p>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the gross national income (GNI) per person and the Human Development Index (HDI) score for two countries in 2015.</p>
<p><img src="data:image/png;base64,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" width="309" height="263"></p>
<p>[Source: 2015 Human Development Report &lsquo;Work for Human Development&rsquo;. Human Development Report Office,<br>United Nations Development Programme. http://hdr.undp.org/sites/default/files/2015_human_development_report.pdf]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define the term <em>GNI</em> (per person).</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using evidence from the graph, outline why Chile is more developed than Equatorial Guinea.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why countries with similar GNI per person can have very different HDI scores.</p>
<p>Reason 1:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Reason 2:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Infant mortality rate is defined as the number of children who die before their first birthday per 1000 live births. Suggest <strong>one</strong> advantage <strong>and one</strong> disadvantage of using infant mortality as a measure of socio-economic development.</p>
<p>Advantage:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Disadvantage:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The spider graph shows how far India has progressed towards meeting the Millennium Development Goals in 2012, compared to the average for all countries in South Asia. On this graph, 100 % shows that the Millennium Development Goal has been fully achieved.</p>
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the <strong>two</strong> goals towards which India had made more progress than South Asia in 2012.</p>
<p>1.</p>
<p>2.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why some countries, such as India, still have high rates of child mortality.</p>
<p>1.</p>
<p>&nbsp;</p>
<p>2.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>one</strong> strength and <strong>two</strong> weaknesses of the Human Development Index as a way of measuring global disparities.</p>
<p>Strength:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Weakness 1:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Weakness 2:</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>The third Millennium Development Goal is to &ldquo;promote gender equality and empower&nbsp;women&rdquo;. To what extent might international migration play a role in helping this goal to be&nbsp;achieved?</p>
</div>
<br><hr><br><div class="specification">
<p><strong>Disparities in wealth and development</strong></p>
<p>The graph below shows the relationship between GNI per capita in US$ and the percentage of the&nbsp;workforce who work in informal employment, for a selection of Latin American countries in 2012.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Describe the relationship shown on the graph.</p>
<p>(ii) Suggest <strong>two</strong> possible reasons for this relationship.</p>
<div class="marks">[7]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly explain how debt relief can reduce global disparities.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows how much money it costs to send US$200 (USD) as a remittance from selected regions.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the trends in the cost of sending remittances from the three regions shown on the graph.</p>
<p>&nbsp;</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline <strong>one</strong> possible reason why transferring remittances creates costs for foreign workers.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong>&nbsp;reasons why remittances are often an effective way of reducing global disparities.</p>
<p>Reason 1:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Reason 2:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how inequalities can arise from ethnic differences in <strong>one named</strong> country.</p>
<p>Named country:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Disparities in wealth and development</strong></p>
<p>The graph below shows the relationship between GNI per capita in US$ and the percentage of the&nbsp;workforce who work in informal employment, for a selection of Latin American countries in 2012.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Describe the relationship shown on the graph.</p>
<p>(ii) Suggest<strong> two</strong> possible reasons for this relationship.</p>
<div class="marks">[7]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest two reasons why developing regions have made good progress towards meeting the MDG to provide universal primary education.</p>
<div class="marks">[2+2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how progress in education can&nbsp;help regions advance towards meeting <strong>one</strong> other MDG (other than universal primary education).</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Disparities in wealth and development</strong></p>
<p>The map shows foreign debt as a percentage of gross national income (GNI) for a selection of&nbsp;countries in the Americas in 2015.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: Courtesy of Stratfor Worldview, a geopolitical intelligence firm.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly outline what is meant by gross national income (GNI).</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly outline what is meant by foreign debt.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which country on the map is most in need of debt relief and briefly justify your choice.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain, using examples, <strong>two</strong> ways in which increased trade may help reduce economic disparities between countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State which country, A or B, has a more <strong>even</strong> distribution of total income and give a reason for your choice.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest<strong> two</strong> reasons why an<strong> uneven</strong> distribution of income occurs within <strong>one named</strong> country or region.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain<strong> two</strong> ways in which remittances can help reduce disparities in the migrants&rsquo; country of origin.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the relationship between the Human Development Index (HDI) and enrollment&nbsp;in education (the number of students enrolled in education as a percentage of the population of&nbsp;school-going age).</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the relationship shown on the graph.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the<strong> three</strong> components that make up the Human Development Index (HDI).</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why composite indices (such as the HDI) are used to measure&nbsp;global or regional disparities.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>one</strong> advantage <strong>and one</strong> disadvantage of using debt relief to reduce&nbsp;global disparities.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the percentage of total financial aid going to particular geographical regions and&nbsp;the actual amount in US dollars this equates to for a poor person (a person living on less than&nbsp;US$1.25 a day) in 2010.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how the <strong>percentage of total financial aid</strong> varies between the regions on&nbsp;the graph.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why poor people in Sub-Saharan Africa do not receive very&nbsp;much financial aid per person.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how remittances can improve the quality of life of recipients.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>2. Disparities in wealth and development</strong></p>
<p>The graph shows the progress towards meeting three sub-targets of the 2015 Millennium&nbsp;Development Goals in developing countries.</p>
<p><img 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gYkXUmFiYAIiIAIiIAIiEAZEcCcGTPvgQMHdqjVyJGjfNjatWs7nOuJAVVVVR2adcUV1T6s+syWAzrCZtZ73nnnpaQhDxQrv397e+LUgpTIFXxwz/z5fnpEuib0xvuK+d9MM+H6P/Dgg+nQ+HAUKUi/vv06xONe4ze5dcuWDucqOWDI4CG++nFFGdxoL8pHk954/1jb49tcWJTTs0nKgPiV1LEIiIAIiIAIiIAIlBkBG6278MsXdqiZjVgxgpk0Z75DggoOqKtblFj7U6dO+fCrrr4qOr/vL3/x+3T64sqAKJJzbuf774eHPWaf0e9LLr0kxYoi3rjeeF/9csUKj2HOnDkZ7wtG/PlNIV8cNCiOzvXv39+HffjfH3Y4V8kBWN1gMYGiDN8BKAFg8ZP773eLFt2bYpnUG++fdNc2Fxbl9Gz6XLoGKVwEREAEREAEREAERKA8CBw6eMhXxDogYa3Cjm5PM1kO25lpf8eOd9yIESPdLbdMiaIdOdru9CwKiO0MHzbcj3SeOHkidqbyD+nAMar90kuZrUV6232FsuyFX7evJNG3b1/vBNCsR75x5RhXW1vrmAKAhIo1U7iFd8bQ84f6wxOf9bz75+dPPOHbBhucBsbZGIfedv9Yu5O2ubAop2eTLAOSrqbCREAEREAEREAERKAMCVgHpAyr1m1VQgHC3G1WC0ia+02nv7cJo7gNDY8n8khi0VvuK7MCwVoEwV8AnvKbljb7kXBW5sDcOy6hwi1+rice8zuCjXHCSmD16tVpm9pb7p+0AIITubAoh2eTlAHBxdOuCIiACIiACIiACJQzgRMnOo5ChiOY5Vz3UtXtmWeedtOmTUtrDv/p8U8Ti963f19ieKUHslwZ0wOSfCuka1tvua/MCuT6idenmLtjGl9f3+DxLHl6SQdMNg0lPGEjwWFYT9nnmcIUgYcfetgrSlAKYCVAWJL1UW+5f7K5vrmwKIdnk5QB2VxVxREBERABERABERCBbiTQr3+7A7POTJKTRsa7sdolL5pR3IN/O+iSfAmY07djx45lrIfFyxipQk6yJjrroSfxSGpCb72vkkZvx4+f4BHhJ4BpFuFvKakDbDyNoR1X+pa21tTMdhdccIFXsKEo2bDhNT9VAAuBRx95JGqitV3PJedyYWHPnHJ4NkkZEN3O2hEBERABERABERCB8iRw0Vcu8hU7cOBAhwp+fPSoD2POfG8yZ6bju2rVKm/O3AGKc270ZZf5YDygxztzHBOOWLykPCot7MU1a7y5+9Chg134h/d8hM4c4VVVl/rj3nZfWScsafSW346ZxQOHY35TiP3G/MGZf/ZbNIbhuUreZ4lSFCJjxoyJmgGL5StWeB74XDBrJGu7sYgSBMx6y3MpFxb2zCmHZ5OUAeFdq30REAEREAEREAERKEMC4665xndUkkzbzRnV1KlTy7DmpakSI7c/e/xx30FJVwIdGByfIfv2pU4JsGPOE6+nSH1Dg58Dzzz48M9M4Gkv4bt2/cE3ubfdV9bezZs3p73kKASGDRvmz9tvyn5jYSJ+i8Qlz54k6aY/YClRU1Pjm2rKNeOp55Lz9wH3QzYsyunZJGVAT/r1qi0iIAIiIAIiIAI9kgAf4iyFxkhS3MHZ+lfW+07JrFmze2Tb441CETBv3ly3+KmnUky5iQebhob6KAne4ZGNG9+Iwthh9QHEzqec7EUHve2+or34l2Dke9vWrSlXmvuK3xe/MxN+U3TwWJkhFNJaXPLsSWJTKJKWTDx58qTnYcqS3nb/ZLrOubKwZ0+3P5vaJCIgAiIgAiIgAiIgAhVBYPq0aW3XXXdt28cff+zrW1//WNuQIYPatm7ZUhH1L7SS+/bta7v00kt8m2l30t/OnTtTiokzWv/KKz5dU9PSlHg9+WDVqpW+zdw/SdLb7ivay31kvxvuK8Lu+vd/74Anfr8Ql99gUtwOiSsw4NSpU54Fvy3uGxPjEIbZud5w/1j7uW9glE5yYVEOz6ZzaEgmLYfOiYAIiIAIiIAIiIAIlA8BRr6bmpb6Ck268Sb3gwULIrPm8qll8WvCyC1rnmcS5idv3PjbDlFeeGGVa2xs9KO5xGEZQhyj9Rah/fgNYJrA6tbWxGb3tvsqbC+j/wsWLEhZYSCEhCVAc3P78oOEM+3ijjtmhlF63D6rUtTXPxa1i2fNjBkz3Nhx46KwcCfk2ZOeS0yJGDVqRNhUv3/Ht2c6puUkSS4suvvZJGVA0hVUmAiIgAiIgAiIgAiIgAiIgAiIgAj0YALyGdCDL66aJgIiIAIiIAIiIAIiIAIiIAIiIAJJBKQMSKKiMBEQAREQAREQAREQAREQAREQARHowQSkDOjBF1dNEwEREAEREAEREAEREAEREAEREIEkAlIGJFFRmAiIgAiIgAiIgAiIgAiIgAiIgAj0YAJSBvTgi6umiYAIiIAIiIAIiIAIiIAIiIAIiEASASkDkqgoTAREQAREQAREQAREQAREQAREQAR6MAEpA3rwxVXTREAEREAEREAEREAEREAEREAERCCJgJQBSVQUJgIiIAIiIAIiIAIiIAIiIAIiIAI9mICUAT344qppIiACIiACIiACIiACIiACIiACIpBEQMqAJCoKEwEREAEREAEREAEREAEREAEREIEeTKCilAGnT592L7ywyg0dOjj6W1RX57Zt3eovEefylV27dkV5Wv6ffPJJvtl1SEdezc1NHcIrMaDQtkyceJ1raKivxKarziIgAiIgAiJQNgT4XpGkJyA+6dlwRnzEJzOBzs/qHsrMqBL4VIwygA7orbdOdY2NjW7l86vcoUNH/N+YMWPco4896h9ohw8fznxFMpytqqpymzZtyRCjsFP3zJ/vTpw4UVgmZZK6kLagdNm7d49bs2aNQ7kjEQEREAEREAEREAEREAEREAER6HoCFaMMaGn5le9ELliwwI0dNy4iddPkye6ll9a6ESNGRmH57px77rn5Js2YjlHw37+9PWOcSjlZaFteXLPGN/XYsb+7l19eVynNVj1FQAREQAREQAREQAREQAREoEcRqBhlACPJSNLoP534hobHy/LCMI2hqWlpWdYt10oV2hasO1749dmpHC0tLblWQfFFQAREQAREQAREQAREQAREQASKQKBilAGMJCN0rJPm3mPmP2TIkAhJ7V13pfgAsDnqzN0I/zL5GcCMnXQWn/1sTdvp+M6YPj2l80vdLa+oos65V9evd/H6xutFHEvLlnn3CGb37BO2f//+KFv8KFB+mCbct/SWIB4/ZJxLWyy/pO26dakWHEwXoP4SERABERABERABERABERABERCBriVQMcqASTfeFJGpr3/MVVVd6p0JRoHOuTvumBkdNj/7rPvGlWOiY9vB18DAgV+ww4zbX65Y4b773e+5HTve82nozOO3IBuFwHnnnedWt7a6sN5z586LfB1YwYy2z51X636wYIE/d8e329uwaFFditKD6RD19Q2WzG/pSJ86edIdO3bMH7/77g6/RZEwa/ZMPzWBNLTZ8iUC7dm48bc+Lv8s/qfHP3W7d+/15cAYZQKSbVuiDBN2YLZ27VrX0vJ8ylmbNpASqAMREAEREAEREAEREAEREAEREIGSEqgYZQCd5bATj6UAHWZGu+Oj6EZswIABtpuyHThwYMpxuoO7v/99xxQEOsNz5szx0RjNLtZcd0bjzWz+46NHff44RDRZtmyZ7fptv779omNTAOA/AT8KyBVXVHtFBVxMTEFyww03WJBjhN4EhYLFr6mp8e21NPg5wCKhGLJ1yxZH/rAMFSS0H8sDiQiIgAiIgAiIgAiIgAiIgAiIQNcRqBhlwLBhw1xr65rE0X46s5i9h2byxUY4ZPDZKQjrXylOB/nI0SNRNV9//fVo33ZsaoQdh1vO0bFG6Lwz+g+jne+/H0ULnSr26ds3Cv/gTx9E++HI/MiRo6Jw29m+vTiOD1etWuXGj5/gs50xY4Zl77ebN29KOdaBCIiACIiACIiACIiACIiACIhAaQlUjDIADHR2Mb1vWtrcYfUARuznzZublQl/Pki/OGhQlKxYKwPQObYOezhyHxXUyY4pAzqJ1uF0//79o7Cdu3ZG+1Om3Bz5GLDA8LyF5brF+uCCCy6IlBdYM1i7yYvlIiUiIAIiIAIiIAIiIAIiIAIiIAJdR6AilAHeC/0LZ73QM3+eOe8rn1+V0qkspgl/V1wCOvO0g1F9BCeCjKBnI2FnOow/+rLLokObSkAAvgVMwqkIMDNByUJdwr/Qt4DFy3WL9cHt06alJGPKgAlWDsWajmB5aisCIiACIiACIiACIiACIiACIpCewOfSnyqvM2+9+VaKg0Bqxwgzf3SiN7z2qq9wuPRgOAJeaGtsTj/5mGNCfBXYfPt4/jjpy2bknqkNTzY2+vqvW/eKo5xCLA/wcUCnHqeEdLKpI9MIVq9e7auII0GUKSb4YbDpCCdOnrDgom29IufXqyLfCOky3rBhQ0q90sVTuAiIgAiIgAiIwFkC+E6SpCcgPunZcKYUfGyQK3PJOisCIlAOBCpGGUBnH3NzlhCMy8+feCJSBoTLC/brf9bhXjxNrsdhR3nsuLE+OZ1sc7aXa37ERxEwYcI1PikrDdC2UOmQT56kobPPtIa6uoVeWYHCAksCVhaI13f4sOGRMuDDP3+Yb5Fp0+EPIKlcErCSgjlQ5PrCg6kgEhEQAREQAREQgewItLa+mF1ExRKBLiAwffrtXVCKihABESgWgYqYJmCNpXOb5Hn+1KlTPgqj3OakjoB+/c4qA0581j7qzRJ3ofm85Z20Dcs6GZjZT5kyNSl6Ylgm6wSWLjSx+hXDYR/1/tnjj7ulS5sik3/M/eOKAMqeOfPscoxJnv3DlRoytcXaEW6pR0tLi7vllilhcLQfnzoQ8ogiaUcEREAEREAEikygubnJWxWilE4nvP8YNeUPJ8WsABQXlNhYJ1q8dPmRluV6M+UVz1vHIiACIiACIlBqAhWlDGB++6RJN6YsJciL+J758z2n5ctXpJjmV1d/PeJnjvCeeebpKIydsJOfcsI5t+y553wQZdgyf5jgZ2P+b3ld9NWLbNcd/NtBr8ywDvaBAweic3TEq6oudWF8TqK8MAmtE1BohOcsDtuHH3rITzVgykBnghWBTXsgLixNCUI9w458WLd4W+LlwKymZnY8OOUYS4jQ9wEM+ECTiIAIiIAIiECpCNB537Z1W2RRmFROQ0O9Y+Ugpvxh8jx+/Hg3a/bMFP82vCunT5/mrrr6Kh9n06Ytjm8NOv2hYNVI2sk3T/bx7rv3Pn9MuEQEREAEREAEupNAxSgDMKPnhbz4ycUOc3bTwmNmj9k+L+H4FAKO6bwjKBJ4QU+ceL0bOHBgxLy+/jHHS9+EzimOCZm/f/z4cV8OZVRfUe3Dwvn2libTltF46o5gCo/ZvI3Q//SRRxzWDAhz+TdseM2fs/iEr1z5vO+c42Av9E/APP9Ro0b4qRM+g+Cf+U+orr484mS8UDiYMsKSsEIDpvwI/gpIR6ccRUCoUMjUFsuLLXWFGcz5o558fIUCc+rE+VC4HozASERABERABESgFASan33WLQ8s8+JloMxualrqamtrI+V/Xd0irzhf8vSSKPqSX/zCMdXO3ulMc6Ojz3s0fM9iqTfpxpuiePg64p1PuEQEREAEREAEupPAOW1tbW3dWQGVXXwCdKbjnex4KYsW3etqa+fGg3UsAiIgAiIgAj2eAJZ1KKrplNc3tCvDrdF05FG+M8gQ+rGxcAYLGGxAuX79xOs7pCecAQSUDoz+s2xv3HcOSnMc/VpeVnauW5Tq8hmQKzXFLyUBfAb0FAeC/L56SltKdc3FKDPZSuBTMZYBmVHrbEigpeX5FPP78Jztr1271na1FQEREAEREAEROEPApg+aPyIDM3hQu9f+PXt2+2l6WOh99tlndjraYi2w490d/pi4iKW1SDj5Rey8hWsrAiIgAiIgAl1JQMqArqTdBWUxhxG/CqOrRnttJhrN8BhUfI0AACAASURBVI9RCITzEhEQAREQAREQgVQCffv29QHxjropB/r17een0DHNzzr9YQ6fHv80mo5oigXr/Fu8Pn36+F07b+HaioAIiIAIiEBXEpAyoCtpd0FZKAMYrcA5IfMe47JjxzveT8F37rwzfkrHIiACIiACItDrCeAvB/9BjY2N0QoCvFs3bNjg2VjHfsGCBf59G/rEYSoB0/Qu/PKFvZ6jAIiACIiACJQ/gc+VfxVVw1wIMI8RB4hvv/O2d+IXpuXjpqamxjsqzGVFhDAP7YuACIiACIhATyaA41yW5n2ysdF7/aetzPnHqTCr75izYnMciH8B5oXiJPDir13s0cyYMcNvzcrArAqM28dHj6act3BtRUAEREAERKArCUgZ0JW0u6gsPBXzh/djiQiIgAiIgAiIQG4EcByIA0CTbVu3+lUCULaHgkLAlAKEs2oRCgPewcjIkaP8ls6/KREIOHL0SMp5f6B/IiACIiACItDFBDRNoIuBqzgREAEREAEREIHKIcCUu0cfe9SxCo918pNqz5K5+AtY/NRT0WkUACgHbIqBnXjrzbdSrAwsXFsREAEREAER6EoCUgZ0JW2VJQIiIAIiIAIi0O0EzGw/aTUAqxxKADr4EyZc46fYpVuOFz8BWAQc/NtBx2o+8Wl4P1640G147dXI/wDLCnJMuEQEREAEREAEupOAlAHdSV9li4AIiIAIiIAIdCmB5uYmV119uS+TTjnz/UOHu0wJIAwlQL9+/dyOHe+lTAWwyqIAIB6j/JNvnuynFcQVAcQ1Xz5YFxB/1apV3rdPOG3A8tRWBERABERABLqSwDltbW1tXVmgyhIBERABERABERABESicAMqF1tYXC89IOYhAkQhMn367X9K6SNl1azb8vlieW5KegBilZ8OZSuAjy4DM11BnRUAEREAEREAEREAEREAEREAERKDHEZAyoAsuKfMJF9W1Lz10+vTpopc4ceJ1rqrqUleKvLOtLGswY3pJXdiGgvklmjFMKguRYuVTSB26Iy0mqzCFIfuVIJnuh0qof3fUkedE/LfTHfUo9zJ5DsCJZx7MJCIgAiIgAiIgAiIgAvkRqIilBelIv/Dr9B99rO171dVXJc7pyw9L8VJ5RcCiuuJlWKY5TZp0ozt27O9naje1TGtZedWi4zNr9syKq3i53g8opH7/9vYOPPESHjoHQ7E2atSIDvFYa9yWEePasA45c46RgQO/4ObMmeNmzZrtVq583m9Zr7wz4Rmx/pX1Ub3q6x/zXsunTJnawREZeVHu7373W/fBnz7w656vbm3trIgO5+PPpblz57nvfvd7Ll19UUIl3Ycss5bJu3qHggsMQMnEPG6JCIiACIiACIiACIhA4QQqwjKgvqHBz9lheR6ED1Dm8PDXtLTZfxAvWlTnau+6q3AiRc6BjgP1pKNQqPBBnjQyvHHjb92uXX9I+yFfaLnZpKd8OkpJwnrNMMin0xLmV6x8wjzLfd/ajMKrnCV+b3I/0MEuN+Ee3L17rxsxYqSvGly5N0NFACfoFBO+bt0rPt4d327/HZsiYNeuXVGnFOdixP2v/3rTnThxwisR6NBnI3gq59k1c+ZM//uBGfU7dPCQd3BGxz8UykUBsW3rtkgJEZ7PZt/KDOM2NS11t9461dHZTpLm5uYOweFa6h1OligA52yw5npIREAEREAEREAEREAECiNQEcoAa+Ill15iu9H2psmT/Zq+dLYZoeupZraMVOKJWNI7CfTv379sG15p9yYd/dFVoz1PLIoyCd6+ebbccMMNKdHq6hb68J8/8UQ0ek++dXWLvIIyJXKaAzr2dMLp2PIcMyEfFKCm/LRwttSn+dln816SDKXNmjVrfB3pVPOHEo827t27xy35xS/C4vw+aVg73eLbtlDlXoeCcggYev7QHGIrqgiIgAiIgAiIgAiIQBKBilIGsMRPkjBaNG3aNH9q2bJlSVEqOozO1o9++EP/sV7RDVHlexyB3nhvMlpPxxmh4x4XOvZJHfl4vFMnT/qgdOucs1RZOunTp0+6UxnD337nbbd8+YoU5QPWDgsWLPDp3tj4Rof0WAXU1NR0CFeACIiACIiACIiACIhAZROoCJ8B2SAeMmSIj8a8dToo9pGO2SujXeZzgBEwPnzN3JdExGeOL6a3F1xwgfvOnXemzAVmPi0jfkh8ru2mTVscptyMnoVzasO5xT5hmn/xecdEC9Nyft68uVHnw8pgNJHRQ+rz4Z8/9O3DvNjabcVRr9WrV0cmxXRSMEkORyKJs3vPbodpM1MwEEsDr8VPLi5oXjDWGvH5zUlzt63+tDmcF2w8kvLh+q5bt9atXbvWTZ061THPOrzeltZ42BZuLS0tEVd43nf//R34WfykLfUJzcGT5l3Hr8/LL6+LyuVaLH7qqWhkOamMbMKS2sK9EQpMf3L//X5eOuX+9JFH3G9+85/RfU3cbOLE88x0b4ZxuU4PP/RQdB8mXRfKD+fgkz4er9T3aljndPv2G+NZwz0Qn2JAukwdecu3T9++fheLJtoVl/AZFT9XyHHS2uZXXFHts6w+s7X8qRc+FvhjLfV8fLNkc12tvKRt/BnO7yydYvjV9evdkqeXRL9rpoPc/b27o+ddkv8Ze4ZTdvhcsmdsUp0UJgLlRICl3CQiIAIiIAIikA+BHqMMOHz4sG8/nVf7WOcjdPr0ad6pF6atCB+DzNHlwxZzW+Sb37w6cH7n3C9XrIjO4YcAU94Tn53wnW8+0PlwDjur5IETLTqzzLu1UUOfeYZ/fORSPz7AqR9KiX+7805fP5JRFooGfALYR2zosItOIG1JJ5xvbGx0Dz/0sG+Pdcjmzqt1J06e8PljqmwKBvJ5/fXX3UVfvSiKjyO4e35wj58PbVzTlZcUbvXmXDhaiokxbOkI8cFOG01oM/Owq6svjzqD6fIJHdV98KcL/ZxtOsL88WEPn8GDBqcoM5gzzTW1jiZcampmpziMCzlbvWxr12nAgAH+msPFrsXmzZvdSy+t9feghVm6Z5552l359St9W+m0cB3umT+/IF8KtOWPf/ija2l53isVrG0HDhyI8qW+3GcoweDOMZYmO97dESkDsolj7bBtpnvT4rBFEcRcen5vxo7rMnLkKG/2TpxsfgulvlfDOmfaxxIJXwPcuyiDaN8PFizwv1VLl01Hnk45HVvuRX6D/D7GjhtrWZRka0rNeOanTp3yQfFpE6GvANrLH0q0pUubUtobz8+Os7muFjdpa7/NC798YfRb47nBvRsX+03Z79qe//zO/mXECF9fngtMMeC68a7Az0P4XOP3wXODKWnpWMXL1bEIdDeB1tYXu7sKvbp8lDH2jVlpICphDfRKY6r6ikClEaioaQLp4NLBoBOGXD/x+igao5Z0tMOROz4G7UOezhoSd35HHBPmBNNZxbKAzghCJ4gPybjwUWlzkePnko4Z0WZ00T7ASc+oPcJof2dChwMFRJLwIUyHiw6gWQHQibH2cI720CHhJWYddRQB1pEhPvyo4873308qptMwWJq1QTwydYHjsWPH4qd85xDuVpd0+YSO6phXH37A2+gsVg8mdC7ofIV508777r3PR8GBGzwyeUh/9JFH3L79+3zn1joS1JNOCIogOtpI/Prcdtu3ony5JrSdEVfu33yEUVvawig/bUBoP20jX7u/t27Z4s8ZS+rczn5gVGw2caLIOe6E14Wy7brs2PFOlFM2v4VS36tRZbLYgZ/9Zuggoxykk8rvLhfheqEQQLhmTHOiU9vVwrXgvrnllikpRdM55veAo1arJ/c4yqVs2prNdU0pMHaAsgxBkWS/NfYHDjx771qSVavan+dm5cBz2qaPvRsoD3gfcO2Snmu0id82KytIREAEREAEREAERKCnE6hIZQDzXk34eGM0nQ9UPmYx9Ub4oCbMOtoWn+2MGTP8ISNccWGaQCh8gI4fP94HhZ2XME6++33PmAnbxyv55DoXmPolKSYwAUfCvDkmPub0yItr1vht+I9R9FDMcd2Ro+2WFeG5bPe/OGhQYlTqgvKGj/J4B4i6WT0tcbp87Hw6p2J4ZjdBGYB8fsDnLchvh//Lv/htZz4nSI9iKFQ6WUZ0pLgWdA6TOkrWYbf4trU62XG2W6ZycM/T6QnFFFKmUMIKBMZYDZjA3uIRlk0cS5vrNpvrks9voRT3arZtgx8dZRRAJqYUwIolFwUPCgEUZlxLrhMj2eG1svxLtaWu3PeY09OuJEF5RT2x2LGONNNOOpN8rqvlaVMUkvwVhPeuxefZHf89pJtOUFtb65PxGwqFJRv5bafjEMbVvgiIgAiIgAiIgAhUOoGKVAYwGoppE3+MyDGSw4iumWdzUT787/aR9XiHgXOM+tJpQ1mQ1GmLX9SLvnKRDwo7lfE4+RwzUsuoG505PsiZf4xJfjHELCWSOqDV1V/3RSQ5CytG2bnkYV7abVSPtLCgbsz/L7YMHz7cX3vumVCs85Y04hjGMwuJpA4uHQibcx2ORIbpi7n/0V8/8vew/RZsa/4xmCqAmJKC301V1aXRihuhBUw2cYpZ93hepfwtxMsq5rFZf9ioOXnDP9MyfUnl80yi02vWBlwrLA26Qpi+wgi6WRBlKpPnyfIVK3ynG0uGzp6fhVxXU/r269vRcWzS74/72aYbUS8UKqFPj7Bd8EZxEFfc4XvEnklhfO33HAI867k37HnJM9GsqOKtRCHFtBHiTpx4XaJvD9KE+aEMTJIwDvlxLBEBERABERCB7iZQkcoARtHoRNsfpuKYfoajOcyjRmwubCGgcx2tz6UsPkz4eBg1aoRPxvz+QoU8UXQgSe0vZXtyrbt9lIcdC5zsMTqXpMjINf94fO4RHCIyAht2tnBchzA6mkkOH2n3TcEc+CQxS4qkc8UOY3oFnUf7HcS3jFwjtLm1dU00oksHiQ/g0BojmzjFrn88v1L8FuJl2HG//h07mHYuaZvJKgV2NmrOFCSE31/SMn1JeYdh+AzAoZ1ZmKTrpIRpCtnnHjj4t4Mp02s6y4/22mj9x0ePdhbdK/fyecbhpwXJ5XmFEoDfNVPEcCqLkjidWBvMioqOH8IzSdJzCTCNCwW/PS9R4DJtLt45Nx8lTGsiLlPJ8O1h0wWNEPcb3xtM2SMeq4OE7xbiWRwsa4jDljTpFAeWt7YiIAIiIAIiUGoCFakMyAaKmftj/pxJ+LDtTKxDnWsHorN8+XDFeSEfD3xIoNDI5cM3Xf60yaYOZDJB72wUPF3+xQ6Pf5Svf2V9SUfn+Nink3D8+PFodIg2oWTqbHTUzJ7pQGWSpNHMTPHzPRe3cEiXD9YnKAeY+21m3pijWweIdNnESZd/oeGl+i2kq1c68/F08cNwG1kMw9hHecV8dps6kK/lDdfBlvrjt1AqoVODRQ51zlXM4iqTkoQ8i3Fd7fnbWR1RnGApdv6XzvcWAlglZBKzhlmzZo1XWOA8NT41KVN6nas8AtzzTBMMn/Pc/1iJcB+E8rPHH/f+hew+4r3BChOEm/D8xLrkxwsXRoMROBMlzJ6tPC84RqlgCm62KP527tppWWkrAiIgAiIgAt1CoMcqA3CEh2T6mKZTZC/nTPRNoWDTBYhbjI40o1eMUD/w4IPRh0SmeuRyzua0J/k5sI/rcvnwDT/K6Tx8evzTko7O0Wlgyoc5R2Okhg/CbEYEzQcD3sz5yIsLih0UMeOuuSZ+qujH5twx3eixhbO10Sw+gmm3jZjSAUKyiVP0BgQZlvK3EBQT7Q4Z3L4UKauKZBLuR4QOeig2DScMs33uZ4TfdtI9YvFC5hZmW7vP7LjYW9pFpwaT/3yEZ0h8fn5SPoVcV1O+2pSvpPwtDKUno7vUCSuNbASl6Zw5c/x1YqoEyptrr70um6SKU6EEcEKa9JzHh0z4Tud5ibVa3OfQmDFjfLg9T/E5wfOefE14VnAfmj8K7jO+NVjZJ1QQsJSxOa61tNqKgAiIgAiIQFcTqChlgJlmW2c2Eyw+yHkh80K3F7DF50XuzcTPOJGycLY2zzoMw9EgeYWjCeaALl6XpPRhXmF886JfDGuAsAz2b582zQfhGCzeIdmzZ7f/gJk1a3Y8WVGO7TplmxkfS8xZ5prgpdwsBbJNn2s8PsqS5hxnkw8fepiCU9eVK5/vkAQlAR0M2lQKCe8fc4RJJwhz0/A6Y/598uTJqApxZ5HW6bEOFxGziRNlWOSdUv4WkqqKsoaPeK5XJusZpo9wPePCNABTtsTPWX6MInZ2H2zc+EY8uT82nxOlWGoQRQCd9MVPPdWhftw3cXPppApiUdDQcHaENCkOYYVcV1bfQBixNaZWTtx/i9379ly2eJ1t7XeAj4bhw4Z3UPp0ll7newYBLKzC9w7vSMQsYKyVZglj53l+cN/EhaUwOWfCbw1lA9MMmDLAijSsApOkmLA02oqACIiACIhAVxCoGGUAH3vmB2D79u2dsuEj3LTujz72aKQQ4KOSETE+1JNexCgPwo9h9vnwj3/42ke6daDIN0xHBw2HQ4gpH9g3B3Tsm7M561SitLB1vTEf5KPd5nVbp41l8mCBs8F43rY8HOGMVDD6S6eVOZL2MU0ZdIYxQ7aOCvmZuXl81QBTbphnel9omn82ymrXyaJZx4YyrB52zrb24U99x4+fYMEp23T5MMKCsN57KIcPt8/vD00xYUoZzJs3B1LhNpOTKMsbSw6UQ+QRdgj5yOPDMFSyhNd7376zTgtDDtYuyz++5fpYG8JRUu5f7mMEp3X4nbC2LHl6SUo9OB/OT8VrOjIxWIozmzg+UexfunvTroddH0uWdF2y/S0U617l3jffETU1s1OuI/XkuuI4DAmXJrU2sDUlDPeUCb8vvOxzf9z9/e9bcNotnVCuS3g/8JvnN8poYrqy/7K3fUlRflMwSRLuR+6H8B6lrijceKZVV18e3S923zB1xO4J2kI4+Vj92HLMEqjhaGhS+YRle12T0qN4s2cYSwwaZ9pjvweuAf4viItyJ1T+Es9WB+Ge49jysPJIZ78hW/LSzmnbOwhwn9NRt+kAtNoUqdb5NxKmuOc8vzveJTYl0eKwxXcM5+y3iQUizi25R5kyYPdvmEb7IiACIiACItAdBCpCGcDHMh0dPvQQOi3xj9wkeHSWcMaFlh6NPGn48OejL/SkHqblwxDHVfZxzNxw8oh/+PKRzgix1aWl5VfePJUPAz7i+YhldQM67VOm3BwVwce2dcroVBLXHLrREcdslw8GPtbpJJo1Qk3Nv0Zx6dzT4cyUNwVSR+aIMzfePvwxXaQTZB8+fAjBlg8XxD6urSMQMuejO0n44IEXHzkIaTjmw5sOFXkilEE9ws6JP3HGDBsW8E+aupEuH8qxOlI+xyhf2NLRQmBp9bEOhpUb3xKXFR3sIy5+nmPqx7XFgzxtI2/+Lv7axd4E35QsXB/uOxPuA6494XAImds9YXFta9eHeiG0KbwO3MfMUeeeMaFe4coahK9b94q3hrC60lGP39fZxLEywm3SvUk58fsh03XJ5rfAh3ih92pYb3s+MF0mvI7UHcUWz4l08+lhzPQSpiNhPWBcud4oCuGfdB+H5fMbxE8FyhTuB+rAs+CBBx/w1gjmADJMY781niMI9xBM0t0/YVp+j8ypt/suPGf7KDHsWTf6ssv8M47raM+PdevW+mlN9lyydOm22VzXTHnxDOP+RulB3bn38cfBNaOuPGc3bHjNF89zjd8B14DnBaO6hCFM6+CY339cWD2AdDa9I35exz2bAIMFcWV/sVvM75Z7cvnyFf5+5nmOUi6unCp2ucpPBERABERABDojcE5bW1tbZ5F6w3k6qHyM0xlNpyjoDRx6Qxux4GD00zo9YZv5OMOEeunSpsSOQxhX+yJQTAI8gxhxTGcNUMyylNdZAnDHciBbXwNnU2qv0gmgREMZFLcStO8BFKThewLlLMomFFQo81BOYf0SVxrS8UeBxUpHCNY0iMUjH5TOWCTYcpg+Qh7/UES2tr6YR0olKRaB6dNv98rhYuXXlflw/6DYliQTEJ9kLmGoGIU0Ou5XAp+KsAzoiFYhIpAfAT7ysPwIP/DCnBg5HF01OppCEZ7TvgiUkgCdCykCSkk4OW98wtjUiOQYCu2JBLDQwrInrgigrSNHjvJNji+dadPo7DyKgI/++lEHPCgCbIoMCmasa7AcM6FMpuphISDrAKOirQiIgAiIQHcQkDKgO6irzG4jwFxsm+OeVAnMOflA7MzEOymtwkRABCqLAB1CnA6mUw5WVmtU22wJcN1ZJtamy5GOTjnhCPcD09Y2bNiQkiXThwi3+wUnrnTomQJlYj6CzMGrTRuLO9Y1hYKdt/TaioAIiIAIiEBXEvhcVxZWzmWZUzNzmFfOdVXd8ifAaI35EmCue9jpx3Hb4SOHNTqbP16lFIGyJoCy79Zbp/oOnFUUU3BJ7yFAhx/fHAhTA0PBh4fJjxcu9P5+MOlnJJ/3AyP84f1COL6Dlj33nJ8CwP3FPmFmccA7hmPeOyxPjI8Mi5fOR47VQVsREAEREAERKDWBXm8ZwGgA8zmsgxg6vys1fOXf9QSYs8l8TxxDmlM0rr/N6ZSZdtdfE5UoAl1FgFFYW36QDlrciWZX1UPldA+BUBEQrwFOJK0DzzlG/1EO4GCQdwTLaXJsVgGWnncKqwcQB2ee53/p/Mg3QBgHp6M4/rR4V119lfwTGSBtRUAEREAEuo2AHAh2G3oVLAIiIAIiIAIiIAL5E0C5IAeC+fMrRko5ECwGxfLMg9+XHCxmvjZiVPl8er1lQOZLqLMiIAIiIAIiIAIiIAIiIAIiIAIi0PMISBnQ866pWiQCIiACIiACIiACIiACIiACIiACGQlIGZARj06KgAiIgAiIgAiIgAiIgAiIgAiIQM8jIGVAz7umapEIiIAIiIAIiIAIiIAIiIAIiIAIZCSgpQUz4tFJERABERABERABEShfAjiwk4iACIiACIhAPgSkDMiHmtKIgAiIgAiIgAiIQBkQ0GoCxbkIlbwqQHEIKBcREIHeSKBipwns37/fzZg+3Z0+fbrsr9ur69f7urL8Bn8NDfVlX2fWY6696y5fb6ss9d62dasdaisCIiACIiACIiACIiACIiACIlChBCpSGfDCC6vcvHlzXW1trTv33HM9elMO0NmuqrrU0QHPJLt27fKd3UxxinGOui55eolbvmKF2717r/vGlWNcU9NSt6iurhjZlyQP6lZf/5jb8NqrKfnfdtu33KOPPepok0QEREAEREAEREAEREAEREAERKByCVScMoBOfktLi3vppbVu7Lhxnvwnn3zipk+f5gYMGOAOHTripk2b5ubOq3V0+JMEa4K6uoXu5088kXS6aGHUa9GiOjd+/HivtEBxsfipp9zAgV9wQ88fmracYlgO0MZ8O+31DQ1u3bpXOtRv2LBhnjv88827Q6YKEAEREAEREAEREAEREAEREAER6HICFaUMoHP9wIMPuPvuvS+yCIBYS8uv3LFjf3czZszwACdOvN5vX1yzJhHoj374Q3f39+5OySMxYoGBO99/3+fQr1+/KKfzzjvP7dr1B1dbOzcKC3foZP/xD38Mg/Lap40nT57MKy2J+vTpk5gWhcbSpU1eyaEpA4mIFCgCIiACIiACIiACIiACIiACZU+gopQB98yf74YPGx5ZBBhd6zx/cdAgH2Qd2Z27dlqUaEtn+/wvne9umjw5CivVzomTJ3LKGqsHLAkKFSwL4ib+heYZpsdC4I5vz/RTBsJw7YuACIiACBRGwFuU1dV5/zJMe2PaFmFxYWocfl3MF00may2zFJs48bp4Nv6Y80yvs7xsi1+eUgrtsrLYFmoVZ+0sZZ2LlTfXK+m6Fit/5SMCIiACIiAC2RCoGGUAJv+/f3u7mzlzZjbt8nGOHTuWEpc81r+y3tXVLUoJz+WA0fDwA4yPpbh/Al7yfNhYx5759/bBwwdckvARxNQGhHYmxY9/JPLxFn4A8iFE3fBJgFi5xDOJf0BSTpiHxetse/u0aW7v3j0d2t5ZOp0XAREQARFIJsAzvKZmtnvh12f9srBPGOdMeBcwNQ5hatzK51f59w2OX0Phec+7ZdSoEdH7KDxv+1u3bPHWdXZs21zet5Ymly2Wcps2bcklSca4jz7yiDt8+HDGOOVwkuti3wflUB/VQQREQAREoPcSqBhlwMaNb/irNPqyyzpcrUsuvcSH/WXvXr89deqU31ZfUR3F5UMKPwHM2c9X6DTf84N73KRJk/wH2I4d73k/BXTiww71HXfM9Ofr6xt8UYsW3euP+WhjVD1JUFDYRxFOBokbxufjYdKkG72vATt3/cTr/QcFCgAEE/7mZ5918XKZloDEPyDNoSEfJWH9feRO/lVVVXnfBxs2bOgkpk6LgAiIgAhkQ+Dll9f5aXA843m/8C5AULxyzsSmxl119VU+yPznoAAOR5t/cv/97sRnnVuo8RzHT4y9W2zbFRZ05gTY2pbvFguKUImSbz6lTseghClySl2W8hcBERABERCBzghUjDJg8+bNvvPJSEJcamr+NaVjuuy553wU8yHAgfkJSEofzy/p2DT5CxYsiKYYkBdOCEeMGOk75ekcFibll2sYqyeg3Ah9DeDob9KNN/kpAdl05tetW+tHf+wDko8wG/n58M8f5lolN3DgQLfj3R05p1MCERABERCBjgRGjhwVTYPj/cKKOUmy5ow/nH59z/qj4T2EbN68KUqyurXV8Z4wpUJ0Itjh3ca0silTbvYWabxLsn2X0QHHuozpB+RjlglYy5l1G1sUFOQbDwuqEe1iyWDxsnmvkTcWeqYIwDKO9OGUA+pDHMsXBXqoNAmt/dg3Kzvim28cwsK6WV62NWbxeDAiDKE9cMbHEVJdfbmvU1gXf0L/REAEREAERKCLCFSEMoAXJSMj+AtIEj6aFj+52B0/fty/WD/660euwUx83wAAIABJREFUaWlz9FHFCzj0E8BHi30Y8BETN/NPKuM3v/lPH3xFYG1AAB3qqVOn+nPpHBYm5ZdLGPWj/daJD9OawgMP/51J3759fZSwDeZfobO0Secv/PKF/qPGPoKS4ihMBERABEQgOwJYXIXS58wzmzB7bvP+ss5kGNf2k8zkWWknnfzud79NOYWlGB1W69innAwOeK/SAceCgdV9nmxsdCdOtFshYFGARVwoWMzhayaT4P8H5T55supONlZrvP9RepjMnTvPWzjYdEDagfXejxcu9Mv7ki/KD6ZemGBRR7gJ0ybsffv2O2/74H+7804/BQ8FPJYT1haz5LNrZ/Gw9KMdMGIwAoGBWe5xzHnyog0SERABERABEegOAhWhDDCteiZAmEnyQcCLdePG30aj93RUQz8B5GUmesRl2T8+FEz7n64MLBOQpJd2dfXX/bk3zkxlSJdHvuEf/nf7qP3gQYM7ZEG7+YhBWcBHYiax6QtMVYADH0lMe8hX+vfv75N+fPRovlkonQiIgAiIQBoCe/bs9mfogNoUM5sGlyaJO/i3g+lOdQjnPbBs2bIO4QQw5SDTyLxZk2FxhlIcK7khQ4ZEeZnyOQpwzvXrf9aSIQy3fab88Y7lj2lwSGNjo53Oa2vtY6oh9bTpg7wzw28LLN0QFAXjrrnGjR8/wb9br/z6lf7dii8fxJQEY8a0T+Eg3BTi8OIYBQHXi3ZgsUGenb2ffeb6JwIiIAIiIAJdTKAilAH5djZ50cf9BDDvklGVyTe3ryZw223f8shXr16dFj358OGAJH2IFTK6nrbQ4IStlpBUdhAtq13agtkiDqWQhx96OKt0mSLlumpCprx0TgREQAREoJ3AW2++5TukDzz4YEmQ0DnGpwyKcf4YtUbxYIIiPZ1c9NWL/CmUBljaYcGHwrlYMvT8oT4r3teFdKSnTWt3tBgqKqyOSe9UOu9woSMPG/PHYGkybbleSOgE2L4d3tWUukzodE4EREAERKCbCFSEMsCWDMyVUZKfABvNsFF2XvhIprnvfBiYCWGmuX02spBrPTuLf8EFF/gonXW6qWcm4YPqm9+82n322WfeXBL/A8VQZITzVjOVr3MiIAIiIALZEWCUmRHl5ctX+I6ppersmc2UuHyFznzohNZGw5PyI65NBSDehAnXdGphl5RPurAky4J0cTOFM10ARQfvKfwBMI0wkzD9LS6M8pvfBfuG2L693VKAcJsiYHmjUDAFi22LqSiJ10/HIiACIiACIpAvgYpQBlgn99Pjn2bdTj6kQj8BWSdME9FMFnfseKdDDBtdMN8BHSIUGGAjMJlGafggMcVGuuJwQsgoC6NMxjRd3FzC81XW5FKG4oqACIhAbyGA4pb58nj4t46mtZ2OqSmnLYytLaWbNAIexstmn44r7xTrAKdLg0KZOprzwlmzZ6aY3qdLl0146PugfZR+V+QA0Jz2sc2koKccWOIbiOmAvPuSOvvZ1Mc7Y6xv8D4AKBdfAFhShP4KPj/g8z6r+BSEbPJXHBEQAREQARHoDgIVoQzgQ4CPDfvY6QwUHwehn4AwvnWsrQNvHxLpnBNa2tvPmBoy/zCcZ8h55nXycTZr1lmHRJauGNtbbpni28/oS9y3AXMV6eCn8zodlm/8OhtZCtNkUsAcOHDARx0+PNmxY5iP9kVABERABDonwDsJxe3K51elKAJCh35m+h5ai/EeQJjrHhec6yL2DgjP01G21QDCcCzSbDpdGG77KNx5F6KswE+PKQ7snWrx8t3akohMW0B5TTk2yh5uMynBqR8+guic4/AvU9zO6mn+h8Ky46P9Y8eNjbLBCaFEBERABERABMqdQEUoA4CIo79s5w7eM3++++kjjySyp2NNx33VqlX+vK0SYEvsJSZyzn+IYBJJHZh+YB88dM5xcMSSg/HRdps/uG3rtnTZpoRb+n379/mPLD62GNUg/L577/NxH33s0UghQB1+9vjj/iMnnNdoZvtWri2xZI6TVq583udF3Zubm/3+zl07fVm2soLNb+Tj0dqaUlnnHPW0D7X4OR2LgAiIgAjkRoDOK+8vOq+Msocj4IcOHooys+V0z75jtvpzvKPiHV6e3zyrkfg7lPIoi7/QzJ+OL87+4p3dqALOOUbu8ZzPOwpBeYDS3hwd2lQ8zu37y198PJb9M6HsuOCol3DyZOSdd3W2/hLMWgIHirSZ99u+fft8mymH6XGEp5sSaIoSM/WP1+3f/u3OFF8Adm3wl2AOBKdMmRpZbTzw4AMRG96rxinMl/rwnpeIgAiIgAiIQHcRqBhlwMQznoWtk5oOGM7xGM2wD5J4PDrWra1rHEst8TJnvWaWIWQppM4Ek0jiMspi6wPjeJBlDcOPJl7u5M18T8ScCVVVXZqxCD7iMDvkg425/XTqrR109lmqCBNH+0hkaSTayjrSodAWOumUy4eKOUnko4rRGxw+UZcjR4+45StW+I8XPgZhS1rSYKKKUBfaGv9gMYsE86wclq99ERABERCB3AmgaOa5nSRm1cY53hW8x2w5Xd4JvJt4R4XCiD/Pb57jJnT6CUd4H2KBEJr58/zHaa8tzWfp4lumIyx+6im/pCDvOyzFli5tiqLxzjKfAtQPxTvL/plQDxPeVyyzh9If57acI4w2xpUblia+xbcCCgHeu6xwQPlYE5APQid/8+ZNXnFvaVtafuWVD/gSMEa8C42Pxcu05XqhKECJYdeFMsmPdvBN8i8jRkTvcr4VbFlCHBzbkpGZytA5ERABERABESgVgXPa2traSpV5sfPlIwUJ5+gVuwzllx0BrA0YxcE8VCICIiACIiACPZkACnA6/aY0iLcVZUa2iot42kKOUcS0tr5YSBZKe4bA9Om3+6kovQkI9w9TXyTJBMQnmUsYKkYhjY77lcCnYiwDwMsoBOaOZsreEblCuoIApo1YVNjUha4oU2WIgAiIgAiIQHcQ4J2HIoDpgKHPAPax5kNy8cXTHW1QmSIgAiIgAiKQRKCilAFo3R9+6GEXzsVLapTCSkuAOa1z5szJaf3l0tZIuYuACIiACIhAaQgwBQCLAFtW0EpBSYDfBqZDmM8fO6etCIiACIiACFQCgc9VQiXDOtrcfjwEM1c/dJwXxtN+8QngAOkn99/v8Jgcn5ta/NKUowiIgAiIgAh0PwF89+BbAR9BmHya4IMHvz2hzyA715VbzNslIiACIiACIpAPgYpTBtBIFAI45HmysdGNvuwyaeTzufJ5pPnlihV+CUMpYPKApyQiIAIiIAIVS4D3Xrm++zTnO/1tVQnzddPXXmdEQAREoPQEKlIZABY09c3PPlt6QiohIhBftSA6oR0REAEREAEREAEREAEREAEREIGKIlBRPgMqiqwqKwIiIAIiIAIiIAIiIAIiIAIiIAJlSkDKgDK9MKqWCIiACIiACIiACIiACIiACIiACJSKgJQBpSKrfEVABERABERABERABERABERABESgTAlIGVCmF0bVEgEREAEREAEREAEREAEREAEREIFSEZAyoFRkla8IiIAIiIAIiIAIiIAIiIAIiIAIlCkBKQPK9MKoWiIgAiIgAiIgAiIgAiIgAiIgAiJQKgJSBpSKrPIVAREQAREQAREQAREQAREQAREQgTIlIGVAmV4YVUsEREAEREAEREAEREAEREAEREAESkVAyoBSkVW+IiACIiACIiACIiACIiACIiACIlCmBKQMKNMLo2qJgAiIgAiIgAiIgAiIgAiIgAiIQKkISBlQKrLKVwREQAREQAREQAREQAREQAREQATKlICUAWV6YVQtERABERABERABERABERABERABESgVASkDSkVW+YqACIiACIiACIiACIiACIiACIhAmRKQMqBML4yqJQIiIAIiIAIiIAIiIAIiIAIiIAKlIiBlQKnIKl8REAEREAEREAEREAEREAEREAERKFMCUgaU6YVRtURABERABERABERABERABERABESgVASkDCgVWeUrAiIgAiIgAiIgAiIgAiIgAiIgAmVKQMqAMr0wqpYIiIAIiIAIiIAIiIAIiIAIiIAIlIqAlAGlIqt8RUAEREAEREAEREAEREAEREAERKBMCUgZUKYXRtUSAREQAREQAREQAREQAREQAREQgVIRkDKgVGSVrwiIgAiIgAiIgAiIgAiIgAiIgAiUKQEpA8r0wqhaIiACIiACIiACIiACIiACIiACIlAqAlIGlIqs8hUBERABERABERABERABERABERCBMiUgZUCZXhhVSwREQAREQAREQAREQAREQAREQARKRUDKgFKRVb4iIAIiIAIiIAIiIAIiIAIiIAIiUKYEpAwo0wujaomACIiACIiACIiACIiACIiACIhAqQhIGVAqsspXBERABERABERABERABERABERABMqUgJQBZXphVC0REAEREAEREAEREAEREAEREAERKBUBKQNKRVb5ioAIiIAIiIAIiIAIiIAIiIAIiECZEpAyoEwvjKolAiIgAiIgAiIgAiIgAiIgAiIgAqUiIGVAqcgqXxEQAREQAREQAREQAREQAREQAREoUwJSBpTphVG1REAEREAEREAEREAEREAEREAERKBUBKQMKBVZ5SsCIiACIiACIiACIiACIiACIiACZUpAyoAyvTCqlgiIgAiIgAiIgAiIgAiIgAiIgAiUioCUAaUiq3xFQAREQAREQAREQAREQAREQAREoEwJSBlQphdG1RIBERABERABERABERABERABERCBUhGQMqBUZJWvCIiACIiACIiACIiACIiACIiACJQpASkDyvTCqFoiIAIiIAIiIAIiIAIiIAIiIAIiUCoCUgaUiqzyFQEREAEREAEREAEREAEREAEREIEyJVBRyoDTp0+7F15Y5YYOHRz9Laqrc9u2bvV4OZev7Nq1K8rT8v/kk0/yza5DOvJqbm7qEF6JAdm2pfauuzowNbbhlnivrl9fiShUZxEQAREQAREQAREQAREQARGoSAIVowygA3rrrVNdY2OjW/n8Knfo0BH/N2bMGPfoY4/6Tufhw4fzvghVVVVu06YteafvLOE98+e7EydOdBatIs5n25bmZ591O3a850aMGBm1a9KNN0XXrr6+wYdveO1VN3derUOxIxEBERABERABERABERABERABESg9gYpRBrS0/Mrt3bvHLViwwI0dNy4ic9Pkye6ll9amdDijkznunHvuuTmmyC56Q0O9+/3b27OLXOaxcm3Leeed50ZXjU5s1R13zHRNS5ujcy/8elVk5REFakcEREAEREAEREAEREAEREAERKDoBCpGGbBmzRrf+KTRfzrxDQ2PFx1OMTJktLupaWkxsur2PPJtS7/+/dLWfdw116Sc271nd8qxDkRABERABERABERABERABERABIpPoGKUAceO/d23no510tx7zPyHDBkSEYrPV2dEGwnnqrOfyc8APgpIZ2nYJywbYVrDjOnTHaPdJtTd8rIwtsyXj9c3Xi/iWFq2Eyde57PA1wH7hO3fvz/KFj8KlB+mCfctvSWIxw8Z59IWy09bERABERABERABERABERABERCB8iVQMcoA5pqb1Nc/5qqqLu3Qkcfs3IT56t+4cowdRlt8DQwc+IXoONPOL1escN/97vf8vHfS0JnHb0E2CgHM41e3trqw3nPnzovmy1u5jLYzX/4HCxb4c3d8u70NixbVpSg9mA5hc+wtLYqAUydPumPHjvmgd9/d4bcoEmbNnumnJpCGNlu+RGAe/8aNv7VsPEfif3r8U7d7915fDoxRJiDZtiXKMIedrVtS/TRce227kiOHLBRVBERABERABERABERABERABEQgRwIVowygsxx24rEUoMPMaHd8FN0YDBgwwHZTtgMHDkw5Tndw9/e/75iCQGd4zpw5Php+C15+eV26JDmFMxpvlgMfHz3q0+IQ0WTZsmW267f9+p41tzcFAP4T8KOAXHFFtVdUwMXEFCQ33HCDBbl169ZG+ygULH5NTY1vr6XBz0Epvfxz3VCEIDgZXLfuFTds2LCobtoRAREQAREQAREQAREQAREQAREoDYHPlSbb4udKJ7G1dY37yf33d3DGR2e2paXFLV3aVLLO5JDBZ6cgrH9lvbMOcyEtPXL0SJT89ddfT3GMyAmbGhFFCnY4h5ICoS5WH1tmkfDQi3+fvn2j1B/86YNo/8UzvhgIGDlyVBRuO9u3b3dYJRRLWDkABU4oWC3cPm2aY6qHRAREQAREQAREIHsC8Xdq9il7R0zxyXydxUd8MhPo/GymewjrZEl5E6gYZQAYUQhges9o9ZKnl/jVBQwvI/bz5s31KwuUYlWALw4aZEV1UEZEJ3LcGT9+gu+wU/dw5D7bbEwZkG18i9e/f3/bdTt37Yz2p0y5Odq3nfC8hRWyZdoEUzhMsA5AmYOFBNM6Fj/1VKTksDjaioAIiIAIiIAIJBNobX0x+YRCRUAERKAbCUyffns3lq6isyVQEdMEcGAXTgVgpJo57yufX5Uy+l1ME/5sARYSj8487TCtGU4EV60663AwU97hqH8Yb/Rll0WHNpWAAHwLmIRTEWBmwjJ/1CX8C30LWLxibrFosLYwLeHhhx4qZvbKSwREQAREQAREQAREQAREQAREIIFARSgDqPdbb77VofrMl6ezGjrpC5ceDEfAOyTOMcDm9JPMHBOioMA0JukPBUY2wgoAKAFw4Dfn//wfN3PmWSeI2aSPx8Eqgk49wlQCU6KsXr3ah2GSH5r9h34YTpw8Ec+uS47Hjx8flcM0gmzZRYm0IwIiIAIiIAIiIAIiIAIiIAIikBOBilEG0EnE2V2S/PyJJ6LgcHnBTOvbRwmy3Ak7ymPHjfWpGNUOR9HD/WxM+FEETJhwjaNtrDRQrDnzdPZxxseIOyb4KCs++utH7asENDSktHj4sOHR8Yd//jDa78qdE591jxKiK9uoskRABERABERABERABERABESgnAhUjDIAaHV1CxNHjU+dOuWZMsrNPHyTfv3Oet+3DifLAobm8xY3aRuOUJ8MzOynTJmaFD0xLJN1AksXmlj9cNhXqFDvnz3+uHeoaAoKLCjMyWCYf2iJwLz9sM3EM8sC9jO1Jcwzvm9ti4dzTHm2ogLHWHlko0hJykthIiACIiACIpANgebmJm+Vx/K+6SS0/ps48ToXOui1NGbdZxaC6fIjLcv1Ei9dXpantiIgAiIgAiLQVQQqShnA/PZJk25M6aDyIr5n/nzPa/nyFSkdyerqr0cczRHeM888HYWxE3byU04455Y995wPogxb5g8T/Fw6qxd99aIo24N/O9je+X2h3S/AgQMHonN0iKuqLnVhfE6ivDAJrRNQaITnLA5b5t0z/z4bR4pYEdi0B9LC0hQCfAjdcsuUKOuwbvG2RJFiO+Rl7DmFhYLVm4+jmprZUQosGR548MHoWDsiIAIiIAIiUGwCTM3btnWbt8pLl3dDQ71j5aAdO97zFoBMZ2M6X7jcLu+36dOnuauuvsrH2bRpi3/f0ekPBatG0k6+ebKPd9+99/njdNaOYVrti4AIiIAIiEApCVSMMgAzeka5Fz+52GHOblp4zOwx2+clHDez59jmz6NI4AU9ceL1buDAgRHT+vrHHC99EzqkOCbEzP748eO+HMqovqLah4Xz7S1Npi2j8dQdYTrA5s2bohH6nz7yiLM5+8zl37DhNX/O4pNm5crnfeecDxBM/k3wBzBq1IjEqROUg1RXXx5xMl4oHMLRfuKxQkN9ffv0AZQIpGPUBEVAqFDI1BarV7jlg4u8QieF7FNv6sPHkVfw3HiTLx/rhVwULWFZ2hcBERABERCBbAiwos3ywDIvnoYBgKampa62tjZ6J9XVLfKKc1YyMlnyi184ptqZ1R0rHtHR5z0avmex1MPqzeLh74h3PuESERABERABEehOAue0tbW1dWcFVHbxCWCCGHbAk0pYtOheV1s7N+mUwkRABERABESgRxPAQg3FNJ3y+pgvHTryKN8ZZKCDb2LhDBYw2IBy/fqJ13dITzgDCCgdGP1n2V4U7qYMID8U/HPn1fpBhvhAhpWXzRbFupYWzIaU4oiACHQ1AZYWZCC3NwvP6HJnUDGWAb35Rsq17S0tz0fL9aVLu3bt2nSnFC4CIiACIiACvZaATR80f0QGYvCgwX53z57dfrobFnqfffaZnY62WAvseHdHFJcdS2uRvjhoUMp5C9dWBERABERABLqSgJQBXUm7C8piDiN+FUZXjfaaKHMgaFtGNBDOS0RABERABERABFIJ9O3b1wfQ6Q/FlAP9+vbzU+iY5med/jDep8c/jaYjmmLBOv8Wr0+fPn7Xzlu4tiIgAiIgAiLQlQSkDOhK2l1QFsoARitwTsi8x7js2PGO91PwnTvvjJ/SsQiIgAiIgAj0egL4y8F/UGNjY7SCAO/WDRs2eDbWsV+wYIF/3+Ifx4SpBEzTu/DLF1qQtiIgAiIgAiJQtgQ+V7Y1U8XyIsDcQxwgvv3O2w7Hh6HwcVNTU+MdFcpRX0hG+yIgAiIgAiLQTgDHuUuXNrknGxu9o1tCmfOPU2FW37E5/uYDAP8CzAvFSeDFX7vYZzJjxgy/NSsDsypoL8G5j48eTTlv4dqKgAiIgAiIQFcSkDKgK2l3UVl4KuYP78cSERABERABERCB3AjgOBAHgCYshcsqASjbQ0EhYEoBwlm1CIUB72Bk5MhRfkvn35QIBBw52u5Uy877SPonAiIgAiIgAl1MQNMEuhi4ihMBERABERABEagcAky5e/SxRx2r8FgnP6n2LFOMv4DFTz0VnUYBgHLAphjYibfefCvFysDCtRUBERABERCBriQgZUBX0lZZIiACIiACIiAC3U7AzPaTVgOwyqEEoIPPlDum2KVbjhc/AVgEHPzbQcdqPvFpeD9euNBteO3VyP8AywpyTLhEBERABERABLqTgJQB3UlfZYuACIiACIiACHQpgebmJlddfbkvk0458/1Dh7tMCSAMJUC/fv3cjh3vpUwFsMqiACAeo/yTb57spxXEFQHENV8+WBcQf9WqVX66QThtwPLUVgREQAREQAS6ksA5bW1tbV1ZoMoSAREQAREQAREQAREonADKhdbWFwvPSDmIgAiIQJEJTJ9+u1/mvMjZVlR2PKNZ3r2cRZYB5Xx1VDcREAEREAEREAEREAEREAEREAERKAGBXq0MWFTXvhwQJoGS7AjAChNLNF3dzY15mnYNT58+nV0DyjwWbFmzGvPTUMqJe1ivUu9zXeHR3fdaNu1kHrCZDfP7YK5xIcK65twPEyde57dhXt1979vvrhKuS8hN+yIgAiIgAiIgAiIgAmcJVMTSgnx4vvDr1OV8zjbB+bV9r7r6qsQ5fWE87RdGYNeuXdGay4XlVHhq3xlaVFd4RmWUQ3if433ahLmss2bPtMNes6Xd06dPcwsWLIg8eBP2k/vv90t8DRz4BffwQw+7myZPTsuEe3bZc8+lLBGWNnIBJ7gfW1pa3EsvrfW5/Nudd7qmpqXuxGcnXH1DQ145T5p0ozt27O9n0k6N8uiJ937UOO2IgAiIgAiIgAiIgAh0GYGKsAzgY5r5FtZBYp1fjvlrWtrsjh8/7hYtqvMjiLmQs3wzLRWUS349PS7OjsLr0J3tZV1n6kKHsKcI9+O6da90aA7rXdPWSTfe1OFcJQQwuk8HNhdhVBxFwPLlKyIln4UNGDDA85g2bZqbO6/W0eFPEsqtq1vofv7EE0mnixZGvXj+jB8/3p177rn+j6XFuDeHnj8073J27fqDq6/vqEgoh3tfz868L6sSioAIiIAIiIAIiEDZEKgIywCjdcmll/gRQTtmy6jg6Msuc4yi4RXYm1nXzg2jaF8EKoZAnz590ta1f//+ac+V84kf/fCH7uKvXZxTFe+ZP9/NmTPHe+G2hC0tv/Ij5TNmzPBBEyde70ffX1yzJiWexafcu793t++cW1gptjvff99ni9dxEzyK05mXiIAIiECpCeCkSyICIiAC5UiAaZOlFgbMJPkTqChlQPixHTaZD29GCTHLXbZsWdq1gMM02hcBESg9AebNo6TLRRmAQm/f/n1u+YoVKRX84x/+6I+/OGiQ35riZOeunSnxOMAS4fwvnZ9xCkGHRHkGnDh5Is+USiYCIiAChRPQagKFM1QOIiAClUlAytDCr1tFTBPIpplDhgzx0Zhji3lw3OEanQO0UzjjSjpvZVi6qqpLfYcCE2AcmJGWPzN3jocnOQtjfnOYNkwfL49zlB3W08q0LXUyoQ0WztbqZefjW5ybkZ641In60+mKS9wJGnFpRzqhzuY0jfw5ThLKCusLL9qQJOQRciN/6lUsidclzo7zlG9O/ML4hIdCXe08++H1C9tXqjZRHixhy3WinKTrEYYTNx1P8uM3YtcKPwahcN6cx9G+MD7lcl8hnIMVCjqkvv4xn2d4D/sTCf9Q6KHcw+Q+Gzl27FhKNKYNrH9lvaurW5QSnstBNteLtsOJKQKItdGuRabysnk2ZEqfyznK4h6FPXXm2ts1trAwv/g1tt+i3fuwCe95S0u6Yt2LYR3hSX3j92ymetIuu4fZhvcd92Z4jnwkIiACIiACIiACItAbCfQYZcDhw4f99WOeLma7OFzj4xxZvXq1Gz9+glu06F63d+8e32EJz9uF56PZwlEqfPjnD926dWu987EdO95zI0aM9B/+fAgv+cUv/Fxkm8tNpyf8qKRTxJxnhDi7d+/1Pg/oOFg8PqqtvKR6btq0JZonjr+E0OyYjhJ5IvhNYB5xOqGcBx58wLW2rvF1+cGCBa6mZrY7dPBQShLfrqeXuJ8+8oiPx/x1RnUnTLgmUSHw+uuvuyNHj7jVra2OuiL3/OCelDz58KaT+MGfPvD1hQXzoOF1661TOygEYEMekyZN8nWAO3PEmRtu3FIKyPHA6mLXhHn4XBNT5tDh4b71PTtpAAAgAElEQVSh3Z8e/9SHT5ky1ddl7tx50VQUiu3s+lnHuFRtIl/qbh3u3/zmP92pU6f89cCvBvcwLLmuu/fs9uF2H8OT+z0UGNCJbml5Pmovjjthhlh55szzmWeedoMHDXYbN/7W34O/f3u7w7wf4f5sfvbZaM47vz2Yh/ewjxj7R4ePel/0lYtiZ5xjmhDyl73t9z1tRaqvqPZb/nG/4SeAOfv5SrbXy+bu27x+ayPtxM9DOsnm2ZAuba7hXGN+v9zTcOX6YsnANeNeGDhwoL+HaDPCveKfUWcctnKN8bnA7+Sjv37k75nwmWX1sXujGPci9wD3Z01Njb9neLag8Anv2c7qyX1mPjYKeXZa+7QVAREQAREQAREQgZ5IoEcoA+gAbN682V+f6yde7z2P80FuDgcxUWYqQW3tXP9xaQ7Z7LxdWAu3j8iLvnpRNOWA9DgIQ+hE40DLRi5tDvNbb75lWXklAh/frHKAEHfmzPYOO0oGBMeFndWTD3EUHJhN085QXn55nW9jJm/qxH/7nbd9h8k6KGzvu/e+MCvfsaXDQLjFw2EgHWDk46NHU+JzAB9TQpCGThltppNs8ugjj/i60zE0XqShA4VihnndJnRc6IjgPd7aBHcYmCImnbM4yyPTlg4EHXzqglCfBx580O/TiaF8ztGRNmF0mTogzFFHtm3d5rfZXL9Stsk6o+ZEkfoZN+oGM65H3759U+7jqVPbPdO/++4O3472Nm31SgUUQdZe2k4edPLp7FGeKaBIc9tt34q8/FMu9SBu/D6NCsli58P/bv9t2FSAMElNzb/6MjZs2OCDWSUAsd8f++YnwNrgI+Twr5TXy6qBgrGzZ4PFLXTL75JnjD3Txo4bG/1mYdTQ8LgvorGx0W95RobX+MqvX+l/J/wuUCBYfvFnZzHvxVWr2n9/V5xR8lAmliKI3bOd1ZO4xXh2+kL1TwREQAREQAREQAR6KIGKVAbQuTXh451lvOhY0nG57/777VS0HTVyVLQf7lxwwQXhYbSfzlGbTUWIIsZ2WNXAhA4YYh+07NscZ4sT3ybVkw4rjtToPND5D4VRvsk3p19WzeKyvBkj3aGZLZ3Ffv3POjzDeoLOHOGh0CGkMxEPJw6jwqEYN6wFEEZAGUVGQROXW26Z0t6xe+3VaISakW0kZMYxDKwDi7O4fAXzc1PoWB50iKwzbR0NO/f5AZ+3Xb+164diJkmSrl+p2xTWw+pnYaOrRttu4vbkyZNRONef3w8dr1AsD1NghefSdbjNIiKMm+2+KfWGDx/eIQnlLX5ysV89BDNvRqqxirF7E4VF6CeAZwNWDcRNMjPvUIBzriuuVz7PhqS65hJmv00r29Ki8DOlUajEs/M4Z02SdM9Oi1vIvUje8Xsxnb8YKy+pnsV4dlr+2oqACIiACIiACIhATyRQkcoARnFtzicmsHTOMNFljW8+AMtBbKSMzhUjpYxKx03os60nZuoI65ib0NGh3XSqO5MbbrjBR8HMls6RmQSHc6p3BKPEneWX7Xnzsp60vBrXycy7rRNuHcGkTmZ19dd9sW9sfCPb4lPi0UFFoRLeO3YPEY6EneOUxAUclLJNBVSrQ1I61ijUjIltbUrAgQMHOqQpRUB8/n+8DDr+TEtBQcVItVlCxP0E8JsLp+mgBOL+T+rwhmV0xfUq5rMhrHu++6YgMyVevvkUKx1WV1xbhOcc01dsyleuZRT67My1PMUvfwI8G8y3Bc+5JL8Z1gqeF6FCMd3zI8wv7mfF8grjUC7HEhEQAREQARHobgIVqQzAjJvOgP0xPxSz0XJRBNhF5aODD4NRo0b4oIcfethO5bSlc3zHt2f6zpqN7v/ud7/1I+7ZtJkOFCOoZsaNKT4fOHxoI9TTOsQ5VayTyIePtPtxOHEi2du6jVZaHeiMIjYXPMw+PtIYnstmnzYi4bxuu39syz1UTKHMUrapmHWlE47pt7GIb+mAl1ryvQ9JF/cTgBUN97RZzjClAcECIp105fWirGI8G9K1JZfwzkbdc8mrWHF5NuG/Y968uQ6LLH63+Uihz858ylSa8ibAVCJ8ktgzDqU078R45xwFI/4xeIYQlyl0HMenqnGfstIJ02uI99lnn/l7N6RgcfDTQRy2pEmnOAjTal8EREAEREAESkmgIpUBpQRSrLz5mP3mN6/2HwZ8JNDRLKRDa6P7Np927dq1zsKyqTMjqChNmKtvSgFGTumUoFAgjM5T/EMnm7zTxTGT5IN/O5guig/v17dfVAcCMpmZ4/CsEMGRYVeJcaW8UrapWO1JN/2hWPl3lk/Iq7O44fkkPwE2rcGmspi1SSYLmLD8Ul6vYj8bQhb57Juyjt9hOQiWS1h8MeUDCwEsKQoRe07m++wspGylLS8CvN/wMWIWRdQOfxhMS1kTm4L2s8cf97427P5DqY5SnnATLAWYgvfjhQujwQgc9BJmVgS8YzlGqWDPIbb470haFtXy1lYEREAEREAEuoKAlAElosyIFp1rHNTRyShU+BBh5BYHbTaCQVg2YvGJy4eNedqmfuaHwEz2zSlbPF+bWhAPz3Rsc//pgPFBFBdGUFBCjLvmGn/KfAvs2PFOPGpkLWC+AzpE6CSA6RqUxUdZOoVHPm3spNjIX0Ip2tRZ2bmcN+eP6RikC8+ljGzimrInyTokKT31Cv0EJMXJJayU96DVo9jPBss3360p65Lm3eebZ77pUMIwSkvnLJzGlG9+pCvk2VlIuUpbfgTwkZH03sQ/jD17qDXvCN615gDYWjJmTPs72N4h5muHfE1413D/mhUS73/e3TjpDBUEOKKNO/K1PLQVAREQAREQga4iUFHKABvByraj0FUQk8qxuc+FWAPE8zWTZ+a959IpxoFgvDNnHzk2GmjHdJbjpotMTbClG+N1ynTMRxFezFE6rFz5fIeoKAlwjmjKktvPeAzH0V9cebBnz27fmZ81a3aHfAjI5p6gLGTKlJs78EBhYqPIiQXkGZhvm1j1IJ1k09Z0adOFm0d+OmJc/5A/178U/hSS6mLz1zONzFs64uBEM6nTyEoXiLGy/IYP6+iY0PJjm+/1CvPobD+fZ4M9+5LytjYmnYuHxa8jVgr85hnxtFHLeJquPLb7Lu68s9A65PvsLLRcpa8MAlhFsZSlCe8bJP5OsFVO7DzvsKRnyoVfvtCFVkgsdYqygWkGTBlglR1WbklSTFgdtBUBERABERCBriBQMcoAPhKZY4ds3769UzbEtw5VkmMszpuJXrg6QRge7wDb0oFxZ2qWPx8U1umwkXbrBDMi0Nzc7OtNuXyE08nqrJ5hQxnVZ8QBufba68JTne7TyQsVArSFvGxUnrxt+TGcxpkDObZLnl7ivvvd7/kywvqydn0oxsVMtDmHZQTl4AAsLJ8PIj6iws49oyvMDUZ5gOm3sYQdoyosOWiKA/JmdIa4iDkr9Adp/lGWLYkGj7CNjI7ah5m1i/uH9prY+vaUyfVDQh52H1h8trm2yZwp0mG09ls5dr/a8nuEhwysfvH48fvYpkrYEonEp+10CBGuP34ujA/X365TyHnfvrOrKoR1tTaQlymbrKzQSsUXFvvHXF7EPrZjp1MO75k/339QpwSeObDVKsw03FYJsOU9k9IQluv1Io09F6yN6fK28GyfDWHe9uyzPMLrHl4TO59uy+/Q/I5w7z7Z2Oh/n+EqLOF1DfctT9LZvRg+O8M65XsvmgUPo7I2ispzAwUhwr3MMb+/sG7hvtUz3Bby7Azz0X7PI8B9Rkede8TElGbW+bdwU+5znt8B74KklTXwh8M54iAo2pjyYtZp9vuxfLUVAREQAREQge4icE5bW1tbdxWebbmMVJpX8zAN89/DF7id4+WOBj4umzZt8UunJZ3nJc2yZUnp1q17xY8mx/PDkSErBFiH1M5Tr/HjJzg6K3zUkjcdWToo+BEgPnEYdUgqz+pp+YVbViWg05GLQzc6YDhQ++WKFRFHOn50AMLONeXwoU1H2YTOuTnWy4UbbWY6AsIH0TPPPO09+Sfla2G2pbNCJw52CEoKRq6ts04YHOIexmkTnsg7E3hgXYHYtbH7CMeKVq7lw7ViBDopPGRl8ZOuXzZtSld20n1CvbF0iDNA2cEoaFK90t3HYX25/ihe7J6eO3eeVwRxn6RjzmoR8XqE1wLFD6PP1I3RMDp8mQTv3pjrZ7qWPBMY/bfrlpQfHUY6u5QNLxx4hnOFk9JYWDbXK/5bsbThvW9h4RbFSWfPBp4V5ng0TMu1wnloJt5hfNu3Zyi/Z5RBMEHiz4Gkaxy2J90zoJj34sdHj0bPVe6Z2tpaX1eelSgWMa1GYRdnENbT2h1u83l2hum13zMJsOxoQ8PjXhFoLbTfQfhs5BzPFPxZ8DtCQcpvNHzWWXr7veEviGcn70CWQMa3AIpOns/cr62tazp9Hlqe6bYobVtbX0x3WuEiIAIi0KMJTJ9+u3fMWq6N5BmN49hylopQBpQzwK6uGx2rSZMmZd2p6er6qTwRKJQAH+KMBP/Xf73ZQVlVaN69Nb11TtIpUHsDFz07e8NVzq2N/C5wMBkqmsnBFH0oUEN/AKYMs98RikssfXBCGAqKXSwFTSHOvYdYPPJhIAGLBFtGM0yfy76UAbnQUlwREIGeRkDKgMKvaMVMEyi8qZWfAyOKzEPMdnSz8lusFvRGAliiMIUEaxKJCBSDgJ6dxaDYs/JA6Yh1UVwRQCtHjhzlG4uVSig2FczOowj46K8fhVH8PooAmw6ENQGWOBd/7eIoHmViLcjSs5yXiIAIiIAIiEB3EZAyoLvI51Huww895E3D80iqJCJQUQRwuMVSX4zQSUSgUAJ6dhZKsGelRxHA0rfhNCM65YQjWAMwRWXDhg0pDcc/COFmLcD0NTr0+MswMd8Z5pTVpuLFnYCaQsHOW3ptRUAEREAERKArCUgZ0JW0cyyLjwpz4saWEQhz5JZjVoouAhVFAIdbzKdtaWmRQqAIV86ce8adSRYh67LMQs/OsrwsZVEpOvz4m2Defvh+xRfAqDMWAVSU+f2M6GPSj+BHhGPCTRjhx6eNLcmLbwD2CTOLA55lHOOnhjwQi4e/gXJYxcPao60IiIAIiEDvIyBlQBlfcz4ScDKE8NHw0ktrNYe6jK+XqlZcAjga5J5ndQr7IC9uCT0/Nywr6PCY80s6JMxz7umiZ2dPv8L5tc8UAUmpeddaB57zjP7jJPjRxx71vyGc2nJsVgGWB34AWD2A3xkOBc//0vmRb4AwDs5Y586rjeKxnG8mJ6mWVlsREAEREAERKCUBORAsJV3lLQIiIAIiIAIiIAIlIoASQqsJlAiushUBESh7AnIgWPglkmVA4QyVgwiIgAiIgAiIgAiIgAiIgAiIgAhUFAEpAyrqcqmyIiACIiACIiACIiACIiACIiACIlA4AU0TKJyhchABERABERABERCBLifANAGJCIiACIhA+RI4dOhI+VbOOfe5sq6dKicCIiACIiACIiACIpCWgHwGpEWjEyIgAiLQrQTwaVDuomkC5X6FVD8REAEREAEREAEREAEREAEREAERKDIBKQOKDFTZiYAIiIAIiIAIiIAIiIAIiIAIiEC5E+h1yoBPPvnEsdbwxInX+W13XqByqktXcIB77V13uRnTp2dV3P79+/2azPH4rJ2+qK7Onzt9+nSneb26fr1raKj38cmzu4R68ycRAREQAREQAREQAREQAREQgf+/vbMNuqMo8/dYtR9JAlb2AwuBVQqELKIEJbqoQFCgCGCCK6EkkK1F/JuAvBhXEohQsEDCrrwIJKEEtgxEi+BqIhgLorwpLD4o0XXZEKBc5E0/bIoQ4Hv+dXXyG+6nM+ecOec55zznJL+uep6Z09Nzd/fVPT3dd9/dM94E9rg9A2bOPKXYsuX/dnKfPa78ByktvQaBEmD9z36aovn7Tx7TcXRJEbB4Ue37UQQsuGB+7fC9DPj5z88q/vkb3yie/NWTxco77uhlVJZtAiZgAiZgAiZgAiZgAiZgAk0J7HGWARs3/q5YvPjyplD6dZG0LF26rF/RjWs8DH7vvae9WfGDDz64YAfO+9asKdN+9tlzk9/kyX9d+jU7OfW009oK30zWWK/ttddepRIA5YidCZiACZiACZiACZiACZiACYwXgT1OGTBeoB3v+BI45OBDxjcBIXYUI3/83z+O+zKVkCSfmoAJmIAJmIAJmIAJmIAJ7GEErAzYwwrc2R0MAvPmzSuWLr2+GM89DAaDhFNhAiYQCbCXjPZE4RvynOOXO9oOLIwIw1+z/UjYW4Xr7JVT5bg+bdqRpSzJzPdrqbp3LH7kS3FxZG+XsTjlcywy+nUv5VFVrv2K3/GYgAmYgAmYAASGRhnAS14dHzotrAXnZZoPpginzeLUyWjWSeJlLLmEbxT2iccfHxWOThJpaOTYLE/xq5ND2sbq8g5gO2kmnzmvmJ48zY1YxHt03i537ovlRNpy1+6Gg7o/L6uqcqLcka+NJLlHneGNGzdKVNmBVlnSMY+O+8SN8xg38vhd5VjuwFKHH/3oP6ou288ETGAPJEA7Om/eucX3f/DekirO8YvvD9qvOXPOTIRYSsUSrMWLF+1ibUR7Tzs7deqh6XojpI8/9ljYS+e9UHPnzn3vRw/O9t133+KRRx7rmuTrrr22eO2117omr1eCKBfKy84ETMAETMAExpvA0CgDvnzeecXee++d1n+z1v65/3lul5cpHaQzztixKSAdJP5mnnJqCpcP4gD/h//6Q7Fq1ffSOu5NmzYXbGzHCzoOBgnHoPjSr19azJw5M8kcGflNsc8++6SN6fIBMx02FAXIRiZpYF+AFSuWp7TFDl27hZ93AGOa83QwAD7n3LklM9KBO+GE40slBYNYOaWZcMgVtzozNe1yf3Prm6mDOm/ePyY+Z39pbtpcMOaB8mLmXJsOKp2tjgy+yfcRHzmiLKvVq1cXL770YnkrZTB9+seT/M2bn09l9c477xQ333RzCvP885vSkbw/+MCDxapV9yRZCxZckDrpmi2jnhAX6cQ99NBDxetvvJ7qE3UER71pVObTj55e3H///Smc/5mACZjAT36yrrji8ivKtkubrdJOcU2O9xYb4X7q059KXsced1w60hbRHst9a8mSYttb2/Sz4XH9+vXFunUPpHh5B+iPPVd67dhLpRuOd0ZUonRDZi9k8N6QIqcX8i3TBEzABEzABNohMBTKADo3//n0U8UXz9wxE0IGFy1anAbvMbOXXnJJ8f593p+uyf/rCxcWhx56WPHyyy/LqzyiXEAOjg7Jaafv6PiMjPy6DCMN/sKFCwt1jJjN+LdvfzvJzZUHzEww8GRduDo5zAKjEKBDx27ynbp169aO6gAiXzM3z/33c6PE3nrbren3RRdfXPqTZmaj6WDS2Zs/f0G6hlKAAbp2uEfulVddla6hxGhmTUCgdrlzD9zhiFO5MvCWW7psWdsbDjLoZvCNckF5I45/ufbaUbNe5I/8ayPJrVu3prKlQ40/5YVSgbxzr9JJmqlL1EUUF9OmTUvh1WE//MOHp3vJA/cw2KfD/uxvf6tsjToe+LcHpuu58mlUIP8wARPYYwgcdtjUQgN72pD586u/hCIl4qSJk0o2tE24Rx99pPRj81XaUrVR5YVwQvuO0nXWrNOTopi2rW6bxAAcqyksrJAjBTPKaFlTceQdjtzcLySjPI0WY1FBXAbITpCNglaKANpt4omKbNJDGMWPJVpUmkTrQM55l8hP1l34xbRJlo5iloeDEX448gNnfdEIpTT3x7Rk2fNPEzABEzABE+gpgaFQBuhFeud3v1u+VKGiwTvnvIgZpEU//NmRfsOGn4/akV5EDzjwAJ2OOr76yqvlb5lxH3309NKPEwaUs2fvsEL44c7Z3dTh+cHq4qQTTxoVlh98Vo6BOJ2uVoPrXW7e6TFx4sR0FtMyYcKEyuBbtmxJ/vE6aZ48eXLiFNNw5513FjNmzBglh46odux/5pmRUdfij064o7CJTmmMs/dc/5v99ovBWp7fe+89qZMl5YJuoA4oL/KLx2OPOzb+TOf33XdfGvhzb3RHTTsq/cyVL3juv9/+MWiyysADa4EqN2XKlOQtS4SqMPYzARPYcwigYIxuws42Hz+1+7TdGkzGsDqvMpPHkq2R+8Uvfj7qEgpuBqwa2I+6GH4wsGUAjhXUj3+8trjpxhuLbdt2WCGgOJeyVbegZEVR28z9/ne/L7AYQyZtNmlppRDgXRW/OIMFF0pdKfrJB5+X/eZllyWrN72HWXohhyI8viNYNiGri6d//XQKhnUiigas5pLSeGdepFxX2Skcyx/IB4w0CaCJAcXLdWSRBzsTMAETMAETGA8CQ6EMYEDGC5eBNGsf0c4z8ObFqsFarwZUjz76aCqXqpf19OmfSNce3vBwOmoGuErJwECcmWJcs8F1CtDgH/ml40CeUZDQyWEmvMpp9/wXX3zPPJ5wUhKQHhwc6VhqNkWzHBzV4Xz77berokh+veLeMMImF9auXZuuVpWVeDS5fdQldvvHkiPy4FyzT1WWJqMEtPGjqvPexu0OagImsJsSUPvKAFTvOpY0NXOv/OmVZpdHXeM9gjK4yrHkoNlAXApRLNZ4n2B5JgUn8qS8jrIn7f2eJUP01/lHj/xoGhjThkupfuONN+pyR0flb8OGh1M69R6mfddEA4JRlOPoZxx3/PHFjBknJAXBJz/xyaTAZ7IBJyXBMccck37jL6sAePGb/grlRT6w2BjLJECKxP9MwARMwARMoEcEhkIZQN7vuvvupJHnnIEr5nVx5qLZgLVTdnQU6DDgqjpgmtGW/Nde37FxkWZH5K8jyxLG6kgTZocoRXDXXH1Npcibb7kldUL+9YYbShNEOioM8Jk50YBZnSFmcVA0VP3J5L4qol5wr4qnjp8UHXm51Lk3D4MszfhUMYkzUfm97f6us6a3XZkObwImMPwEnvzVk2lAqmVb3c4Rg3j24FEbx3I2FA9ycemW/HRkWRQOpQEm+FLQ6/pYj1Kq886Klmztyj1z5/LCqKiQjKr3OoN3uPCOhI2WbeieZkfKC4dCQIpk9SE6nQRoFp+vmYAJmIAJmMBYCQyNMoCXM6Z8mN6ps0InRAoBzULoZTxWMNxPnDIdpKPTyGlGQWloNTMT13k2klnlT4foM5/5dPHWW28lc0cG6Y0GvnRk2IgKp3WJq1atSnsXyHwyxsGGh5045bmb3DtJR7ynqoMXr9c9z5ct1L2v3XCtZsvalefwJmACw08A5S0zynfddXepvCVXjdp85Zi9SDp1WJ/xnkUpgNNseJU8wmopAOHYnFbr66vCt+und0u79+Xhed+h7OC9yz4AWH01cwd98KBdLjPLj3IYJ4uIp57aYSmAv5YISDYKBSlYdISXnQmYgAmYgAkMGoGhUAYwCJa5Ii9lOit8SgknE0A2XsLReZLJXvLY+Y9OSrMBfQwbz2WqGDcV1HUNOrV3gNZ0jjwzMsr8UOEZxKNcwASxE3fBBQvSzD6zRCgqmjkYXHf9dWktpToj7J2Qd0jgqTWUVdyIQ+yr4usV96q4WvlJKaPlGq3CN7uuzf8a5b2RfzOZja5VzVg1Cmt/EzCB3Z8A7zzWy7PDvwaayrXabP3WUZZR3WhPeE8wyNUAWHHkRxTSpFGbF/J1FVmb5WHb/R2XT+2Ypd9YzrZr1p1jq/c6LNngkH0DeHdWDfbrpC1txrh0WVoqpiVjKE2ilZj2w8mXINSR7zAmYAImYAImMB4EhkIZABhmtaPDdI9BrAaAdJjUIVm06LJdZihWrlwZb699rs3oUDrknRzWc5KGc87ZsRERnTSsFjBrZDO73KEkOP/88ysH8o2WFkQZ6uy1mhniHjZbVMckyqg6J004No3KB7nsz5BvjBdl9Ip7jKPZuRQyhJk3b14KyqcEc8fXEnAxfB4m/j7rrLPSTzrkcTdoPNmZuhvLIySjGd+YJp+bgAns/gQY3KL4ReEdFQGygoOATN+3vf3eZwO1xwtr3XPHF1NweofE6wyU9TWA6P+BD3xglw1543XeFbwTSSOKZikOWg3Oo4xm51o+xTsV5TfxSLEdj1ryViWL9PEZPwbnbF7YLGzV/dEPZTnLJmLcuXI9bkbLJoR2JmACJmACJjDoBIZGGcDLHBM/dTSY6afzowEgoJctuyHxJiwzFHH2gK8MqCMgk/gnHn9iVPloJuLZjc+W/nRAMIUkLnYEjvGzsRGfHIyz9Mw8oJTIN18i7WxiJ8WBIpB5Pbsot3La+EiKBhhIyUGamQFhoIpD8RDXLUYWaVbj++8NmEmTOnIMfmNYljy0WjNZl7t21cf8PipWXti8OaUZxuRBTmssCS/uXKNTpo5vtAKgY0bHkXzDW3EwmJdD4cE1nOqBjgrDkTxr52s2DWSPBnHhs40qR+LQcgLlT3K0yaDMSuWvI/GiTGrFV+F9NAET2L0J0J7wqdaqd1j8yg077tN26P0h83zeVXrPiRRtp9qovI0lPuLiL5r508ayfCkf7EomR96X7JyvNhvlAe8+lOK4qOR88YUXUjj2+5FT+6zfHNmwF39k0u6Sx7r7JRAWxzuLPMOEDXT1rsAyD3/ejVVOihKZ+udhvvzl8yrfqeyXIKu6WbNmpzRz75VXXVmy4b0sTlEu6ckV8PG6z03ABEzABEyg1wTet3379u29jmSs8nmJamCIhQAdFzodF33tovR9+CifsHziiOUCOAaHzPIy4KKToY334j2YOTJIzB37E6hjw8ucGWetoYxy8/uI5/bbb0sbHeoanbS4EV+jtMQ4da+OdBzoKJIGOj4oIvhkIfsI0OHBZFGdNzpCKESaOWae4kAUKwB11iRf8prJ4Voz7lynwyR2kkV6mWlpx5/ZdBQt0TFo51vacjEfKDn+5dpri28tWVLwea0jPnJEGshX1YPIT7LoqKH0UYeSzR1uLh8AACAASURBVBcvvPBrSQFUxRhuN9908y7s8WczquimTTsy7Zgd0x6v+9wETGDPIoCiUu+uPOd5+0SbS7um9nPF8pW7vA+Z8ed9mTven8zm42jHWFKmcLSZc+fO3UVWLoO2ESuEa66+OqVZba3emYTHmkHtNW0nTu8Yzpll572GDAb9q1Z9r7zOO/brCxeW7+B0c5N/DMgZsNNWx/etmJJnTR6g9MapPUfRH7lHPoqS9lrvAfnpSPv+y1/+Kr0X8nch76d/Ou+8UflAQY2yg3iWL18x6ppk1j2ipF6z5od1gzucCZiACZhAHwnMmfPF9K7rY5RtRzUUyoC2c+UbkoUAJqRVg3kUEXR++ERS1XXj6z0BlEusYW2m/Ol9KhyDCZiACZhAHQJR2VAVfmTkN7tYZVSF67aflQHdJmp5JmACJtA9AsOgDPir7mXXkgaFAJ0WTNk185Oni2UNKAI6/apBLs+/2yeAlQmzV3EWrX0pvsMETMAETKDXBLBewOoAa7xcgY6FBJYGdfby6VU66WzamYAJmIAJmEAnBKwM6ITagN/D5oGtHOs9z17UfBlBKxm+3hkBljGwZCEuG+lMku8yARMwARPoNQGs6VgikO//gpKAfRtQ7Ma9g3qdnlw+yy3sqglgOWE+1WzwNZ/GbMynORtddR0SieojfAbdDc0GgoMOcpDSx6w/6z9ZK8l60OhYz8g6TjagsusvATqUlAkbXPF5TDsTMAETMIHBJ4AFF3vssAkhHTv9sYcP71srdge/DJ1CEzABEzCBagK2DKjmMtS+mDGyk/NDDz00aiM7NnjiqwruuIxP8fIVCO/TMD7sHasJmIAJjIUAm+3GDXfHIsv3moAJmIAJmMCgELAyYFBKosvpUMfFO9V3GewYxFkJMwZ4vtUETMAETMAETMAETMAETKCrBLxMoKs4LcwETMAETMAETMAETMAETMAETMAEBp+AlQGDX0ZOoQmYgAmYgAmYgAmYgAmYgAmYgAl0lYCVAV3FaWEmYAImYAImYAImYAImYAImYAImMPgErAwY/DJyCk3ABEzABEzABEzABEzABEzABEygqwSsDOgqTgszARMwARMwARMwARMwARMwARMwgcEnYGXA4JeRU2gCJmACJmACJmACJmACJmACJmACXSVgZUBXcVqYCZiACZiACZiACZiACZiACZiACQw+ASsDBr+MnEITMAETMAETMAETMAETMAETMAET6CoBKwO6itPCTMAETMAETMAETMAETMAETMAETGDwCVgZMPhl5BSagAmYgAmYgAmYgAmYgAmYgAmYQFcJWBnQVZwWZgImYAImYAImYAImYAImYAImYAKDT8DKgMEvI6fQBEzABEzABEzABEzABEzABEzABLpKwMqAruK0MBMwARMwARMwARMwARMwARMwARMYfAJWBgx+GTmFJmACJmACJmACJmACJmACJmACJtBVAlYGdBWnhZmACZiACZiACZiACZiACZiACZjA4BOwMmDwy8gpNAETMAETMAETMAETMAETMAETMIGuErAyoKs4LcwETMAETMAETMAETMAETMAETMAEBp+AlQGDX0ZOoQmYgAmYgAmYgAmYgAmYgAmYgAl0lYCVAV3FaWEmYAImYAImYAImYAImYAImYAImMPgErAwY/DJyCk3ABEzABEzABEzABEzABEzABEygqwSsDOgqTgszARMwARMwARMwARMwARMwARMwgcEnYGXA4JeRU2gCJmACJmACJmACJmACJmACJmACXSVgZUBXcVqYCZiACZiACZiACZiACZiACZiACQw+ASsDBr+MnEITMAETMAETMAETMAETMAETMAET6CoBKwO6itPCTMAETMAETMAETMAETMAETMAETGDwCVgZMPhl5BSagAmYgAmYgAmYgAmYgAmYgAmYQFcJWBnQVZwWZgImYAImYAImYAImYAImYAImYAKDT8DKgMEvI6fQBEzABEzABEzABEzABEzABEzABLpKwMqAruK0MBMwARMwARMwARMwARMwARMwARMYfAJWBgx+GTmFJmACJmACJmACJmACJmACJmACJtBVAlYGdBWnhZmACZiACZiACZiACZiACZiACZjA4BOwMmDwy8gpNAETMAETMAETMAETMAETMAETMIGuErAyoKs4LcwETMAETMAETMAETMAETMAETMAEBp+AlQGDX0ZOoQmYgAmYgAmYgAmYgAmYgAmYgAl0lYCVAV3FaWEmYAImYAImYAImYAImYAImYAImMPgErAwY/DJyCk3ABEzABEzABEzABEzABEzABEygqwSsDOgqTgszARMwARMwARMwARMwARMwARMwgcEnYGXA4JeRU2gCJmACJmACJmACJmACJmACJmACXSUwVMqAd999t/j+91cXBxywf/m3eNGi4onHH09QuNap27hxYylT8v/yl790Km6X+5C1cuWKXfyH0WMseYEzHMRYR/x++uCDCQfl2E32w8jYaTYBEzABEzABEzABEzABEzCBXhIYGmUAg8Mzzphd3HjjjcW996wuXn319fR3zDHHFNddf10aXL722msds5o2bVrxyCOPdXx/qxsvveSSYtu2ba2CDcX1TvJC+c3/6leLWbNOL5Yuvb5YvPjyYmTkN2U5Tj1sarF+/fpUjosXLxoKDk6kCZiACZiACZiACZiACZiACQwrgaFRBqxa9b1i8+bni4ULFxbHHndcyfvU004rfvzjtcWhhx5W+nV6stdee3V6a9P7li1bWvzn0081DTMsFzvJy0svvVTMnHlKsf5nP03ZXLfugWL+/AXFvvvuW2abMl15xx3FggUXlH4+MQETMAETMAETMAETMAETMAET6A2BoVEG3H///YlA1ew/g/hly27oDaExSmUZw4oVy8coZTBu7yQvLO244IIFxZYt/5cysXTpsgIrjEZu0aLFXVHsNJJvfxMwARMwARMwARMwARMwARMwgaIYGmWABpMMrKvW3jPAnDJlSlmmmKRrPTpHZrRx0Y/zZvsMMJDlPt3DOX51HGbxZ82ZU3z/B+/tY0DaJSvKYK18nt48XYTRvRxPPPFzSQRr8DnHjxl4OfZRIP54TzzX/Y3CR8bt5EXydPzJT9Yliw79njHjBJ02PM6bN6/hNV8wARMwARMwARMwARMwARMwARMYO4GhUQbMPOXUMresOZ827chdBvJnnz23DIPJ+d9/8pjyt07Ya2Dy5L/Wz6bHf7/77uLCC7+W1rZzD4N59i2ooxDABP6+NWuKmG5M4LXXgSJmtn3BBfOLry9cmK6d/aUdeWDdfByQsxyCWfXoUAS88/bbxZYtW5L3M8+MpCOKhHPOnZuWJnAPcUouAVirv2HDz0tRCv/m1jeLTZs2p3hgjDIBVzcvpcBwwh4PcizliEsD5J8fKcc64fL7/NsETMAETMAETMAETMAETMAETKAegb+qF2z8QzFYHnlmpDQ3x1KAATN/DHijIkCp3WeffXQ66jh58uRSzqgL2Y+LLr64YAkCf+eff37a+I59C5jtroovu73lT2bvZTnw5zfeKA4++OCCDRHld+edd6a19RI0aeIknZYKANbas48CHI4+enpSVHAup3SefPLJpdx169aWclEoKDwz8uSVe/BjnwMsElBEdOKwVJBFB/cf9MGDOhHje0zABEzABEzABBoQwOrPrjEB82nMhivm0xs+TMTZmcAwEBgaZQAD5TVr7i++tWTJLpvxMXBdtWpVsXz5ijSg7gX4Kfu/twThwQce7Ioy4PU33msoHnrooVEbI5KHOJDO88Q1zZ4zeNegX59ZJHzcVHHCxImliD/81x/K8x/u3IsBj8MOm1r66+Spp57qWBnwwubNEuOjCZiACZiACZhADwisWfPDHki1SBMwgU4JzJnzxU5v9X0m0HcCQ7NMADIoBDC9X7F85aiBLteYsWejujom/J1Q/pv99itv69aXAVg/rwE7M/ftOikD2r1v7733Lm95duOz5Tmf/dO+AvKM1+VX9zhhwoS6QR3OBEzABEzABEzABEzABEzABEygjwSGQhnABnZxQz3M1lnzfu89q8vBNMxkwt9HfmOKisE8+ZApEZsIrl793oaDzYRLiZCHOepjHyu9tJcAHuwtIMdSBDmYyaFk0Z4GOsa9BRSu7jGmhXv++L9/rHurw5mACZiACZiACZiACZiACZiACfSQwFAoA8j/k796chcMrJdnsBo36YufHowz4Lvc3KYHa/rltDEhCgrNpOdHFBh1HOvqUQKw4d/5X/lKMXfue5sg1rk/D8Oafwb1OJYSSIly3333JT82Eox7AMTNFLe9vS0XN6bfpCWWDYqHXllujCmhvtkETMAETMAETMAETMAETMAE9jACQ6MMWP+znxZsdlfl/u3b3y694+cFJ+393oZ7ZYAOT+JA+djjjk1SWKevGfT8WMeEH0XACSccX5A3vjTA5xG74Rjsr1v3QLKaYD8FFBXMyrPR4tJlo79IcMjBh5RRPvffz5Xn3TpBwREdmy+2co3KudV9vm4CJmACJmACJmACJmACJmACJlCPwNAoA8jOokWXFVUz7u+8807KLbPc8Tv2kya9pwzY9taOWW9mpqP5fDNMMa63g5n9rFmzm9026loz6wQ+XSin9LFh31gd6f7XG25IGypKSYEFhTYZjPKjJQJfMYh5JpwsCzhvlpcoM56j4IifRORTg3kcMTzxxU0N4zWfm4AJmIAJmEA3CPDpXqzy+LxvIxet/0488XNF3KBX98i6T9aBjeRxL5/rJVwjWZLpowmYgAmYgAn0i8BQKQMwM58585RRA1RexJdeckniddddd5c77OMxffonSo7aCO/2228r/TiJg/xRF4qiuPO7301exMFn/nCY4NeZ9Zeswz98uE6LV/70ShoIa4D98ssvl9cYiE+bdmQRw3MxmtVH6wQUGvFaKagoimuuvjp9cQEz/VYOKwIteyAsLDVYJ52f//ysUkRMW56XMlDFCUqIuHQhL0NuoaNExwzrhNx6oUKkvUzABEzABEygIwK8a554/IlklddIwLJlSwu+HDQy8ptkAThjxoy0nI/P7crxrpwz58ziU5/+VArzyCOPFfQ1GPRHh7UbSwFPO/20FO6Ky69Iv20FFyn53ARMwARMYDwIDI0yADN6ZrlvvunmNGCUFh4ze8z2eQnnZvb81iAURQIv6BNPPKmYPHlyyXrp0usLXvpybMzHxoSY2W/dujVp8Ylj+tHTk19cb697mh0ZCJN2HMsBHn30kXKG/l+uvbbQmn3W8q9f/7N0TeG5595770mDczogmPzLsR/A1KmHVi6dIB7c9Okf32VPAxQOUkZIFl9o0Ow9X0rgPmZNUAREhUKzvEhWoyPcKD/igaWWL6gcNz2/Ke2ZYEVAI4L2NwETMAET6AaBlXfcUdwVLPNymUwArFixvJg/f36p/F+0aHFSnN96261l8Fu/852CpXayuuOLRwz0eY/G9yyWeuyfo3Dsd8Q7H387EzABEzABExhPAu/bvn379vFMgOPuPgFMEONXAqpiWLz48mL+/AVVl+xnAiZgAiZgArs1ASzrUKgzKM+V0AzkUVgzycAAX07+TBYw2YBy/aQTT9rlfvxReqN0YPafz/aiCJcyAHko+BdcMD9NMuQTGYqvzhGF+po1P6wT1GFMwAT6RGDOnC+mCbA+RTeu0dAGMdlnV01gGPgMjWVANWL7VhFYteqeUZ9crAqzdu3aKm/7mYAJmIAJmMAeTUDLB7UfkWDsv9/+6fT55zelZXpY6L311lu6XB6xFhh5ZqQMy4nuVaC/2W+/Udfl76MJmIAJmIAJ9JOAlQH9pN2HuFjDyJr8o6YdlTR12kBQR2Y0cFy3MwETMAETMAETGE1g4sSJyYNBf3RSDkyaOCktoWOZnwb9MdybW98slyNKsaDBv8JNmDAhneq6/H00ARMwARMwgX4SsDKgn7T7EBfKAGYr2JyQdY+5Gxn5ddqn4J/OOy+/5N8mYAImYAImsMcTYL8c9g/i6zf6ggDv1vXr1yc2GtgvXLgwvW/ZkFCOpQQs0zvogwfJy0cTMAETMAETGFgCfzWwKXPCOiLA2kM2QHz6108XbHwYHZ2befPmpY0K2/kiQpThcxMwARMwARPYnQmwce7y5SuKm268Me36T15Z88+mwnx9R2v8tQeANsRlk8AjPnJEQnPWWWelo6wMZFUgbn9+441R1+XvowmYgAmYgAn0k4CVAf2k3ae42KmYP3Y/tjMBEzABEzABE2iPABsHsgGgHBYCfCUAZXt0KASkFMCfrxahMOAdjDvssKnpyOBfSgQ8Xn9jx4Zbup4C+Z8JmIAJmIAJ9JmAlwn0GbijMwETMAETMAETGB4CLLm77vrrCr7Co0F+Ver5TDH7Bdx8yy3lZRQAKAe0xEAXnvzVk6OsDOTvowmYgAmYgAn0k4CVAf2k7bhMwARMwARMwATGnYDM9qu+BqDEoQRggM+SO5bYNfocL/sEYBHwyp9eKfiaT74M75uXXVas/9lPy/0H+Kwgv/G3MwETMAETMIHxJGBlwHjSd9wmYAImYAImYAJ9JbBy5Ypi+vSPpzgZlPMd6LjhLksC8EMJMGnSpGJk5DejlgIosSgACMcs/2mnn5aWFeSKAMJqLx+sCwi/evXqtNwgLhuQTB9NwARMwARMoJ8E3rd9+/bt/YzQcZmACZiACZiACZiACYydAMqFNWt+OHZBlmACJtA1AnPmfDF93rtrAgdYEG0Qny+3qyYwDHxsGVBddvY1ARMwARMwARMwARMwARMwARMwgd2WgJUBu23ROmMmYAImYAImYAImYAImYAImYAImUE3Anxas5mJfE9ijCbB+9he/+Hlx5513FgsXLqxcL9sJIDbaYn3tyDMjxcaNv+tERN/u+ctf/lKsW7e2WLt2bTF79uyGm4f1LUGOqJIA67s3Pb+pWLr0+vQt+PiZt8ob7GkCuxkBTJLtTMAEBosA5uF2JjAMBIZCGbB40aLi+z8Y/W3fCHfmKacWn/r0p7o2YImyfW4CexoBBsFsnNVtx67cK1YsT2InT/7rbovvuryZM08ptmz5v51yZ3ddvgWOncDGjRuLc86dO3ZBlmACQ0zAewYMceE56SYw5ASsjBzyAiyKYiiWCSxdtixtTsG3enH33rM6/WbDihXLVxZbt24tFi9eVMz/6leHv0S6lIN33323YBbWbrAJMECucsx28jcejt2webbO/lJ3B1mLFi0uHnnksb5miV3DeRY6cVguLF26rJNbe3aPn+vRaNmNnbqKQtjOBEzABEzABEzABEygPQJDoQxQlj565Ed1Wh5PPe204uZbbimYaeQTQXT+7Yrin7/xjeLtt982igEmgLLm97/7/S4pZMDHJ6jG2x1w4AFdT0LVZ7e6HslOgcwaYzq+Ozk/19Wluffee1dfsK8JmIAJmIAJmIAJmEBDAkOlDOB7v1WOAcaZZ56ZLrHGeU93zDajGLEbXAI/ffDBZM2SpxBFAAO+zZufzy/5dxsE2PNg0aLL2rhj8IP6uR78MnIKTcAETMAETMAETGCYCAyVMqAZ2ClTpqTLrPFlQIWJNVYCbODBObOwnJ944udGmQ0rDNf4a2Rajz/3Khz7GBBPdKy1Rh7hOPKbcLqnSjaDFpY3KExVGvK88Fv3TJt2ZGlOTnrw17psZkWRR5i6jvTEtHCO3Cp//HCkJ94TucS0EuasOXMKBsLRiRvX4IVj4COZcflH7h/jksycO+VBOuQUXzvlpHvrHFXXYvrFivvJw4IL5idR//n0U2U+CXPGGbNLRQ5roZEhJtzQKm+Eoe7BDJ76HdOSPLN/uVzS2MjlYXO+8b743BDuxRdfjJc7Oqf+IEt54jzWKc7Z80AKlalTD01hq56/jhKw86a8bsMcNrlrVR8UPrZFnFMfuLcbz7Xi0DHGBUfKO3+WiFvtF9f4Le7Uraq8Ei4+o8jmviqXp6FRuKp7m/khhzaPuPO6IX/Vndg2knb5N0t3s7h9zQRMwARMwARMwASGicBuowx47bXXEneWCzz729+mTaVkInzfffcVM2acUCxefHkaIKgTS4f2D//1h7TmdNOmzWndKXsP5AMhfuM/b968FHZk5DfFsxufLTTIoOPIwIANx4iTQQhyV636XhH3O0BGPiidM2eHRQPrXkkD+yIQTh1jbZClvDz00EPF62+8Xqy8446CdOAu/fqlqSO/1157JX+tcya/yG1n1/aDDz44yT300MOSbNZ4Ixf/uDZ3wYILkh+Bjj3uuGLdugcK7iFNhMeRB9I2c+bMkts+++yTBsLKH+HEjYHxyy+/nAazF174tTI+rBxSGSxaVHzhC/+Q/Mkb/tdde22KS/8oW+Qd/uHDUzitUWdgrQGj4qtbTpJd56i6Ag94URak84ILFpS3x7XzlDfh+IPxhg0/L9fqa28M6hCuTt4YkFJXiPPNrW8mbrNmzU7yKTP8GYRFh9x5884t3nrrrVQHScsrf3olfUkghqubBt1DPDfeeGNx0dcuSvFfcfkVY56tpwxRpOhZpHy3bNmS/KRwYekQedAmhTxX/O7mLvOkg7p91llnJdnsXQJb6pbaFzjUqQ+Eg9UTjz9R8p+y/5RyE8duPNcqEwa8avfEhTqKAhFFFNdxPJ+pHdq5cevtt99W7L/f/ql+klee1UsvuURi05F8IwMHb/5Yy4+cqNDiutJAmGZtbxLWxr9Vq1YVkyZOSm2enn3qi9ob2kLtL8CzF9tGOJMWHHnsZn1pIwsOagImYAImYAImYAJ9I7BbKAPowD766KMJ2kknnpQGp3QyteHgER85omApwfz5C1IHlUEXnW8GSwyqcXQEr7zqqnROx1gDCzq4/Gagq84hshjY4DTgZkBMx5LfONawMuiTO+3009Ipn8CS47NlWDLwJQQcaZg7d8embc/993PJTxtkKS8McmM6ph89PclAAdItR/4YbOGeeWZklFgGP7h8rfuGDQ+ne7gXBz8GAXyWjsEZjmv/9u1vJ5ZcQ9GBg5sUGCgLKCdY4FAk4ChfBsWUHe6cc85Nx4c3PJyO+scAhTogRoRnMIq79bZb07HdcpLsVkfqIXWFQSjlhiMd1B0UD6pTreQ0ul4nb9RnlAhy1EGVyYknnpS8GXRGp0Ed94o755MnT47B0nmdNBAQpRdKiVj+PCOqV7sIrumxevWOvB199PR0B+WrJUJ5Xa0psu1glPOVV12Z8kaecNRxlC08z7d+5zvJr536wOcLaSPEH3lqS9pOYJMbUJ69+NKLqd1TXNRRnj/qKEtUcPhpYMxvlHAxr9RxFALkUY668f593j+q3fv6woWp/qPkk6vb9ip8O0fql9ob6sby5TsUXyillFbaINIPB/kpjp/8ZF16b0iG/H00ARMwARMwARMwgd2RwFAqA57+9dNlWTDA+vJ556WOLIOuK5YsKa/pZOphU3VaHtlbYMaMGeVvThg0aTZRAwvN8tHJje6QD30o/Wy0R0GjzddefeXVUszEiRPTuQY2/JgwYUJ5veqE2bnotHEW1gLddFhS4B58YLRJv+JhICA2hGOwHvPxox/9R7o/+uHBAIRvtuN+eP/96Rj/KT/y+9Chh6ZTZn+rnJaFcA3lAuk65pgdX51QeMmoGpDXKSfJaXUkb9RBlBHR5XUnXqt73kne8nhVtxgEyTFoh1nVIP2oaUcpWDq2k4aVK1emZ0lKGQnK64P86x4/8IEPJMZSCnFfo71E6spsNxwDRuqdnhHdr6VKUlC1Ux+o38xqR4XR9OmfkOiuHHle+URrXj8R/vnPz0rlhXVDTIMilkJJv3VUG6C6IaWnrlNOWLvct2aNvJLFSZ22t7xhDCfEjyUA5fX4Yzu+ZEG5nH/++cmPsoyO9i7PQ7zu8+EngAIIix0tCWGpiCxH8tzRPmLFQliWnETLvhg2ysutYBQuhkEev+1MwARMwARMYLwJDKUygNlXvchZG8zghlm0H/94bTmz1gwsHVg6h1GO5OGP0078hxxySDmLFGVqRqlq9jSGa3bOQAkLBjqsyGPGDNPjQXB0/ulE54N+Ossys3300UdSUhkI4OIATZYaVYMIDXI0aOpWfv/8xhtJFGbBKk+O1BE5hdHvbh8Z+MisH1NyzPZhOFandHc7b1KsYVqdu1xRUjcNPF/kuerZqKoPebzNfsMWxjgGrXSotYSm2X3dvKYlSdOnf3xUPcPaBUcbovahbn1gcIqyirpKnWHQgXVJrkwZSz5kPZSXKzIZIGNlhJMitJ24ng8WT83ua6ftbSannWsH/u2BKfi2t7eVt7F0BocCRo76xLsExYjd7ksA65fD/27HMjLev9R7nt18cM57jeVlKIcIhzUgv/W+EyGeVyzltOyG5Vb4RacwLKNDFkfuaaQ4iPf63ARMwARMwAR6SWAolQFaS81LlT/MvqNpeStg6qjLxF9y4hF5ODrJN990c+rgxxf8TTfemK7LBL1VnI2ukxY6BOw/gLvm6msaBe27v5Yv5IP+87/ylZQWWQ2MjPy6nO3nAnliYIN755130jH+0wx19OvGuTr7ef2I5SpT527E10gGSgBmkdavX5+WOWiJR6Pwdfx7lbdtb+0YINUpk7pp0POVWybUyWedMAzaeBbZh4HZ+F6Y0zdLh5ip8x/rl85pN+Tq1AfaG+WD2XkGHeRRLCVrLMfXXt+xr8q2be8NiqO83ConXmt1LuVpq3DKT522t5WsuterLEdQSp39pbmpnaJ8cL/4xc+T1UQsu7pxONxwEGAgz1K3uAyEJVFYdN2fWar96w03JMW3FHK8O6gz+MuhtON5/eZll5UTESyNwU9WBNR5fqNUkDKU47HHHZv2HpIsH03ABEzABExgPAgMpTKgW6DY5K+OoxNA53Xr1q3lTCD3MeiMnYo6smIYBjWf+cyny43bGBDUGZRFGb08lxm0Bv2Y9bOnATOWdJ5kNcB6Z832UHGA5wAAIABJREFUkx4601puITPiqnRWzRxXhWvXT0sZ2r2vG+FR7DB7j5KITuZY6kdVenqVtyqlTVX8+NVNA3tydNthzsvsObO9zLqro97teOrIq/NlhHbqA88/Cgb2HsAxgGAJVLecliWxOWQzV2Ul0iw81yT7yV892Spoul637a0lrEUgKT/yfJ188snpTu1DQTsmvxYifXlICfDuqlIIo7iM7yOUBrzfpBBXdlmChr+sA9icmHed9oghHBZyvB+5huN9iEKYfSuigoC9W7T3kOT7aAImYAImYAL9JrBHKgN4WfMCp7Otl3oOPq4h5Jy1/qx71cwfA72qTkUup9lvZjYxKWbjwkGcjWL2QksFUFzwBQUNbrXuny8m4GJniN9al4zVQO408JSM/Hqnvw/buTcEpr+agYyyyIM6Y9G/W+fMMLImm8GcOHVLdq/yNmnvHcsDnvufHRtWNktv3TSoLmMd0kwZ1CyuqmvIwpyXjnbcnLMqbC/92MQTd+d3v1sZDe0F9a+d+iBzYdiRN8yIpXCj3nbDab+GkWdGKp8PzJtpF487/r1lNXXjVd1o1Kby3FF+7ba9deNvFo4lS1X5ov1mkMbgTibiY23Tm6XD1waXAMtD4r4pWvaS79HzN/vtlzKh6zxLhxx8yC4ZO+iDBxVck7v5lluSskEWP2zk+S/XXjvmPoTk+2gCJmACJmACnRIYKmWAZng0mOw009zHGl3crFmn77J5EB3D2AlAo1+1znYs8XOvNsUbJGuAPE+aGUFxEQfvn/3s51JQ9l3INwPjwhfP3PHJRDZYzAfmdKTonOuLAHmcnf5GIUHnnkEonziT+S/ySANLO4762Mc6Fd/yPpnRV5klt7y5RYBe5Y1d4nGYyOYD97jZJWHqpkEm2NwjZVGKZOfnEXXe7lH1qFfLD5qlR20PYeJme5jyx8E653wJhEF9O/WB/TOiHBhqA0cpV5qlr841BuLaTO/ee+/Z5RYGL7SLncRH3UB5gVu06LJdlG5sKCnXTturezo9ouylPWiUL20WSDsW27dO4/N9w0cARRVWAdHKSMteNPhXrvSu5jrtEcp8NjXNHUtu4t4hPM9YMmkSAsW6nQmYgAmYgAkMAoGhUQbw4tXn7J56qvWGbISXmXKVWTMDUa3lZrYxbjiHGa1miOig81Jnk7IYRuf5DsP6bFtuBqtNx2InQBt2qWNOp0SdZsIRNwNa8qId4PO86JNd+hQhlUrmsEqLZr06qXBaKkCHWptuIUemkJzrk3VRPoMDllbAjg2bNNAkjyhX+ORcHHTIvFj5kay4mZlkcC2aaGuXcPyZbaHDRXrjZnvsyYBiQ3GKTZ1yUlpaHTU7irmx0sqMr8ruhc2byxlIpYNrlC+zyRoMaraez1ByjY0l28mbPl9J/ed+OeLHUSaKi3JUOfFpOPmTHtVVng923MbV5XvRxRenwSGDLKUfJv9+991lGniGiKeu06wyM7nUIxz364sePGORo8x+2TiPQWE7cSlNqpdqe/Cn7Ki/OGbCWbag9oBzKcLaqQ/IQuGmfMEK/gzeGUjguvFcY4XEoJ32LPJAqcEMZ1TQacNB4o7Pm+o2/vH5XLZsx1pqnj1mQMWEY1wvXbftTZmu+U/WGlgFSQlIXUYxwTpv7QGTi2MAKCWGFJx5GP/evQlcd/11hepur3JKO8xXCe666+7yM55z5pxZtre9itdyTcAETMAETKAVgfdt3759e6tA432dARXm17nj29hRm6/rdKjpjObukUceG7XjPdcZKDNgwTGIpJOfy2Qw02zHcu775S9/VW4CGONdt+6BZH0Q/TgnLQwqGIAxuFHczDqyj8AOBcSyZKGQ54WwbGpY5c9mijg69wxUUHgwgGMg1alDFjMd2iVfchhM0PnW7u7yj0c65qzJJY84Bjds4CRlC50kbZ4Y72M/Br6sAIfo0sZjr7y6S32gw6/0MVi55uqrU/65FwbsdYDpfqP4mpVTO+xgwuAZR14ZfK1btzbVH/3W4E5hKU82jtTSAtKvesE9fBddyoNmeSNOOpxinRJRFKnzyb4PVf6q66QFJQ28lR42nEOxwYwpiiClu1UaFG8eTvlnF37KiwGc4tc9rY4826oXlOv8+fPTLTwLDOpYg6u6FcNSbxoNCKvibFRPYhuCfJR34kr+2Dws1heVMXEo/1X1gTaO9eqsM+a5xVW1b914rsnb7bffVrZ7xJXzqWrzKDMspPK2MD57DMCxwFEeyHN83lPGdv6r0/bG8K3OKY/Ij/qBEqJVHSOvKAfj5w9bxeXruwcBPXdqM5QrPbe8F1Bsy1HHaGv0bKIkRanPssHoaIdR9Mb3MdcVTm0TCstm788os9E5yrY1a37Y6LL9TcAETKCnBObM+WJaQt3TSIZYOG00S8wH2Q2FMmC8AdJpZfY7dgqUJjq/zOgtX75i1CBA1300ARMwARMYXAIoWGbOnFkq4wY3pU5ZNwmgBGLjyyplEZZELCFcsXzlqHqRKwmoO3/83z/uMqCPSgL6CFgM5Qo3yYoKxk7yZ2VAJ9R8jwmYQLcIWBnQnOQwKAOGZplAc9S9u8oLm0+JVSkCiJVZQNb2aua2dymxZBMwARMwgW4SwHqFvRJkldNN2ZY1uASqFAEM2vHH8b7HsoTPw0bHsiH81R/A6oVlMXEjYs6xsOIaTn2DuO8I/lpGpOsxHp+bgAmYgAmYQL8IWBnQgjSm01rDXRUUk1vMnWVCXRXGfiZgAiZgAoNHgOVE2tBw8FLnFPWCAAN+lrrkewUxez915xdpiPebl12Wlrtg0o9jyRvLX/CXY3kBS2H0ZRH6A5zjp6UH9A34zXJE7WehcCyxcd9BNH00ARMwARMYDwJWBrSgznpAXuIsFWAWKTpe7Gz+V2VmGMP53ARMwARMYPwJMGuLyZ7+MPGOmyaOfwqdgl4SkCKgKg72StEAnuvM/rN3DRsMUl/Y+4bfsgqQDPYBYE8dwrD/zYF/e2C5N0AMwydntamtNrTVPjcK56MJmIAJmIAJ9JuA9wyoQZylApgHalMsbkHT73WmNeA5iAmYgAkMCAEUujNnnpLMuJmVvWLJktKMe0CS6GSYQFsEUEJ4A8G2kDmwCZhAFwl4z4DmMGmjvYFgc0a+agImYAImYAImYAIm0AEBOpp2JmACJmACg0tg0JUBfzW46JwyEzABEzABEzABEzCBZgRsGdCMjq+ZgAmYwPgRwHJi0J33DBj0EnL6TMAETMAETMAETMAETMAETMAETKDLBKwM6DJQizMBEzABEzABEzABEzABEzABEzCBQSdgZcCgl5DTZwImYAImYAImYAImYAImYAImYAJdJmBlQJeBWpwJmIAJmIAJmIAJmIAJmIAJmIAJDDoBKwPaKKF333234DvFZ82ZUyxetGjUnXx+kF19ud5L98Tjj6c4iItzu/4QGAt36s38r3514MuLdC5btrT8Bjv1fCx1jGeC54S6imw5Pu/Gc3LiiZ/r+fOiOH00gSoC1FH+7EzABEzABEzABExgTyRgZUAbpX7GGbOLpUuvL/7z6afauKt7QV966aXinHPnpjR0T6oltSIwFu7c+5nPfLr41Kc/VRx73HEpKikHGCTXUSARnoE5g+heOeKgfk+ZMiV9D3Xp0mWpnlPfyEO7LikCFi8qvv+DXQdafOed52jz5ufbFevwJtBVAp///KziyV89mZR1XRVsYSZgAiZgAiZgAiYwBASsDGijkDZs+HnBIKnKnX323DSImj9/QdXlrvgdfPDBKY6Zp5zaFXkWUo9Ap9wZvM+Zc2Zx1113F9QPuS+fd17xx//9Y7Fp0+ZixfKVaWDcbHbyn7/xjWL+/PnFvvvuKxFdP95++21pcD5jxglJNuldsOCCYvLkv+4oXj0P3J+7jRt/1/A5ysP6d3sEsLiIVhjt3b3nhd5rr72KlXfckTKO9Y6dCZiACZiACZiACexJBKwMaLO0999v/zbv6H7wvffeu/tCLbElgXa5X3rJJcX5559fTJs2rZT90wcfTDPus2fPLhiInHraaWnAvWrVqjJMPEFJcODfHlhaFcRr3Tx/9NFHk7gJEyaUYhctWlwwcCeddoNPYOPGjbYa6rCYUAigoOv1Mq8Ok+fbTMAETMAETMAETKAnBKwM6AlWC93TCTCoePGlF4tzzjl3FIrXXn8t/Z44ceIof0zm82UADO4efODBgkF5r92WLVt6HYXl95AASzkWLbqshzHs/qLnzZuXlCmdLIvpJh3aAe21wTIizvO2gfhIJ9YMWm7UzLoIaxGus09HleP6tGlHlrIkk+VJvXTkS3FxZM+SsTjlcywy+nUv5VFVrv2K3/GYgAmYgAmYAASGQhnAC5PBVdy4L250Fs07c/8qk1k2RYudKM4bvZSJV50Vwr3zzju71Bylr9GGaHmnjXDMEOeOzoHi4kh8Y+mYIg8ZdPLgEDuYjfLcik2eV8KrE8ngFUeaKSvywJHfVZ28PC7C5lzy+Pgd80Eeo+O3rqtjCG+lhftzl8skPGkbi7vzzjuLM888s61Z9VhXOWdwd/Mtt3ScjFh3yT9lEONAsMpuy5b/S/FMnXpoYgXDZq7bdbVRXNQHPdPUoxgv9SUvJ/JM3eYa5cqRvMd6kte7Rs9CVb3I6yfp7qTOxXyQPtIQn3XiJi9qU/K0xPyQphNOOL7cg0FlGMOIbx4vfJQH0qE/6oVcrEcKr2vI0/NVlQ/CwRsZyCQ8eSG/ikvpzP2r2gzk5XHmdVXxIZ/zWN6kgd9VjqUtLGv50Y/+o+pyX/x4PufNO3fUXhvsu4FffHZhxRIk3Kuvvl7ce8/qYvHiRYlzTKjaXuoE1xu5xx97rFAbEMPMnfve8qbo361zlj498shj3RJXXHfttcVrr+1QuHZNaA8EUS7NyqMHUVqkCZiACZiACVQSGAplgDYcY+O+l19+OXV4Lrzwa+X6+fU/+2kaMNAp/MIX/iH5L158eYE/nYPo6Dhf+vVLi7POOiuFY8024YiDDlZ0dFifePyJ1Fmhw8UmcFdedWUMks6VvqoN0eh40lGfOXNmio914rgFF8wfNUCh40vnYN26B1I49iYgXRdc0NkeBLBAHjJwcLjo4otHsaGDGV0rNnRGp0//eLn52x/+6w9JOXLzTTcnMc8/vyl1WOmknnb6aSmuu+6+u7jpxhuL+++/P0aV8k45iMvIyG+KffbZZxcukS3xrVr1vWLpsmVJ9t9/8piUR3XuGSSQZ21axzp4lnWw1wPlTP3BdD86ypw4Dv/w4UmmOqZsnFc18Iv3NjrnPjrWh//d4bsEmbL/lOSXd1gZhLA3gRz7BFz0tYs6Wq9POTFogxf1jbpLfVqxYnnaJDAOKlgGwHWt7S/DL6veG4P0dbuuKs/5kfLkOSHdOOoR5anBD+UZNzgkz2xMSJ1/c+ubxaOPPpKUKYceeljx3H8/l2S0quNKg+oF7Y2YsLSD9GgQS3yd1Lk6/Nqp9yw1qSrDuE+F8oUfA0ccZX7fmjXpHH/yCSvcNVdfk478Yx8U6g97lSg8/rQxWK4sX76iLBNM7WnvomJQm57yTFAO69atTev0eeaJj2cWZcGt3/lO8W/f/naSRVyUO3yjgx1xrlp1TwrHvhY871JSEK/i476HHnqoeP2N18v48KPdic9AlD/96Om7tFXxeq/Pf/KTdcUVl1+R8gYf2jgc7xauydEOwpN3Ek6bk1L/43vsW0uWFNve2qbbGh7Xr19fvnuoS/qjbvXadWsZEvVRbX+v0zwW+dRRKXLGIsf3moAJmIAJmEA3CAyFMiBuOMaAkc6pOhAMJnGseWaQqAGVzLMf3vBwyYkOIIP5hQsXlp0nOjt0KOlY0RmVo3PKoOJfrr22lEmH+aQTT1KQ8kj6UD7kjvjoeHJNnSrSzSAP9/bbb6cj4ej40jnX+nLioqNMJzDOGOZxNPoNCxQLclcsWVIOLOFHZxvZ6mzXYUPa6SQqr1u3bk35oiOKP2lmhgnHOY576OBPnjw5/eafZkUoB3FhhohwGhxoMBHZsmY/msyjcMBten5TOhInAxo5FEPqJBMPfBlAklc5lAOUqdJL/VH53HrbrQrW1vG5/9kx8Pyb/fbb5T7SQQef+ko64E/dY28BOfzYJ0Bs5F/3iOKHJQqsg9ZzQv4Y0FHmKBo6db2oq43SQpqpV1JUoMBTeXIkPziUBDgGqhrosuyBneKpV2njz2XLEu+6z78GW8yMiiHPDWVHeqhnxNdunavLr516nzLfxj/Ynf2luane6TnjdvKJwgOn5SwSy54W53/lK/qZ6i0Dr29edlnZPiJ32bIbUhisWshrvvkmSjc44iibGTNmpPNXX3k1td9iTVnj2OlfDqUf7SRtMvfiaA9oM3iueW5oP6kzGkQTn55t7mGwz/P27G9/K7Gjjjx3XI9cRgXo8Y/DDpta1nHSy8ahVU7K1UkTJ5WX4YBDCSZHHeVdIB7yj0faY951s2adXlrR1M0/A3CUY1iHIIf3Jg6lm5RmHFFQUD65X0yHzlH4KBz3tHLIToq5nV8uoY5wP3LkSA9hJDe3BoqWKpxTd+UnZTN+MW2SpaOY5eFghB+O/MCZOoZDuc79UYGTLvifCZiACZiACfSJwFAoAyKLfBO3Dx16aLrcaM0zL129iJlZ4bd2TJdcPqeGk+KA8Jh5M2CWckFh6VxWuXwNOGEU3/Tpnxh1C4M8OqzqFNMBpiOXKxrev8/7R93X7o+4GZw62ZIhJQqzbDiltRUb3c/x2OOOjT/T+ba3tyXGsSNG3EdNO6oMKzPco4+eXvpxQjgNRn6YWRJw/YADDxgVXj8YSFQ5DRjya+p40XljEHHMMTtm3xROdapTRYw24zvkkEMkctQR0/+DPnhQIdNdBrWqC6Qp7hNAXVSnlE5jq85x6nT/YPUudYkEMDhmIEvHvxMFEzJ6VVdHAWrwI1euqK6SHz3juvWQgw8pB/Hya6eOv/KnV9Jt8RnC46NHfjTVb2RVuVZ1rhN+7db7qnTlfqrzIyO/HnVJz9LatWtLf9UVKSq5gHKAuhT98Oc3A0+encgob7clXG2vfudHFI5y9913X2on8zZZbYusPxSeY77hq9KBtUCVU3qwchoPl/OcEPYWUXtJeWgwWZXG3OqIMCjRG7lf/OLnoy5hqcGAVQP7URfDD9oiFEJYMPz4x2uTUm7bth1WCLzjpDTWLShlUEI1c7//3e+LefP+McmkfiVLrxYKAZ65aLGCcp/3qxTH5AOLHhRXKPHUBkbLOBSn+Muh1JbVxdO/fjp58xUYFA30C5CvvFDf+a2yUziszGADIylgYSAlJkK5zr2N2g2lx0cTMAETMAET6BWBoVMGjAWEOknSxkujT4cDJ8WB1k8yS5S7vHOZX4+/1TnNBxQxjM41e8lvZjEYADJQ7ZU76mMfS6KZQcbVZdMqPRpw0mlifa46lMxOyWmwXNUBkuJEihnd04vjn994I4mNpt/UCcyc5RRGv+scGymmdC/5pvNJJzB1KndaUTCgzfcJoGM58sxI6jSy1EEm1ZKVHzXjWTWAZCDKzCjumWdG8ltr/+53XW2UMDhqNlQKnkZh8W+njh/xkSOSqHzQKJPrOCPbLM6qa4PAj8Eag5846Kf+Pbvx2cSUwbxmOqkrmsEnP7DmOgqXKieLHbV/VWE68WMJAvGq3dZRpuEs6eiWU13plrxO5UgpERXTVfvWRPlSZEW/RueUOYrvKseSg2bKR5Uvyz5oW7DskjIFeVUK8kl7v2fJUBUnyjaea/6kHL9xp+VPVfg6fsrfhg0Pp3SqDaQuRSWirNdQLh53/PFp0oBn5JOf+GRSnup9LCWBFGr461mBF79REKC0Uhs1FgVsnTw6jAmYgAmYgAl0SmCPUgaoI8/sgAZi+ZFODbPbuEmTmndcWkFX57RV501yUAJgbsn6TWbum5l26p5Oj7mCoi6bVvHBb82a+1PaUa7QoUQpQN5wdL7ohOGquOTpSgF79E/ljGl5Xg/0W2bpdZNA/prN2jWTk+8TIMsFOsV0KjWAU+e2SpbMuzVDl4fRzGju3+7vftbVZmlrx3qmnTqOpQYDMAYiMhPmiJKK55KyGIsbBH7UK55FDWSYyccyh131cbIawFKFAZHciy+8kE7Zl6GfDiWbZmH1fMZjnB0ea7pUV8YqZ6z3s0yCAemVV101VlGV99NesyRFHJm1pt7LyXJMv+NRVnK08ZjgoyTSkowYrtNzKTRpT2Wd0oksNnLFRUWF5FS9g1AwwoU2FzbtvAO0rAWFgJRVet+NRQGr9PpoAiZgAiZgAt0msEcpAwTvxRd3zIbrd6NjowFVo/C5v0wzNbuTX4+/WVfIDDXr1Zk1HutgI8quOlcnSLMhClOXjcJXHZkRoWPOTDaddzpz5I3BFJ0smWM2m83N01UVT7f88tnfsciN+WtHDjNK+T4BqjfqFCOP2dhmnWPNxrWaHRzLzHa/62ozjhqQwr2uq1vHGYAxi8i+H3Ts2ZiOvR3GOugcFH6a2dSgH9P/WbNml8uosBrgGcV6KA6ItFyjlQVMq1nguuUVw8mSKfr14rwXaW83nbQJzCjfddfdaWCq+1spTKss2nRvqyODed4/MmXXbHjVfYTVUgDCYVElxVlV+Hb91Ja1e18enuUCKDto87C4w8KkmWMJV+54p0k5L4uIp57aYbmHv5YISDYKBSlYdOymoiRPn3+bgAmYgAmYQKcE9ihlgGYy7vzudyt50fliZlcDJZmzVwau4SlzQjrZ0RxRtxIfjllCTF1Z69hrJYDi1kBc5r912ej+RkfypJlG8sLASR1GdvbGyfxTg5AoS0oK7R0Qr3X7nM26cI3Kh9moTjq3UmQoL63SDa+4T0Cr8M2ua10xSwuq6txbb72VlDGYwXbixqOuNksnA1I63szitXLt1HHYsab46wsXjpo51d4OreJqdH2Q+PF8aqkA9Zy193DkjwEOM5pspKiZVeWJgRHMUUo1ez6iNYHuHctRm/+p3cxlNfLPw9X5XTWLXOe+boWh7WFJEJvAaqAp2fCXQlV+HKWc6UbaGbhSBzQAjvHEc54H0kh9wKEwq2p34j11z+NSjR2z9BvL2XbNunPUu6yRXFhicYdCGgVf1WC/0b3Rn3cZShLe1cTLkd9ROShLJZ6dbnGIafC5CZiACZiACXSbwB6lDNB6dmZbmCGIpoeco/FnhpFOMp0bXuh03qPTLDKDqlZOAzPkYAIeOy2cywRT5urtLkuoO9gknXnHRBv0seM+ri6bVnnmumQr7Gc/+7l0qtm2L+4028TcPU8Xs+F0dPU1CMnoxZFOtgY9Z5wxe1RZky52qdfeCjH+VtylYInlHe/Pz//1hhvSJ/ByfykrooUKM6PwaTT4ZaCAmS8DtXvvvScXmfYfYHa7nZn0KKTbdTXmLcZTdZ7v38Dgj3zKrL3qnujXTh3fsdngloaco9x2zjvl104c7YTVUoHrrr+uOPnkk8tbte6fvT+qPpEp5itXrizv0Qmm0jxX0ZpA18Zy1BcGGCTHHdqRSTutr7OMJQ7JaGdvmLHEV3Uv7QaflGX5UlQEaP8V7pGCRvUJP54FnDbWTD92/tNGjFIYxGsMlPU1gOj/gQ98IH0iNvrFc54/2knSyD4YUhzUbfeirKpzLdWgPaO9Ih7Nssdjo7YQmaSPz/jxDmbDv2Zhq9IQ/aS0jXHns/1xU119WSfK8LkJmIAJmIAJDBqBoVEGaC2e1uELZFyHFzsh0RRYL2U6FHzODodCALNGzTBwrkEq1/nWM45PkUkhwCyYBvDcz72aBVf6nnj8iXQf/xiYydyS8HHjQs7Z3RinQZ/McvGjsyuT2Bc2by4/k0Tnhk2+cPqEXfrR5B+dRJQR3IvT7CRpI424dtjw/XqcjulH+MeMCemX027VJ+78LCOdOqwFlC6VG3xZo00ZxcGqmObxaeZIPIhPG+hxHuuA4sA/1hk+U8bgms5i3EiQnf6x7FA62uGuwZPM/MWh6shXFxh4VXVS4UQHm8+IkX7KDWYMBJSuKpnMfqHMyjcAQwHGMoNc0QJ3DST0rFTJxa+dusqzIbmxXJCj54Xdw+s6BqxS4HHEooOBQuyQS1mnZyfKbqeOoxgk7dQDtRHxGOt3zFurOtcOv3bqPfmURQrpgX2dmXItFeD+OHjXgJJno8paCeawxzw8siBOrFJ4ruTis6NnVtdUD/J2PZajnl3Spx3caWNi2fAZUNVr4lP5S47iUzwy9Za/jrQx5Dmy0LV+HEk7nzulPWKWPdY5femBdLDjPukUP1lo0K7mbQn8xIM6rWcIOcRHXPxFM3/qD8rb+Gzl+acs2eBU8lAe0O7onRIVKuwzQTiUS3LEnTt9cpWwlDF5rLtfAmFxLJEizzDheVQbhAIff+pnlZOiRKb+eZgvf/m8VN9jmXDOfgnqB7DMRumg7yA2tN06j3JJT53nNN7jcxMwARMwARPoJoH3bd++fXs3BXZbFh0GOn25Y9aEtbx60es6nSE6TXQkoqMTqR3t6SQwo6X1kHRqMQdWJ0b35eGQPfWwqamTpnNmjqvSx2eFJI+OAJ1VOlw40nLRxReP6rTRIdBXDUgPHSB2aWZAp990qOggRkfHg02OqhydDzp4hGGALfl02NiboKqTn+c5smlUFigV1GkkHwx4WAJA2nFRRkwnXFav3rH7ssLFb8k3ig+zVD59lTviQekSHaxZc6+06FqsD3TIrrn66vJeBuB8X158YNIOd+Jg00RmXVXnFG88worOPGt0GzkYXHfttWV9pt7VMVXnvttvv21U57vqXtKZP0OkJZZpnrY6dVV1N94L8yuWLGn5vMR7OFcaSRMKAD1HeRrplOuZloxYzvJrVscVhjrBMgHFJf94hCeuqm41q3Ot+NEW8dzmrlG9V1tDvtQmVpV1Lk+/4Uv7oGdY/iiP2HCyVR1Ggac6BO/YtlU9O8hvlJdG7Xosa/jFOFlZCvHVAAAgAElEQVRedeGFX0sKsqr4aP9uvunmWs9wnedWfHpxhHnehimeyAA/2vdvLVlS1nn2aFGbpXuY8a+qw7wDmM3HwQxFm8Ll7Z9k5UfKAaWR2k7uQwmk9x7hsWbQ80E54aJCgFl2tb+881iWouuN3ht5OvSbATkDdupirP9iSp5l0aJ3oeoOyvLIPfKRfLVD+h2P1LFf/vJXqQ5SLliVSR7PxD+dd94oLijQ6KMQz/LlK0Zdi3LrnKOQsDMBEzABExhcArzrBtkNvDJgkOENetqiMqCRwmDQ8zCs6aMTzDIIdRCHNR+DkG51wjXo7UeaGKDc+p3vNBwIY9GBGXOzgXI/0uk4ukcA5STWQf2sZ91LvSX1mkBUNlTFNTLym1EK/qowvfBDGTDoHc1e5LuuTPNpTsp8zKc5gdZXXYeaMxoGPkOzTKA5al81gcEiwOw9JvnMztsNFwGsKrAKYDavkWOvDe2B0SiM/YeLAFZKzCjHme3hyoFT2ysCKAexOsCCJu4ZwDkWG7hWX3noVdqsCGhO1nzMpzmB5lddf5rz4aoZNWc0DHysDGhehr5qAh0TuPmWW9J6f8xp7YaHAJsHYjLdbF8G9p1g3bbd7kEASw8+BVtnCc7ukWPnoh0CKAhZfpDvNYGSgKVeKJGatRftxOWwJmACJmACJtBPAlYG9JN2n+Ni40E5Oi12/SXARl5r1tyf1rlbIdAZ+1hvY33uTFq9u7TJHxu55eXGoIAlIGyOlm/UVk+6Qw0SAcqTNeVsOtds745BSrPT0n8CWIuwnwWbEGLyqT/aCDaatRKp/2XiGE3ABEzABLpDwHsGdIfjwEnROuuYsHwDqnjN570jwICDTQD5dNt47VLeu9z1TrI22YoxVG0IGK936xwlRL4JIpuE8VlGdq33LGC3SI+vHBQ7EydO3GXzxPFNlWM3ARMwARMwARMwgf4QsDKgP5wdiwmYgAmYgAmYgAmYgAmYgAmYgAkMDAEvExiYonBCTMAETMAETMAETMAETMAETMAETKA/BKwM6A9nx2ICJmACJmACJmACJmACJmACJmACA0PAyoCBKQonxARMwARMwARMwARMwARMwARMwAT6Q8DKgP5wdiwmYAImYAImYAImYAImYAImYAImMDAErAwYmKJwQkzABEzABEzABEzABEzABEzABEygPwSsDOgPZ8diAiZgAiZgAiZgAiZgAiZgAiZgAgNDwMqAgSkKJ8QETMAETMAETMAETMAETMAETMAE+kPAyoD+cHYsJmACJmACJmACJmACJmACJmACJjAwBKwMGJiicEJMwARMwARMwARMwARMwARMwARMoD8ErAzoD2fHYgImYAImYAImYAImYAImYAImYAIDQ8DKgIEpCifEBEzABEzABEzABEzABEzABEzABPpDwMqA/nB2LCZgAiZgAiZgAiZgAiZgAiZgAiYwMASsDBiYonBCTMAETMAETMAETMAETMAETMAETKA/BKwM6A9nx2ICJmACJmACJmACJmACJmACJmACA0PAyoCBKQonxARMwARMwARMwARMwARMwARMwAT6Q8DKgP5wdiwmYAImYAImYAImYAImYAImYAImMDAErAwYmKJwQkzABEzABEzABEzABEzABEzABEygPwSsDOgPZ8diAiZgAiZgAiZgAiZgAiZgAiZgAgNDwMqAgSkKJ8QETMAETMAETMAETMAETMAETMAE+kPAyoD+cHYsJmACJmACJmACJmACJmACJmACJjAwBKwMGJiicEJMwARMwARMwARMwARMwARMwARMoD8ErAzoD2fHYgImYAImYAImYAImYAImYAImYAIDQ8DKgIEpCifEBEzABEzABEzABEzABEzABEzABPpDwMqA/nB2LCZgAiZgAiZgAiZgAiZgAiZgAiYwMASsDBiYonBCTMAETMAETMAETMAETMAETMAETKA/BKwM6A9nx2ICJmACJmACJmACJmACJmACJmACA0PAyoCBKQonxARMwARMwARMwARMwARMwARMwAT6Q8DKgP5wdiwmYAImYAImYAImYAImYAImYAImMDAErAwYmKJwQkzABEzABEzABEzABEzABEzABEygPwSsDOgPZ8diAiZgAiZgAiZgAiZgAiZgAiZgAgNDwMqAgSkKJ8QETMAETMAETMAETMAETMAETMAE+kPAyoD+cHYsJmACJmACJmACJmACJmACJmACJjAwBKwMGJiicEJMwARMwARMwARMwARMwARMwARMoD8ErAzoD2fHYgImYAImYAImYAImYAImYAImYAIDQ8DKgIEpCifEBEzABEzABEzABEzABEzABEzABPpDwMqA/nB2LCZgAiZgAiZgAiZgAiZgAiZgAiYwMASsDBiYotizEnLWnDnFAQfsX/69++67exaAPuT2L3/5S7Fs2dIC1nbtEaA+Uj+fePzx9m506IEhsHLliq7UfeoAdaGbbRRpmzbtyOKll14aGF6tEtLvNNN+zf/qV4eKUSuGvbz+/e+vLk488XN7DC/yS520GxwCtJU8s4sXLWqZKMpPfUDu6Wb72jLyGgFIH32nYe4DRMaw5redCVQRsDKgior9+kLg7z95TPHqq6+nv7322ivFyQuBF4NeErxU8NsdGzE6MnTelFfO6+STQYTuaXREzqWXXFKsWLG8a2XJwKVRfPKv0wnoWoJ6KIj6SN089rjjasUC70admaj4ouwY5ERHPRA/jrsLw5jHbpzDJXLivNlgYP78BcV9a9aMOWrqAHVBbRQCeRY67SSS5qVLry+2bPm/2mlrN++1BdcM2Emaa4quDAbfmTNPKWbOnFkcfPDBKQzPmNo+jj998MFd7kX5qTrCc1dH2RKfPykf6rTDu0TewqMXMhUlshcvXlRs3vy8vHp6pO7Hdq3qOYzv8kblRVso/lXtZzMZZ589t/jDf/0h9RfayWyr9xjPWlXdahXHWNqEVrKH4Tpldc65c4v1P/tpy+RSXx984MHUrt57z+p0z7O//W3L+3odQM8o9Zvn6T+ffqprUartUvvE7+jy6wrHkWud9Bt4Rnh3PfLIYzEqn5vArgS225nAOBCYc+aZ2/nLHX5f/X//b/s777yTLj34wAPbP/e5z25fsWJ5HnRof7/44ovbjzzyoylPf/7zn8t84L906fUpv9G/DLDzBEbiw3HKlP22r159bxkMVvoNyyrOZeAOTkgj6c8daebanuhimTTKP+VCWVGfVX4xLEyblXsMu6ee84zAcNFll40rAur544891nEaeD7JB/mp68Y7752kuW7eYjieDZ6RZ599tvTmPRDbFto1+OEvx3X95jnimWz1THEPcakcOPaizSRdvX6H9at8YBvf0Yo3lg9lQhg9p3ClLGKZEgb2+FOWVW1iHRnEkcetOtHsiGzijo5yot500saQhrG0CTEdw3wOU5V7o3xQ7r1+HhrF3cg/f0apq9SDbpYpcSCTZ6bK4Z+z60a/Qe+ORvFWpcV+exYBWwbsqh+xzzgR2LhxY9LEnnXWWeUs3KmnnVZccfkV45Si7keL9vyCCxYU69f/rPjsZz9XXHP11eVM1gknHF/cf//9xfLlK9KsfqOZktNOP63kU5VCZkTl9t57b5127Thp0qRKWfvuu2+xaNHiymu7syczW3VnEM7+0tw0e/fP3/hGJZIJEyZU+ttzBwHqGO6AAw8YNyTMGnXT4qZuRgYh73XTOpZw9957T3HUtKOKadOmlWJee/21UW3LyjvuKCZP/uviqafem7mbMmVKwfsCB6tvXnZZsr549NFHSjn5Ce3t7NmzS+sDrBD+7dvfLvbZZ588aMe/mdG79bZbO75/0G6EJ4xkKcPs48xTTk3vLqWVZ4QZ4osuvjh5wfX8888vFi26TEHSccOGnxcLFy4c5acfdWVcsWRJiruOFYhkc6x6N1J/sCYiP9//wepalnrIGq82IeZnmM63bNkyUMmtekZ78S6WzP33278y//hXvdvcb6jEZc8uErAyoIswLWpsBNRQ3nfffaNMrjHTnThx4ijhmPHJxB4TKpl3RRNA+UUTWw2wuab1YJiGRjMsrslkizDRPIvzuIwhNyfkPq43cnR0ly27IeVvzpwziyM+ckQy48KUa2TkN8X0o6enjuz8+fOLn/xk3S5i6IDR+Wrl8jBwEa/cpLNVnlrF1ex6NNvNuVAWsWy4HlmTTpWLmOcyiJvykkmdylRpUjlzVDhk0nmDiUxdc7mEhVfsYCovhCXdyCAcJt+4qVMPTfIUd9Xx5JNPLhYsuCB1lJHXzDUqF+WDPJMOOCr/HEkXTnWY8Liq9OOvvKKME2e4xLznaSGcniWeAX4jR3EQd/5skC7VwcgW2dynsiMPrdikDDX5R9phw5+c6hPXYj6Jn7SKV3w+yKPuQw6MMIXFcSSt4hDLJfIhLGFIC+HJe69dzGMVT+Uplitpjq5OmuGmMoWf6hpyYrmSHj1rkW+MT+d33nlnccwxx+hnOkYFZ7xw+IcPL3/mbZ7eJ4cdNrUMk59Mnjy5WLt27ai6Thv7qU9/alTQRnU31g/yKBYqf67Pm3duUgDSTlAWej4bySRilU8sR/g1q6tK8J/feKNkrXt0jWOjekp6SDdx80da82eY++EsRYDkMrDm3SX39K+fLg499LD0LpPf1MOmJg7koY6rK4O0EPe/3313HbG1wnx9p4Ji1apVZfhYXrBRPW7UJsRni/CqE6XA7CTWH2THtougsdzUVub+yMCpLSOcHDLxVzy6lqczPsPcG/Md223JjW1Afq/C6Kg8sERKzwPpalb34jMAx/huIO38Jl+ckyexJk5k85s/4qhyzZ5RhScOZJB/4olO7TrXY9pimLGet9NvGGtcvn8PJbBnGUI4t4NCAFM8/nKHqR1mVPw1MiPD1AozM5lUy4xKJlBVJlGSiykiZl+KA5MsmTByRIZky1xV6dRvmY0pXv3O81L1WyZgmChKblU4/BS20XX8SVMzszNkkB+x4Uh48qr7ua481MkTYXLzSspCcSi95JE/nEzuuFeO/Os395MO/siT0kFaZQIqGTEerikO5HLOPYRVeH7jrzwTL/E0kitGkRN1LpYXvMRM4Ul3M0eedI/SiVw5mEoGx2blwn0xfchAZkwj+RerRulX2pGl+kZZiJHShmz+cOSB8NwLU87547qeSc7xE3PSQn7ideWXuAir/FIuSovi1xEuhFW9kX9+RDbhJCfPJ3JIC+GIV+WgcKQXp3wQTk55Vlniz33ig1xkxrLgPL8e+Uh2s2PdvCtfSp/KS/HXfbZapRlmsUwlFxa4WK7yy/nm+VVaVU/y6/qtPMKkkcvrfFU4wlAOqitV8Taru9Qv7qV+KI/kgd+qe8TL71hnm8kUI6Wpbl3VfWrXyAvlw58cYVQPdJ1yUt0iTq5Tx/FXnnR/oyNxqL4RJtYd3VP13HBN6c7Lsl0Z8RlVnM2OlE+ze8gTPFQnCCsequtq36ryBkexVr3W/VXpyhmqHAnLuWTxm3PSpnZKDJUewiAPhjill3sIq2cX5oRT3ZQclWWzeopc1XWFRw6cYt1PCcj+EUZxNqt7sCes5HNUHUWkOER5eqa5Jh6cE6aZizIIpzIlL6RDrGLekKt8KG36XRWXwig/eRj88/v5rfDKL3mUI935s6NrOiovzeqfwvq4ZxKwZcAeqgQa1GxjZr506bKUPGmOc20zJpfz5s0rZx2YNWIzwhtvvDHdJ3PamMdo2o6lwbp1D6TLzCxhwrhx4+/SERmSzYwD529ufTOFZab+oA8eVG4qd8455yZ/ZjDqODTQciPPjBTHHnesflYe33rrrUr/dj3fv8/7S2sCzZIxe4TrNE9o9qVx5zh9+seLt99+u0wasyWYiWqGBZNfTN22bduWwlCmL770YqEZP8qM5SBsgEWa8Fc9uPDCr6V7kIFpsOJhxgBz7fO/8pUyXsxXCXPnd7+bzIy1cQ4zfdqI7KNHfrTATFFLGnK5zHwpbgne9vaOdKsMqUP8depIJzNnV1515ahZSclrVS6Ys5LPZ54Z0S3J7JXlCpq52LDh4WLGjBPS9Ubpj3n9p/POS2Epi7lzdyxn0Mzg1q1by9nSoz72sRSOcoBpZKxn78qrrkphfvSj/0hHykPPFR4sBaIOPf7YY6VZLv4wTW3Ash1tQLq5g388z/CRy/PJs01amRnGJF3m5Xo+3tlZlzFHp962crQbqofIxfRcZQFD6jpljuM6LHrlbv3Od9JMqeonx8WLL0/PY7L+qPFs1Ulzq3ZY5tax/Tl65+yx+OYMXn/j9eSlWf38un6vW7c2mZfnM9S6znH16tVpqUD0y88pdzYw41nELJx2jJk+PeeEb1Z3ly5bVtYP6hgO3meeeWaSp2cxj7eZzE7rquL4whf+IZ1Sz9Sm6jluVE/feeedZKHGM8MsP8815ac8SXbVkRnX+F4kDPW9ygy/6v5Gfu3ImDRxUmpPGvFuFEczf+otjrqg+qD2ASsHnN6j6Uf2r1GbmQUrf/JOUv3HU++nVu85wlaZnSv9XI/vU55B6j1LNHjP6DrHz39+VupLUR9wzeop16+7/rq0/ENtjd7n6eaa/3iGsYysqnut2rLYPituvZ/iO59z3jcqx5pJS8GYledZIp3U85dffjn505bSj1O8MKAfiqVRr1yrfkOv4rXc3Z+AlQG7fxkPXQ7pgPByoAOLY1dXmbDyYqzaMZl19DT2XK/j1NmML1Ead2REP9LCSxP33H8/lzrUGgRjFo77/e9+n46t/sWO6yEHH1I88fgTTW8Za2eqSrjyrWud5okXN2WkPylXJPf55zelU16icnSc1cEh3tzxMkVu1bU8LL81EI55gjEmo7ykG7moGGoUJvdnUE3nlDLHFHCsnU7Syd4QOPaQyDspdcqFAQc7MuO4X8ojrZF+5U+vlAqzdtOvDpWUCBoYoMT58k6lQYq4wT/KnQHWtrd2KFEoD55jPTsytWctOI66HjuvDcR23TuPM9alupHR5tBuzJp1epk/LR158YUXiuf+57mkdIjPf13ZnYR7eMPDuwzEpk//RBKl57KV3FZprtsOt9uGSdHXLH3EzS7yzQaq1FPeCXHfgUYyaXdo41EASilwxhmzy2eyVd2tknv43+1YvpA/1wrbicxO6uohH/pQipLnuFU9Vdqq1izrWtVx5cqVpaJL13m/5U4DzNy/0e92ZOi5bcS7URzN/DUJwHPLHwrGQw45JJmeX/r1S5vdmq6122bSntNGYuoeJ0A6fc81SmB8Jz/5qydHtbvkk3RLOdqsnvIOpC82Zf8pjaJq2z+ve520ZaoLbUde44bYntGW0u7rncYRBTBMulkPY7Ion2b9hhjW5ybQDgErA9qh5bA9JUBnRTMYRITGddOmzWkzH2aZGaz3wzXrtDBLqAGwjrw86zpeduSDza14cbCmTY6XKwNNXiTMtsT1sArTi+NY80Sa6HRLQx7T2IxlDNfN8/jC7pZcOlBs+sh6f6wRmEFstAaxbpzMvl1z9TWp81C1oWCrcmHAodlnZniYmWbjKxQE1CX2o5Aba/rJK+syX3vttZazrYozPzLY0jOjY1Wdye9r5zed6F51xFqlAwsJ5UtHBppSiLS6f6zXm+W93Q5yv9Kc5znfGya/TtmyNpwZwUaO9hWlQjNlge6N7a8UvzzjslBSuF7U3V7IVHrzIzPnco3qqa63c+R9dfMtt+yyhwDWV89ufHaUKM2iS0Ex6mLFj3Zk6D3DYKkbTsoulEMaPPN8feYzn07iabdbuXbbzGQRtdMqMk6ANIqnW+85KT0axdOono5XO9tuW9YoX93wzydF1O43qocTdu59pfqapwHLkFZtYKt+Qy7Tv02gDgErA+pQcpi+EYi7QxMpjSomxXI0hDTADEqio/PHi5vrnTq0/sjO0yB5DM7zDg7X2pklZmkBOyrTwcA8lRkuaZb5ssC8ef+Y5DHbgsler1038hTTSCeKTpOsKzRLHcNwTrxo1SM7Ohf45ZuH5ffqt0w2X9i8WV7piBkfsyzddpQZHTYUVJgDstHlWB0zMNpQkLzL1SkX7qW+whhLAhQyfJcdBcGqVd8rNBssme2knxltHCallBEz+ez6Tf55Tlq5HWW5pVRoYa1RZfERy7+VzDrXmelq1BGrc38nYdQmaQYvyiB/k/aelAaXPBu9dMo7rPN2SgMxLRtplY5WaVaeu90O65luVC+uu/bagt3jGznuY3lMXSVTlXWWliUpjk7qLhYvzd5HnchUeto56tvtWPqozBrV03bkEhZFCksSNFiO96OoRKESyxFrE9rNqvDxXp23IwPLB9rCurIVR6PjTTuXHF70tYtSECYpGKCvWXN/qlutBqTku902k4hQSDG5wABcEyB6Juq85xoNMhvlE4Ux5dSobWpWT9XONuovNYqzHf9utGXtxNdOWMqFd3bOrpmSRPWTZ6HK8Y5U36nquvwa9Rt03UcTaJeAlQHtEnP4nhJg3WZcs0nDyqCLToRMPhmU8Ekozczy4mWdll7cvKToGNA5xhFOnT7MvAmvznF8eXKf1npGCwXOuYfBOev64q7A+KvDVQcMcWDmNXPmKcWm5zcVrK2WNplzBnGYjVfNtlTJJ35cI/NaBsZR86/86thJnrTuP08PL0XSzoBD6+fYjTm+LDUTR7x0llGAyPGlBcpZJorKk9KqcIo/DX5POTWtDRYHyhpzfpQquPxe/HS/5Onl/eorr8qrPOp+FBzKB2XIp8fymRnSoPyVAsIJ8iUveKcBNjP60dUtl5NOPKmAMcoD3HHHH5/qPs+Hnhf866Rfu3HDA2UUlgkMIMRH6WOdf5XDIkFhGbSxHl+zsyj0eLYjH8pK5ZbX0yr5+Cl8VRnyXB74tweOulVLJ6JnLAOejRhG7UJcuxuvRzmEgStp4rNprMeO7QbXGDRQF2mPvrVkSQoLI7VNfE5U9SrKrjqvm3csROjgE78cbShKJ3VGWz1bddLcqh0m7rxcxV5HpU9H6iys8oEP15mFRhHA8ycX6zV8aD+1FElhuK+Ro62g3sQyuP3221IapDhpVXeRzaBAvJHFFxHyfSF4/rlGHakjE7mRU6u6qtn/X/xix7I2eLCvAwNLlXuzeqpnN3+2qtiRVz6NS/sgx/Os+k8bTlvOmm8c12iTsIhr5GJeCdOODJ4n2sJ2XNVzncpmzpw0EGeZot5FWi6lNDbaJ0htglgqPY3aTF3nGOupFAC0H3Xec5px1jIgyoe6jWKYHfBxVc/8rFmzU11H+aE0c1RdblZPqVO0KfETjCp/9eNi/nSueOL7Vn553avTluXlqDJSfDHvakPjtXgen1G9C6I84lJ/inKhjtOux/aDfkwjJ2ZYF4oxYUkX/V7aS/pO0bXTb4j3+dwE2iKwZ+6b6FyPNwF2udVOt0oLO56yayo7pXJtStjlOd8tVbveEobdcOPuqsjTjrJcJyw7srITK/7xXnZizXdYJazi5h7tSItczrWjK2HynV+Rx/U6jntJu+LiPE9LMzmRkWTEtMbrpAu2CsdRcbXKk9JAuHh/1XksU8ossmIX3liO7NDb6HosA+JhV+MYX9zRl3NdQ54Y5PlFZgzLPbGe8Jvredyqk/ASU+JRXsgHZQdjxS1mHHNuhMsdspAhmbov8iFduSP9yIv3cQ9/0aneV6WffJH3mO/IFznixv3khyPxIlf5Y8dr1Wfih0t0hNV13ct1zlV+XG/klAaFrToSByziNdIa88Y1yjTGy7k46N5Y3vITZ5ULYeTi/eKka8SnvHMvYTmSXpzSF+XpXo518657YnykPcpVXMpTo2cryqhKM3HFPJM/5YdrMFAc8EWefudpUro5kr5Y/2Au3vF+zokDRx0U3zwM8ho50s+9UT7n+EXXqO4ShrSSP+q/4o68CSPmMV+NZCqsZMGtTl0lnigzLw/lJ5aZ6qmeYeIkrphO3adjzKfSqPv0fBA2lhtpIR+5i3UEGTm3OjIIQ5pjmalM8vj4HfMa069z8hdlcQ9xKK2qH8QpfoRRHVIeSAMyFYYj98RnJKaPchfbqnCSh0ylId6ve8Wa+LiHvMR7c1ZcJ6zyr/RLdqxTrdJFWMKQF5jlLta9GJ/OuZe0RhfbIcLF9MV0c62qLYt5J0xetopLzx3hq9qqGBfpxJHHKJ9yqcq34tCRPOTtFfFHRzrFhaPijGGICzkxziqGkhXZRTk+N4H3gaAt7YEDm0AXCOgbt+2st+9CtBZhAiaQEWCGAhNY1hLHmb4sWMOfzIoww80MpCwBGgb2haYEmB3MZ7ab3rAbXmSWkA38sPTSzOwgZ5MZPTY6Y4M5u/4T0Iz6nv7c9J+8YxwWAn5HD0tJjV86/2r8onbMJmACJmACJmACEGDju06+dLG70WMZwKpV9xTz5u34dOswKAR2tzIYlvygiMF0u9mGksOSF6fTBEzABMaLgPcMGC/yjjetZ9PmeVozZiwmYALjQyCujRyfFOy5sbLWdmTk17U3vtvdSbG2FoXA+vXrR63H3d3z7fzVJ4BFE1/nsSKgPjOH3LMIpGfkgP2T5d6elXPntl0CXibQLjGHNwETMIHdhAAb+i1den2ZG75wkW9gVF6sOGFjMHbNlmPTrbo7ueseH01gWAmw3I1N2uT40kjc4FD+PpqACZiACZjAoBKwMmBQS8bpMgETMAETMAETMAETMAETMAETMIEeEfAygR6BtVgTMAETMAETMAETMAETMAETMAETGFQCVgYMask4XSZgAiZgAiZgAiZgAiZgAiZgAibQIwJWBvQIrMWagAmYgAmYgAmYgAmYgAmYgAmYwKASsDJgUEvG6TIBEzABEzABEzABEzABEzABEzCBHhGwMqBHYC3WBEzABEzABEzABEzABEzABEzABAaVgJUBg1oyTpcJmIAJmIAJmIAJmIAJmIAJmIAJ9IiAlQE9AmuxJmACJmACJmACJmACJmACJmACJjCoBNOMHicAAABdSURBVKwMGNSScbpMwARMwARMwARMwARMwARMwARMoEcErAzoEViLNQETMAETMAETMAETMAETMAETMIFBJWBlwKCWjNNlAiZgAiZgAiZgAiZgAiZgAiZgAj0i8P8Ba74/gCdDBXoAAAAASUVORK5CYII=" alt width="744" height="316"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) With reference to the graph, identify which sub-target was furthest from being met&nbsp;in 2008.</p>
<p>(ii) State the Millennium Development Goal to which the sub-target you identified in&nbsp;part (i) relates.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State any <strong>two</strong> other Millennium Development Goals that are <strong>not</strong> represented in&nbsp;these graphs.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why primary school enrollment as a percentage has increased.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why aid may <strong>not</strong> help reduce disparities.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The map shows how different regions within Nigeria score on the United Nations Development Programme&rsquo;s Multidimensional Poverty Index (MPI). The higher the score, the greater the incidence of poverty.</p>
<p style="text-align: center;"><img 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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the pattern of poverty shown on the map.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> reasons why differences in poverty occur within countries.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> positive outcomes of a strategy designed to reduce economic disparities within <strong>one named</strong> country.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>